xbrli:pure iso4217:EUR BBVA BONOS CORP DURACION CUB,FI 1.0.0 2026-01-01 2026-06-30 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2025-07-01 2025-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2026-01-01 2026-06-30 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2025-01-01 2025-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2026-04-01 2026-06-30 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2026-01-01 2026-03-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2025-10-01 2025-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2025-07-01 2025-09-30 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2024-01-01 2024-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2021-01-01 2021-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2023-01-01 2025-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2021-01-01 2025-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2026-06-30 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2025-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2024-12-31 BBVA BONOS CORP DURACION CUB,FI 1.0.0 2023-12-31 BBVA Bonos Corporativos Duración Cubierta FI 4195 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 2010-02-05 08 20 2 (En una escala del 1 al 7) Fondo de renta fija euro de corto plazo con elevada exposición a renta fija privada, incluyendo subordinada y CoCos. Gestiona la duración media cubierta en torno a 3 meses y puede usar derivados ligados a riesgos de mercado. Riesgo divisa limitado al 10%. 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 0.08 0.00 0.08 0.00 1.57 1.57 1.57 1.94 1 BBVA BONOS CORP DURACIÓN CUBIERTA, FI Clase A EUR 28032337.41 26362825.80 6089 5758 0.00 0.00 false 30000 EUR 334380000 311320000 185704000 134982000 11.9284 11.8091 11.3701 10.7420 0.37 0.37 0.00 0.00 0.37 0.37 01 0.02 0.02 01 1.01 1.38 -0.36 0.71 1.11 3.86 5.85 5.18 -0.09 -0.20 0.00 2026-04-10 2026-03-19 0.28 0.28 0.00 2026-04-08 2026-04-08 01 1.03 0.98 1.02 0.76 0.77 1.45 1.16 1.61 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 0.72 0.53 0.87 0.46 0.43 0.86 0.73 1.29 -0.04 -0.04 -0.12 -0.07 -0.05 -0.07 -0.05 -0.05 0.40 0.20 0.20 0.20 0.20 0.81 0.81 0.81 0.80 4252001_20260630_VL png 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true El 10/09/2021 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 CORP DURACIÓN CUBIERTA FI Clase Cartera EUR 6786.00 12205.19 6 5 0.00 0.00 false 10 EUR 81000 145000 11.9959 11.8460 0.13 0.13 0.00 0.00 0.13 0.13 01 0.01 0.01 01 1.27 1.51 -0.24 0.84 1.23 -0.09 -0.19 2026-04-10 2026-03-19 0.28 0.28 2026-04-08 2026-04-08 01 1.02 0.98 1.01 0.76 0.77 1.19 1.15 1.21 0.71 0.79 0.04 0.05 0.03 0.01 0.01 BENCHMARK 0.73 0.54 0.87 0.46 0.43 -0.04 -0.04 -0.12 -0.07 -0.05 0.14 0.07 0.07 0.07 0.07 0.24 4252002_20260630_VL png 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1883000 0.56 1889000 0.61 FR0014014A53 BONOS|SOCIETE GENERALE SA|3,875|2035-11-20 EUR 1194000 0.36 1196000 0.38 FR00140159X7 BONOS|L'OREAL SA|2,500|2029-01-12 EUR 991000 0.3 0 0.0 FR0014015BJ1 BONOS|VEOLIA ENVIRONNEMENT|3,209|2031-01-14 EUR 1987000 0.59 0 0.0 FR0014015K76 BONOS|BPCE SA|3,375|2031-12-19 EUR 1387000 0.41 0 0.0 FR0014016LX9 BONOS|ELECTRICITE DE FRANC|3,000|2031-03-04 EUR 1676000 0.5 0 0.0 FR0014016Z94 BONOS|ENGIE SA|4,371|2099-04-16 EUR 907000 0.27 0 0.0 FR0014017HN6 BONOS|DANONE SA|3,379|2030-04-01 EUR 1611000 0.48 0 0.0 FR0014017Y03 BONOS|RCI BANQUE SA|3,625|2030-02-22 EUR 2802000 0.84 0 0.0 FR0014018W12 BONOS|GECINA SA|3,250|2031-06-03 EUR 2382000 0.71 0 0.0 AT0000A3RNZ8 BONOS|ERSTE GROUP BANK AG|3,750|2036-04-21 EUR 2978000 0.89 0 0.0 BE0002832138 BONOS|KBC GROUP NV|0,250|2027-03-01 EUR 0 0.0 1390000 0.45 BE0002900810 BONOS|KBC GROUP NV|4,375|2027-11-23 EUR 908000 0.27 917000 0.29 BE6350791073 BONOS|SOLVAY SA|3,875|2028-04-03 EUR 0 0.0 1625000 0.52 BE6352705782 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 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 29274000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 223668000 02 252942000 Derivados de Crédito CDI|CDI ITRAXX EUR S45 BRC 0629|FÍSICA 65020000 02 65020000 317962000 false false false false false false false false false false No aplicable 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 20.513.101,00 euros, lo que supone un 3,70% 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 2026 estuvo condicionado por el repunte de las tensiones geopolíticas en Oriente Medio y su impacto sobre los precios energéticos, lo que llevó al mercado a revisar al alza las expectativas de inflación y de tipos de interés oficiales. Aunque la posterior desescalada del conflicto y la reapertura paulatina del Estrecho de Ormuz permitieron una corrección del petróleo en junio, el Brent cerró el semestre en 74,2$/barril, todavía con una subida acumulada del 22,1%. En este contexto, la Fed mantuvo los tipos en el rango 3,5%-3,75%, pero con un tono más restrictivo hacia el final del periodo, mientras que el BCE terminó elevando el tipo de depósito en 25pb hasta el 2,25%. En consecuencia, las rentabilidades soberanas repuntaron sobre todo en los tramos cortos, las curvas se aplanaron y los diferenciales de crédito cerraron con un comportamiento relativamente resistente pese a los episodios de aversión al riesgo observados durante el semestre. En EE.UU., las rentabilidades de los tipos a 2 y 5 años aumentaron con fuerza, hasta niveles de 4,2% en ambos casos, con subidas acumuladas de 70pb y 50pb, respectivamente. La rentabilidad a 10 años repuntó en menor medida hasta el 4,5% (+30pb), en un entorno marcado por la resistencia de la actividad, la persistencia de la inflación y el ajuste al alza de las expectativas de tipos de la Fed. En Europa, aunque la rentabilidad del bono alemán a 2 años también aumentó hasta el 2,5% (+41pb) y la del bono a 5 años subió hasta el 2,6% (+15pb), las rentabilidades soberanas de más largo plazo mostraron un comportamiento más contenido, en línea con unas señales de actividad más débiles. Así, el tipo a 10 años alemán cerró prácticamente estable en el 2,9%, mientras que el tipo a 30 años retrocedió 6pb hasta el 3,4%. Por tanto, las pendientes de las curvas disminuyeron 40pb en ambas regiones, hasta los 29pb en EE.UU. y hasta los 33pb en Alemania. Al mismo tiempo, el peor comportamiento relativo de la deuda estadounidense a largo plazo llevó a que el diferencial de tipos a 10 años entre ambas regiones se ampliase hasta los 161pb (+29pb). La deuda periférica europea cerró el semestre con movimientos moderados en las primas de riesgo, aunque con cierta diferenciación por factores políticos y fiscales. Así pues, la prima de riesgo de España aumentó 5pb hasta un nivel de 48pb, con la rentabilidad del bono español a 10 años situándose en el 3,3%, 6pb más que a cierre de 2025. Con todo, la deuda periférica mostró una notable resiliencia frente al aumento de la volatilidad de tipos, apoyada en niveles de rentabilidad todavía atractivos y en la ausencia de un deterioro abrupto de los fundamentales. En el mercado de crédito se observó un comportamiento relativamente constructivo de los diferenciales, especialmente teniendo en cuenta el repunte de la incertidumbre geopolítica y el tono más restrictivo de los bancos centrales. En EE.UU., el segmento de peor calidad crediticia se estrechó 6pb hasta un nivel de 275pb, mientras que el segmento de alta calidad se redujo 4pb, cerrando en 67pb, después de haber registrado ampliaciones temporales durante los momentos de mayor aversión al riesgo. En Europa, los movimientos fueron más contenidos, de modo que tanto el diferencial de peor calidad crediticia como el de alta calidad cerraron prácticamente sin cambios, en niveles de 270pb y 77pb, respectivamente. b) Decisiones generales de inversión adoptadas. Durante el segundo 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 la valoración en mercado secundario de los diferenciales de las nuevas emisiones, pero siendo muy selectivos en los nombres seleccionados. Sectorialmente hemos continuado con una mayor exposición 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 mantenido sobre ponderación 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, la exposición ha estado centrada en sectores con riesgo medio-alto pero seleccionando emisores con buenas calificaciones crediticias. Por otro lado, se han vendido bonos a corto plazo para generar liquidez suficiente para invertir en nuevas emisiones. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice ICE BofA German Treasury Bill Index (en su versión Total Return) (G0DB) y el indice ICE BofA 1-4 Year Euro Large Cap Corporate Index (en su versión Total Return) (ERLF Excess). d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA BONOS CORP DURACIÓN CUBIERTA, FI Clase A ha aumentado un 7,41% en el periodo y el número de partícipes ha aumentado un 5,75%. El impacto de los gastos soportados por el fondo ha sido de un 0,40%. La rentabilidad del fondo en el periodo ha sido del 1,01%. El patrimonio de la clase BBVA BONOS CORP DURACIÓN CUBIERTA FI Clase Cartera ha disminuido un 43,70% en el periodo y el número de partícipes ha aumentado un 20,00%. El impacto de los gastos soportados por el fondo ha sido de un 0,14%. La liquidez del fondo se ha remunerado a un tipo medio del 1,57%. El índice de rotación de la cartera ha sido del 0,08%. La rentabilidad del fondo en el periodo ha sido del 1,27%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora La rentabilidad del fondo en el periodo ha sido inferior 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 0,73% y la rentabilidad del índice de referencia ha sido de un 1,53%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Por el lado de emisores no financieros, los niveles de riesgo se han mantenido estables en el primer semestre del año. La actividad en el periodo ha estado centrada en el mercado primario, aprovechando el elevado volumen de nuevas emisiones en el plazo hasta 5 años. Adicionalmente, en el mercado secundario, hemos aprovechado las pendientes de las curvas de crédito para cambiar vencimientos 2027/2028 por bonos con vencimientos 2030/2031. Sectorialmente se ha mantenido la preferencia por sectores con perfil defensivo como Utilities, Telecoms y se ha incrementado riesgo en Autos dado el atractivo valor relativo que ofrecen. Dentro del segmento de Híbridos Corporativos la actividad ha sido menos intensa que en otros períodos dado el menor volumen de nuevas emisiones en la parte corta-media de la curva. En cuanto operativa en financieros, hemos incrementado nuestro posicionamiento en periferia, apostando por nombres españoles e italianos, como Bankinter, Caixabank, Kutxa e Intesa. Por otro lado, hemos subido peso en Tier II a través de Erste Bank. Seguimos favoreciendo senior non preferred frente a senior preferred y mantenemos una posición sobrepesada frente índice en subordinados. La TIR de cartera se sitúa en torno al 3,49% con una duración aproximada de 0,14 años. 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 0,97. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 83,40%. d) Otra información sobre inversiones. A cierre del periodo, el fondo ha incrementado la exposición nominal a activos con baja calidad crediticia (inferior a BBB-), hasta un 0,50% 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 de la clase BBVA BONOS CORP DURACIÓN CUBIERTA, FI Clase A ha sido del 1,03% , superior a la del índice de referencia que ha sido de un 0,72%. El VaR histórico acumulado en el año alcanzó -0,04% La volatilidad de la clase BBVA BONOS CORP DURACIÓN CUBIERTA FI Clase Cartera ha sido del 1,02% , superior a la del índice de referencia que ha sido de un 0,73%. El VaR histórico acumulado en el año alcanzó -0,04%. 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. En la primera mitad de año hemos tenido varios eventos importantes con potencial impacto en los diferenciales crediticios: conflicto geopolítico, IA, petróleo a 100$, aranceles, sin embargo, los diferenciales en IG (Investment Grade), HY (High Yield), senior y subordinados, se han estrechado en lo que va de año. Es quizás la mayor señal de cuánto ha cambiado el mercado hacia la valoración basada en tires de cartera absoluta y no en diferenciales. Dado que la Reserva Federal (Fed) tiene previsto subir los tipos, esto debería asegurar que la segunda mitad del año siga siendo un entorno en el que las valoraciones respalden una fuerte demanda de crédito. Por tanto, esperamos que los diferenciales se estrechen para finales de año. Además, el giro hacia una posible resolución del conflicto bélico en oriente medio debería asegurar que Europa vuelva a estar de moda para los inversores. No sorprende, por tanto, que estemos viendo ahora un fuerte repunte en las entradas de capital en IG y HY. Y, con el precio del petróleo habiendo caído más de un 30% desde mediados de mayo, esto debería significar que la segunda mitad del año será un periodo en el que la beta y los valores cíclicos tengan un buen desempeño en el crédito europeo. Dos temas destacan como los grandes puntos de debate para la segunda mitad del año: Primero, ¿cómo operar ante la divergencia de los bancos centrales? Como acabamos de mencionar, esperamos subidas de tipos por parte de la Fed. El FOMC parece estar enviando un mensaje de que están cada vez más frustrados por haber incumplido su objetivo de inflación durante tantos años. Con respecto al BCE, la creciente convicción es que el ciclo de recortes comenzará a principios del próximo año, dado que Europa sigue teniendo tendencias desinflacionistas. Es raro tener tal divergencia, pero ocurrió entre 2014 y 2019. ¿La buena noticia? Sigue siendo un buen momento para el rendimiento de la beta del crédito en euros y, en particular, para el rendimiento de los bonos bancarios. Segundo, con la guerra desvaneciéndose en un segundo plano, es probable que el mercado vuelva a escrutar a las empresas por el riesgo de disrupción de la IA. Recordemos que este tema tuvo un impacto dramático en los mercados de deuda y renta variable en febrero. Por todo ello, para el segundo semestre del año, esperamos que los diferenciales se mantengan dentro de un rango de negociación estrecho, estables siendo un contexto propicio para obtener beneficio de las altas TIRES de cartera. Finalmente, esperamos que la actividad en el mercado de nuevas emisiones o mercado primario se siga manteniendo fuerte con un buen comportamiento también en mercado secundario posteriormente, reflejando la demanda de los inversores por tomar posiciones en el activo. 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