xbrli:pure iso4217:EUR BBVA BONOS GOBIERNOS, FI 1.0.0 2026-01-01 2026-06-30 BBVA BONOS GOBIERNOS, FI 1.0.0 2025-07-01 2025-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2026-01-01 2026-06-30 BBVA BONOS GOBIERNOS, FI 1.0.0 2025-01-01 2025-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2026-04-01 2026-06-30 BBVA BONOS GOBIERNOS, FI 1.0.0 2026-01-01 2026-03-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2025-10-01 2025-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2025-07-01 2025-09-30 BBVA BONOS GOBIERNOS, FI 1.0.0 2024-01-01 2024-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2021-01-01 2021-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2023-01-01 2025-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2021-01-01 2025-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2026-06-30 BBVA BONOS GOBIERNOS, FI 1.0.0 2025-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2024-12-31 BBVA BONOS GOBIERNOS, FI 1.0.0 2023-12-31 BBVA Bonos Gobiernos FI 4068 02 02 2026 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 2008-10-10 08 02 2 (En una escala del 1 al 7) Fondo de renta fija euro centrado en deuda pública de países OCDE, con al menos un 75% de la cartera en activos de alta calidad crediticia. La duración media es inferior a 2 años y no tiene exposición a divisas distintas del euro. 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 0.39 0.32 0.39 0.40 1.69 1.81 1.69 2.18 EUR 5843175.27 6441213.04 668 689 0.00 0.00 false 100000 EUR 64626000 70914000 52619000 30938000 11.0600 11.0095 10.7981 10.4933 0.25 0.25 0.00 0.00 0.25 0.25 01 0.02 0.02 01 0.46 0.82 -0.36 0.34 0.22 1.96 2.90 3.19 -0.33 -0.16 -0.21 -0.30 2026-04-07 2026-03-19 2025-03-05 0.39 0.39 0.55 2026-04-08 2026-04-08 2023-03-15 01 1.33 1.48 1.15 0.42 0.60 0.74 1.03 1.35 0.27 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 16.37 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 0.28 BENCHMARK 1.19 1.30 1.05 0.35 0.57 0.71 0.89 1.47 0.27 -0.10 -0.10 -0.13 -0.03 -0.05 -0.03 -0.07 -0.04 -0.54 0.28 0.14 0.14 0.14 0.14 0.56 0.57 0.44 0.32 4238001_20260630_VL png 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0 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 1459000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 4859000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 486000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 4859000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 4868000 02 16531000 16531000 false false false false false false false false false false No aplicable false false true false false false false true 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. La primera mitad del año ha estado marcada por el conflicto bélico en Oriente Medio, que ha provocado un nuevo incremento de la volatilidad en los activos financieros, acompañado de un fuerte repunte del petróleo y del gas. Este encarecimiento de la energía ha impulsado al alza las expectativas de inflación, lo que ha llevado a las curvas de tipos de interés a reaccionar con repuntes, especialmente en los tramos cortos. En este contexto, la retórica de los bancos centrales ha cambiado y el mercado ha comenzado a descontar subidas de tipos. El BCE ha sido el primero en reaccionar, con un incremento de 0,25% en su reunión de junio, dejando abierta la posibilidad de nuevas subidas adicionales, escenario que también descuenta el mercado. b) Decisiones generales de inversión adoptadas. Durante el semestre, el fondo ha mantenido una posición larga frente a su índice de referencia, ya que consideramos que las subidas de tipos descontadas por el mercado eran excesivas. Asimismo, hemos incorporado bonos ligados a la inflación con el objetivo de proteger la cartera ante un escenario adverso de persistencia de precios elevados, derivado de una prolongación del conflicto en Oriente Medio y de sus posibles efectos de segunda ronda. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice Merrill Lynch 0- 3 Year Euro Government. 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, partícipes, rentabilidad y gastos de la IIC El patrimonio del fondo ha disminuido un 8,87% en el periodo y el número de partícipes ha disminuido un 3,05%. El impacto de los gastos soportados por el fondo ha sido de un 0,28%. La liquidez del fondo se ha remunerado a un tipo medio del 1,69%. El índice de rotación de la cartera ha sido del 0,39%. La rentabilidad del fondo en el periodo ha sido del 0,46%. 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 0,76% y la rentabilidad del índice de referencia ha sido de un 0,65%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Mantenemos, de forma generalizada en los fondos, una posición más larga en duración que la de sus respectivos índices de referencia. Durante el periodo, hemos tratado de beneficiarnos de los rangos ofrecidos por la volatilidad generada por el conflicto, intentando comprar en correcciones de mercado la duración que se iba reduciendo con el paso del tiempo. Hemos continuado incorporando bonos ligados a la inflación. Este tipo de activos debería ofrecer cierta protección en caso de que se produzcan nuevos episodios negativos en el ámbito geopolítico, que pudieran desencadenar un nuevo repunte del precio del petróleo y también sobre los posibles efectos de segunda ronda sobre la inflación ya registrada. Hemos registrado una actividad significativa en los distintos países y plazos de la curva de la zona euro. Destaca nuestra mayor posición en duración frente al índice en España, una posición similar en Francia e Italia, y una menor exposición relativa en Alemania. La TIR de cartera se sitúa en torno al 2,85% con una duración aproximada de 1,65 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 0,99. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 14,10%. d) Otra información sobre inversiones. 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 1,33% , superior a la del índice de referencia que ha sido de un 1,19%. El VaR histórico acumulado en el año alcanzó -0,10%. El tracking error ha sido de 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. De cara a la segunda mitad de 2026, esperamos que el BCE mantenga estables los tipos de interés o, en su caso, realice una subida adicional. No obstante, a medio plazo consideramos probable que tenga que volver a reducirlos si el ciclo económico se resiente, especialmente si finalmente se materializan nuevas subidas. Por este motivo, el largo lo concentramos en activos con vencimiento superior al año. 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