xbrli:pure iso4217:EUR BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-07-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-01-01 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-01-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-10-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-07-01 2024-09-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-04-01 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-01-01 2024-03-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2022-01-01 2022-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2021-01-01 2021-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2019-01-01 2019-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2021-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2019-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2022-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2021-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 4870 02 04 2024 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbva www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900 108 598 EM bbvafondos@bbvaam.com 2015-05-04 06 03 2 (En una escala del 1 al 7) Fondo de Renta Fija Internacional Flexible que invierte en una cartera global diversificada de renta fija pública y privada. La duración media de la cartera se situará entre 0 y 3 años. El fondo puede invertir hasta un 50% en activos por debajo de Grado de Inversión y Emergentes. El riesgo divisa máximo de la cartera será de 20%. El estilo de inversión es independiente a un índice de referencia y está basado en la selección de bonos y emisores. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de inversión. El fondo utiliza la metodología VaR Absoluto para la medición de la exposición a riesgo de mercado asociada a la operativa con derivados, con un VaR máximo de 3% a 1 mes, lo que supone una pérdida estimada (99% de confianza) del 3% mensual. El apalancamiento puede ser relevante, llegando a un máximo del 300% (incluido contado y derivado) Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 03 1.12 0.67 1.79 2.38 3.41 2.06 3.66 2.30 1 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3 CLASE A FI EUR 46643145.80 50055551.76 15286 16084 0.00 0.00 false 30 EUR 472407000 597047000 669090000 487053000 10.1281 9.9242 9.6003 9.8314 0.40 0.80 0.00 0.00 0.40 0.80 01 0.05 0.10 01 2.05 -0.15 2.91 0.15 -0.83 3.37 -2.35 -0.19 -0.33 -0.40 -0.81 2024-10-04 2024-02-02 2023-03-16 0.15 0.36 0.77 2024-10-15 2024-05-15 2023-03-13 01 2.08 1.45 1.62 2.52 2.42 2.67 1.97 1.04 13.28 0.80 0.85 0.89 0.73 13.98 1.21 16.37 0.63 0.04 0.05 0.03 0.04 1.06 0.21 0.28 B-C-FI-BONOSINTERN03-4446 1.31 1.08 1.25 1.36 1.45 2.10 1.92 0.46 -0.11 -0.11 -0.09 -0.22 -0.18 -0.10 -0.15 -1.07 0.90 0.23 0.23 0.22 0.22 0.80 0.76 0.78 0.78 false false 4446001_20241231_VL png 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 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 127892000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 10 AÑOS ULTR|1000|FÍSICA 66297000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 30 AÑOS|1000|FÍSICA 24062000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 2 AÑOS|2000|FÍSICA 766327000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 27275000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 305414000 02 1317267000 Tipo de cambio/divisa FORDWARD|DIVISA EUR/NZD|FISICA 20350000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/GBP|FISICA 69498000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/GBP|FISICA 119314000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/GBP|FISICA 37239000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/CAD|FISICA 35888000 02 Tipo de cambio/divisa FORDWARD|DIVISA CAD/EUR|FISICA 35816000 02 318105000 Inflación IRS|GOLDMAN SACHS BANK E 209800000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 73734000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 1500000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 447913000 02 Inflación IRS|GOLDMAN SACHS BANK E 209800000 02 Tipo de interés IRS|UNITED STATES SOFR SECURED OV 73734000 02 Tipo de interés IRS|EURIBOR 6 MONTH ACT/360 1500000 02 Tipo de interés IRS|UNITED STATES SOFR SECURED OV 447913000 02 Derivados de Crédito CDI|CDI ITRAXX EUR S42 BRC 1227|FÍSICA 66300000 02 1532194000 3167566000 false false false false false false false false false true Con fecha 30/10/2024 se modifica el Colectivo de inversores a los que se dirige esta clase quedando del siguiente modo: Exclusivo a IIC y Fondos de Pensiones gestionados o no por el grupo BBVA, clientes de contratos de gestión discrecional de carteras o de asesoramiento con pago explícito en el que no se puedan aceptar retrocesiones, pertenecientes o no al Grupo BBVA, que estén dispuestos a asumir pérdidas en relación a los riesgos del fondo teniendo en cuenta el horizonte temporal. Con fecha 18/12/2024 se informa en CNMV que, como consecuencia del adelanto ocasional de la hora de cierre de los mercados financieros los días 24 y 31 de diciembre de 2024, las órdenes de suscripción y reembolso cursadas por los partícipes a partir de las 12.30 horas de esos días, se tramitaron junto con las realizadas al día siguiente hábil en los términos establecidos en los folletos informativos. 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 15.279.632,47 euros, lo que supone un 0,44% 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. SITUACION DE LOS MERCADOS Y EVOLUCION DEL FONDO a) Visión de la gestora sobre la situación de los mercados. En 2024, los mercados se han visto favorecidos por un entorno macroeconómico mejor de lo esperado y por el inicio del ciclo de bajadas de tipos. El semestre comenzó con indicios de una suave desaceleración de la economía estadounidense, lo que permitió a la Fed centrarse nuevamente en mantener un mercado laboral saludable y reducir los tipos de interés. Sin embargo, los datos posteriores mostraron que la economía estadounidense seguía fuerte, mientras que la inflación parecía estancarse por encima del 2%. Esto coincidió con la victoria electoral de Trump, cuyas políticas podrían resultar inflacionarias. En consecuencia, aunque los bancos centrales continuaron relajando sus políticas monetarias, mostraron cautela en diciembre. En Europa, el BCE recortó 75pb en el semestre, llevando el tipo de depósito al 3%. No obstante, en diciembre, Christine Lagarde adoptó un tono menos laxo para los próximos meses. El tipo de la Fed termina 2024 en el rango 4,25-4,50. Otros bancos centrales como el de Canadá, UK y Nueva Zelanda también iniciaron la senda de bajadas. Por el contrario, y dentro de las economías más grandes, Australia ha mantenido hasta el momento sus tipos y Japón ha empezado a subir tratando de normalizar su curva. b) Decisiones generales de inversión adoptadas. El fondo ha mantenido una duración muy estable durante el periodo, aunque dicha duración se ha distribuido geográficamente de forma diferente. Se ha incrementado ligeramente en bonos europeos en plazos cortos de la curva y por el contrario se ha reducido algo la duración en USA. Se han cerrado la totalidad de las posiciones largas de Canadá y se han iniciado posiciones de compra en UK. Por último, es destacable la reducción en la duración en Nueva Zelanda y el cierre de la posición corta en Australia. Coincidiendo con el repunte de la inflación también se han añadido a la cartera posiciones vendedoras de inflación. La posición de crédito de buena calidad crediticia se mantiene estable durante el periodo. En FX se han realizado pequeñas operaciones táctica de poco relieve. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice ICE BofA 1-3 Year Global Broad Market Index Ex Japanese Yen EUR Hedged en su versión "total return" (incluye la reinversión por cupones). El fondo es de gestión activa y se gestiona en referencia a dicho índice, ya que tiene como objetivo batir la rentabilidad del índice, gestionandose con total libertad respecto al mismo. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA BONOS INTERNACIONAL FLEXIBLE 0-3 CLASE A FI ha disminuido un 4,25% en el periodo y el número de partícipes ha disminuido un 4,96%. El impacto de los gastos soportados por el fondo ha sido de un 0,45%. La rentabilidad del fondo en el periodo ha sido del 2,75%. El patrimonio de la clase BBVA BONOS INTERNACI FLEXIBLE 0-3 CLASE CARTERA FI ha aumentado un 12,46% en el periodo y el número de partícipes ha aumentado un 11,65%. El impacto de los gastos soportados por el fondo ha sido de un 0,13%. La liquidez del fondo se ha remunerado a un tipo medio del 3,41%. El índice de rotación de la cartera ha sido del 1,12%. La rentabilidad del fondo en el periodo ha sido del 3,05%. 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 2,97%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del 3,08% y la rentabilidad del índice de referencia ha sido de un 2,32%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el segundo semestre el fondo ha vendido sus posiciones largas que mantenía en bonos de 3 y 5 años en Canadá, así como las posiciones que mantenía en bonos neozelandeses de 3 y 4 años. Ha comprado bonos en 3, 5 y 10 años del Reino Unido y ha recomprado las posiciones cortas que mantenía en Australia. En USA se vende alguna posición en plazos medios de la curva para comprar bonos en Alemania y España en la zona de 3 años. En general el fondo tiene un posicionamiento Se inicia una posición de venta de inflación europea a través de derivados. El fondo termina el año con una TIR de 3.2% y una duración de 2.65 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 0,98. d) Otra información sobre inversiones. No se ha recibido indemnización por las class actions o demandas colectivas a las que está adherido el Fondo. Se estima que el importe a recibir no va a tener un impacto material en el valor liquidativo. 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. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad de la clase BBVA BONOS INTERNACIONAL FLEXIBLE 0-3 CLASE A FI ha sido del 1,58% , superior a la del índice de referencia que ha sido de un 1,21%. El VaR histórico acumulado en el año alcanzó -0,11% La volatilidad de la clase BBVA BONOS INTERNACI FLEXIBLE 0-3 CLASE CARTERA FI ha sido del 1,55% , superior a la del índice de referencia que ha sido de un 1,21%. El VaR histórico acumulado en el año alcanzó -0,11% 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 27.753.634, el mínimo 17.177.750 y el medio de 21.773.727. 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 POLITICOS. No se ha ejercido el derecho de asistencia y voto en las juntas de accionistas de las sociedades en cartera al no reunir los requisitos previstos en la normativa para que tal ejercicio sea obligatorio, ni estar previsto de acuerdo con las políticas y procedimientos de BBVA AM de ejercicio de los derechos políticos. 6. INFORMACION 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 ANALISIS. Durante 2024 el fondo no ha soportado gastos de análisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Para 2025 esperamos que el ECB siga bajando tipos hacia el tipo neutral (1.5%-2%) dado el entorno en la Eurozona con riesgos de menor crecimiento e inflación a la baja. En USA los datos se han mostrado sólidos a finales del 20.24 y además se inicia el segundo mandato del presidente Trump por lo que hace más difícil predecir el comportamiento de la economía americana. En relación a las curvas, seguimos pensando que deberían tender a positivizarse dado que esperamos bajadas adicionales de los bancos centrales y un cierto incremento de la emisión en los plazos más largos de las curvas. También vemos el crédito de buena calidad manteniéndose estable y sin grandes movimientos en las primas de riesgo. No aplicable BBVA ASSET MANAGEMENT S.A. SGIIC (en adelante BBVA AM) dispone de una política de remuneración de aplicación a todos sus empleados, compatible con el perfil de riesgo, la propensión al riesgo y la estrategia de BBVA AM y de las IIC y carteras que gestiona, su normativa y documentación legal. Se ha diseñado de forma que contribuya a prevenir una excesiva asunción de riesgos y a una mayor eficiencia de su actividad, y es coherente con las medidas y procedimientos para evitar conflictos de interés. Asimismo, se encuentra alineada con los principios de la política de remuneración del Grupo BBVA, es coherente con la situación financiera de la Sociedad y tiene en consideración la integración por BBVA AM de los riesgos de sostenibilidad. La remuneración consta de dos componentes principales: una parte fija, suficientemente elevada respecto de la total, en base al nivel de responsabilidad, funciones desarrolladas y trayectoria profesional de cada empleado, que incluye cualquier otro beneficio o complemento que, con carácter general, se aplique a un mismo colectivo de empleados y que no giren sobre parámetros variables o supeditados al nivel de desempeño, como pueden ser aportaciones a sistemas de previsión social y otros beneficios sociales, y una parte variable de incentivación, totalmente flexible, ligada a la consecución de objetivos previamente establecidos y a una gestión prudente de los riesgos. El modelo de incentivación variable refleja el desempeño medido a través del cumplimiento de unos objetivos alineados con el riesgo incurrido y será calculado sobre la base de una combinación de indicadores de Grupo, área e individuales, con diferentes ponderaciones, financieros y no financieros, con mayor peso de estos últimos, que contemplan aspectos funcionales y de gestión de riesgos. Cada función dentro de la organización tiene asignada una ponderación o slotting que determina en qué medida la retribución variable está ligada al desempeño del Grupo, del área o del individuo. No se contempla retribución vinculada a la comisión de gestión variable de las IIC gestionadas, comisión que no es de aplicación a esta IIC. La incentivación variable de los miembros del colectivo identificado, que son aquellos empleados cuya actividad puede tener una incidencia significativa sobre el perfil de riesgo de las IIC y carteras, entre los que se incluyen las funciones de control, está sujeta a determinadas reglas de concesión, consolidación y pago, las cuales incluyen la aplicación de indicadores plurianuales para el cálculo del componente variable que favorecen la alineación de la remuneración con los intereses a largo plazo tanto de la Sociedad como de las carteras gestionadas. Se distinguen 3 grupos de actividad distintos a la hora de asignar dichos indicadores: miembros pertenecientes al área de Inversiones, cuya incentivación está relacionada en mayor medida con el resultado de la gestión de las IIC y carteras, mediante ratios que permiten ponderar la rentabilidad por riesgo; miembros pertenecientes a áreas de Control, cuyos indicadores están mayoritariamente vinculados al desarrollo de sus funciones; y miembros responsables de otras funciones con indicadores más vinculados a los resultados y eficiencia de la Sociedad. Adicionalmente, la política general de remuneraciones prevé la posibilidad de que una parte sustancial (al menos el 50%) de la retribución variable anual del colectivo identificado sea abonado en instrumentos financieros (acciones o participaciones de Instituciones de Inversión Colectiva u otros instrumentos financieros equivalentes). No obstante lo anterior, esta regla podrá exceptuarse, para todo el Colectivo Identificado o una parte del mismo, abonando el 100% de la retribución variable anual en efectivo, en aplicación del principio de proporcionalidad, de acuerdo con lo previsto en la normativa y directrices supervisoras aplicables y previa aprobación por el Consejo de Administración de la Sociedad. Asimismo, un porcentaje del 40% de la retribución variable anual podrá quedar diferida por un periodo de 3 años. La retribución variable anual diferida se abonará, en su caso, de darse las condiciones para ello, una vez transcurrido cada uno de los años de diferimiento y no se abonará más rápidamente que de manera proporcional. Las reglas de diferimiento podrán exceptuarse, en aplicación del principio de proporcionalidad, en los casos establecidos en la normativa y directrices supervisoras aplicables y previa aprobación por el Consejo de Administración de la Sociedad Durante la totalidad del periodo de diferimiento y retención, la totalidad de la remuneración variable estará sometida a cláusulas de reducción (malus) y recuperación (clawback), ligadas a un deficiente desempeño financiero de BBVA AM o del Grupo BBVA en su conjunto o de una división o área concreta, o de las exposiciones generadas por un miembro del Colectivo Identificado de BBVA AM, cuando dicho desempeño deficiente derive de cualquiera de las circunstancias recogidas en la política de remuneraciones. El Comité de Remuneraciones de BBVA AM ha revisado en 2024 la adecuación del texto actual de la política a los objetivos perseguidos y ha acordado adaptarlo a la nueva Política General de Remuneraciones del Grupo BBVA, transponiendo aquellos aspectos compatibles con la política de BBVA AM y su finalidad. La cuantía total de la remuneración abonada por BBVA AM a su personal y consejeros, durante el ejercicio 2024, ha sido la siguiente: remuneración fija: 12.952.639; remuneración variable: 6.256.415 y el número de beneficiarios han sido 210, de los cuales 191 han recibido remuneración variable. De esta, la remuneración agregada de los 2 altos cargos y otros 16 miembros del colectivo identificado, cuya actuación haya tenido una incidencia material en el perfil de riesgo de la SGIIC y las IIC gestionadas (entendidos como los miembros del consejo de administración de BBVA AM y el personal de BBVA AM que, durante 2024, hayan tenido autoridad para dirigir o controlar las actividades de la SGIIC) ha sido de 550.906 euros de retribución fija y 303.529 euros de retribución variable para los primeros, y de 1.688.719 euros de retribución fija y 1.031.175 euros de retribución variable para el resto. La política de remuneración de BBVA AM, disponible en www.bbvaassetmanagement.com, incluye información adicional. A 31 de diciembre 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 174.999.382,49 euros, lo que supone un 6,13% 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 27.808,22 euros. 11366140000 251326 2.18 1596971000 52521 3.08 195593000 5604 3.08 1652282000 57931 2.48 0 0 0.00 1350833000 46938 2.61 100797000 7282 1.55 7083056000 315961 5.06 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 78148000 4535 1.44 21094608000 689571 2.72 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 6624295000 176365 1.74 2709227000 64263 6.31 198642000 7352 2.18 54050594000 1679649 2.97