xbrli:pure iso4217:EUR BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2025-01-01 2025-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-07-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2025-01-01 2025-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-01-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2025-04-01 2025-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2025-01-01 2025-03-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-10-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-07-01 2024-09-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2022-01-01 2022-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2020-01-01 2020-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2022-01-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2020-01-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2025-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2022-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 0369 02 02 2025 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 1992-12-09 06 03 3 (En una escala del 1 al 7) Fondo de renta fija internacional que invierte en una cartera con duración entre 0 y 10 años, directamente o vía derivados e IIC. Puede invertir hasta un 40% en titulizaciones y no tiene límite en la exposición a divisas no euro. Al menos el 50% estará en activos con rating mínimo BBB-. 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 VaR absoluto. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 03 2.90 1.64 2.90 2.74 2.67 3.17 2.67 3.41 EUR 9725318.48 10697370.39 6534 6995 0.00 0.00 false 600 EUR 151362000 161711000 219238000 245872000 15.5637 15.1168 15.2158 14.5463 0.50 0.50 0.00 0.00 0.50 0.50 03 0.05 0.05 01 2.96 1.39 1.54 -2.60 6.24 -0.65 4.60 -8.92 2.75 -0.96 -1.09 -1.63 2025-05-02 2025-03-05 2023-03-16 0.75 0.75 2.11 2025-04-03 2025-04-03 2023-03-13 01 4.92 5.36 4.47 4.04 5.10 5.61 7.80 6.66 3.13 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 3.90 4.02 3.79 3.76 3.75 4.29 5.92 6.22 3.84 -0.48 -0.48 -0.24 -0.34 -0.32 -0.34 -0.35 -0.51 -1.06 0.55 0.28 0.27 0.28 0.28 1.11 1.10 1.11 1.22 false 4183001_20250630_VL png 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 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 66795000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 30 AÑOS|1000|FÍSICA 4550000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 60286000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 2 AÑOS|2000|FÍSICA 39049000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 5 AÑOS|1000|FÍSICA 70760000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ITALIA 10 AÑOS|1000|FÍSICA 10274000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 26215000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 10 AÑOS ULTR|1000|FÍSICA 3903000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONL AUSTRALIA 10 AÑOS|1000|FÍSICA 10033000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL AUSTRALIA 3 AÑOS|1000|FÍSICA 22521000 02 314386000 Tipo de cambio/divisa FUTURO|EUR-AUD X-RATE|125000| 16972000 01 Tipo de cambio/divisa FORDWARD|DIVISA MXN/EUR|FISICA 4251000 02 Tipo de cambio/divisa FORDWARD|DIVISA NOK/EUR|FISICA 11005000 02 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 11587000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/CAD|FISICA 6940000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/CHF|FISICA 4540000 02 Tipo de cambio/divisa FORDWARD|DIVISA EUR/GBP|FISICA 8993000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/MXN|FISICA 8602000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/NOK|FISICA 11101000 02 83991000 Tipo de interés IRS|IRS USD/USD REC 3,415 FIX/PAY SOFR US 4183 GSE 12562000 02 12562000 410939000 false false false false false false false false false true 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 9.311.985,00 euros, lo que supone un 2,33% 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 inicio de 2025 en los mercados de renta fija, que prometía ser tranquilo, se vio sacudido el 2 de abril por la imposición de aranceles inesperadamente altos por parte de Estados Unidos, lo que disparó la rentabilidad del bono americano a 10 años momentáneamente al 5%. La tensión se alivió gracias a la pausa arancelaria de 90 días anunciada por el presidente Trump y un posterior acuerdo comercial entre EE.UU. y China. Simultáneamente, Europa y Alemania activaron planes de estímulo fiscal, mientras que la reforma fiscal estadounidense apuntaba a mantener un déficit público elevado. Sorprendentemente, a pesar de la incertidumbre, la actividad económica se mantuvo fuerte y la inflación bajó, sin señales de impacto de los aranceles. Esto llevó a que el mercado esperara recortes de tipos de la Fed (50pb) antes de fin de año y a que el BCE continuara sus bajadas hasta el 2,0%, señalando el posible fin de su ciclo de flexibilización. En este entorno, los tipos a corto plazo bajaron tanto en EE.UU. como en Europa. Sin embargo, los tipos a largo plazo mostraron resistencia a la baja o incluso subieron, como en Alemania, debido a la incertidumbre arancelaria y el mayor déficit. Las curvas de rendimientos se empinaron significativamente en ambas regiones (EE.UU. 51pb, Alemania 75pb). El diferencial de tipos a 10 años entre EE.UU. y Alemania se estrechó. La deuda periférica europea vio cómo sus primas de riesgo disminuían, destacando Italia con una caída de 29pb hasta 87pb, su nivel más bajo desde 2010. España, por su parte, tuvo una reducción más moderada. Finalmente, los diferenciales de crédito se ampliaron ligeramente, especialmente en EE.UU., debido a la incertidumbre comercial y las expectativas de menor crecimiento económico. En resumen, el primer semestre de 2025 fue un periodo de gran dinamismo en la renta fija, marcado por la influencia de políticas comerciales, estímulos fiscales y decisiones de bancos centrales, lo que generó movimientos diferenciados en las curvas de rendimientos y las primas de riesgo. b) Decisiones generales de inversión adoptadas. Durante el periodo el fondo ha ido reduciendo algo la duración hasta niveles similares a los índices de referencia manteniendo una alta diversificación geográfica, con una ligera sobreponderación en Europa e infraponderación en US. En líneas generales se han reducido posiciones de riesgo y por el contrario se han aumentado posiciones más conservadoras que generan rendimientos más estables. Se mantiene un sesgo de empinamiento de la curva tanto en USA como en Europa. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice BofA Merrill Lynch Global Broad Market Index EUR Hedged, existiendo un control de la volatilidad del fondo para tratar de no superar el 10% anual. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio del fondo ha disminuido un 6,40% en el periodo y el número de partícipes ha disminuido un 6,59%. El impacto de los gastos soportados por el fondo ha sido de un 0,55%. La liquidez del fondo se ha remunerado a un tipo medio del 2,67%. El índice de rotación de la cartera ha sido del 2,90%. La rentabilidad del fondo en el periodo ha sido del 2,96%. 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 1,75% y la rentabilidad del índice de referencia ha sido de un 1,83%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el primer semestre del 2.025 el fondo ha reducido ligeramente la duración en la medida que los bancos centrales ha ido bajando tipos. Se incrementan las posiciones de empinamiento e curva 2-10tanto en Europa como en USA y por el contrario se inician posiciones de aplanamiento 3-10 en Australia. Se incrementa la posición de bonos corporativos, y se diversifica el porfolio entrando en países como Méjico, Polonia, Canadá y Corea y por el contrario se reducen en UK y se cierran totalmente en NZ. Se neutralizan todas las posiciones en inflación que el fondo mantenía. Por último, destacar que el fondo inicia un largo de EURCHF. La TIR de cartera se sitúa en torno al 2,54% con una duración de 6.68 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. d) Otra información sobre inversiones. Se ha recibido un total de 6.075 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. A cierre del periodo, el fondo ha comenzado a tener exposición nominal a activos con baja calidad crediticia (inferior a BBB-), hasta un 0,04% del patrimonio. La inversión en emisiones de baja calificación crediticia puede influir negativamente en la liquidez del Fondo. El rating medio de la cartera se situó en A. 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 4,92% , superior a la del índice de referencia que ha sido de un 3,90%. El VaR histórico acumulado en el año alcanzó -0,48% El fondo emplea el VaR absoluto para calcular la exposición total a riesgo de mercado siendo el máximo de la cartera en el periodo de 7.917.203, el mínimo 1.664.957 y el medio de 6.652.554. El modelo empleado para el cálculo es paramétrico con un horizonte temporal de un mes y un intervalo de confianza del 99%. . 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. Para el resto del año aún quedan incertidumbres sobre el tema tarifario, así como geopolítico, por lo que no descartamos que siga habiendo volatilidad en los mercados. El mercado se encuentra en niveles que parecen adecuados al marco macroeconómico actual, aunque pensamos que existen riesgos de deterioro económico por lo que mantendremos posiciones ligeramente largas que se podrían incrementar o reducir en función de hacia donde se dirijan los tipos de interés. Seguimos pensando que las posiciones de empinamiento de curva tanto en US como en Europa deberán aportar positivamente al portfolio. 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 8.999.914,00 euros, lo que supone un 5,95% 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 485,75 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