xbrli:pure iso4217:EUR BBVA BP BONOS 2028, FI 1.0.0 2026-01-01 2026-06-30 BBVA BP BONOS 2028, FI 1.0.0 2025-07-01 2025-12-31 BBVA BP BONOS 2028, FI 1.0.0 2026-01-01 2026-06-30 BBVA BP BONOS 2028, FI 1.0.0 2025-01-01 2025-12-31 BBVA BP BONOS 2028, FI 1.0.0 2026-04-01 2026-06-30 BBVA BP BONOS 2028, FI 1.0.0 2026-01-01 2026-03-31 BBVA BP BONOS 2028, FI 1.0.0 2025-10-01 2025-12-31 BBVA BP BONOS 2028, FI 1.0.0 2025-07-01 2025-09-30 BBVA BP BONOS 2028, FI 1.0.0 2024-01-01 2024-12-31 BBVA BP BONOS 2028, FI 1.0.0 2023-01-01 2023-12-31 BBVA BP BONOS 2028, FI 1.0.0 2021-01-01 2021-12-31 BBVA BP BONOS 2028, FI 1.0.0 2023-01-01 2025-12-31 BBVA BP BONOS 2028, FI 1.0.0 2021-01-01 2025-12-31 BBVA BP BONOS 2028, FI 1.0.0 2026-06-30 BBVA BP BONOS 2028, FI 1.0.0 2025-12-31 BBVA BP BONOS 2028, FI 1.0.0 2024-12-31 BBVA BP BONOS 2028, FI 1.0.0 2023-12-31 BBVA BP BONOS 2028, FI 5754 02 02 2026 EUR A- false BBVA BP BONOS 2028, FI CL/ AZUL 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 2023-04-14 08 02 1 (En una escala del 1 al 7) Fondo de renta fija euro con vencimiento el 31/10/2028, que invierte el 100% de la exposición total en renta fija pública/privada, con vencimiento próximo al horizonte temporal, en euros (incluyendo instrumentos del mercado monetario cotizados o no, líquidos, y hasta un 10% en depósitos, sin titulizaciones) estando más del 40% en deuda emitida/avalada por Estados de la UE y el resto en renta fija pública/privada de emisores/mercados OCDE (no emergentes) con un máximo de 20% en deuda subordinada (última en orden de prelación en el derecho de cobro). Duración media inicial de 3 años, decreciente hasta el vencimiento. Sin exposición a emergentes ni divisa. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de cobertura y 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 0.04 2.76 0.04 3.45 1.45 1.57 1.45 1.81 1 BBVA BP BONOS 2028, FI Clase Cartera EUR 203456.58 723477.66 62 84 0.00 0.00 false 10 EUR 2208000 7802000 37773000 58921000 10.8526 10.7836 10.5551 10.2295 0.05 0.05 0.00 0.00 0.05 0.05 01 0.01 0.01 01 0.64 1.41 -0.76 -0.24 0.00 2026-04-07 0.71 0.00 2026-04-08 01 2.21 2.39 1.98 1.19 1.15 1.21 0.04 0.05 0.03 -0.14 -0.14 -0.24 0.07 0.04 0.04 0.03 0.03 0.13 0.14 0.12 4491001_20260630_VL png 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true El 12/12/2025 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 BP BONOS 2028, FI Clase P EUR 10095247.03 8535934.51 890 768 0.00 0.00 false 500000 EUR 108824000 91531000 189472000 177383000 10.7798 10.7230 10.5188 10.2165 0.15 0.15 0.00 0.00 0.15 0.15 01 0.02 0.02 01 0.53 1.36 -0.82 -0.24 0.00 2026-04-07 0.72 0.00 2026-04-08 01 2.22 2.41 1.98 1.19 1.15 1.21 0.04 0.05 0.03 -0.15 -0.15 -0.24 0.18 0.09 0.09 0.09 0.09 0.35 0.36 0.24 4491002_20260630_VL png 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true El 12/12/2025 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 110123000 98522000 1188000 1090000 107404000 96021000 1531000 1411000 0 0 947000 844000 -37000 -34000 111032000 99333000 99333000 175142000 99333000 10.80 -52.61 10.80 -114.42 0.00 0.00 0.00 0.00 0.58 0.85 0.58 -52.42 0.76 1.02 0.76 -48.15 1.36 1.25 1.36 -23.47 0.00 0.00 0.00 0.00 -0.59 -0.20 -0.59 -111.08 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -0.01 -0.03 -0.01 69.71 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 454.55 -0.18 -0.17 -0.18 -27.55 -0.14 -0.14 -0.14 28.75 -0.02 -0.02 -0.02 28.89 0.00 0.00 0.00 7.36 -0.01 0.00 -0.01 -309.85 -0.01 -0.01 -0.01 52.42 0.00 0.00 0.00 8.80 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 8.80 111032000 99333000 111032000 ES0000011868 DEUDA|KINGDOM OF SPAIN|6,000|2029-01-31 EUR 1000 0.0 1000 0.0 ES00000124C5 DEUDA|KINGDOM OF SPAIN|5,150|2028-10-31 EUR 1000 0.0 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 0 0 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. El primer semestre del año ha estado condicionado por el fuerte repunte de los precios tras la guerra entre EE.UU. e Irán, que llevó a la mayoría de los bancos centrales a adoptar un tono más restrictivo. El Banco Central Europeo acabó elevando en junio la tasa de depósito en 25 puntos básicos, hasta el 2,25%, mientras que la Reserva Federal mantuvo su política monetaria sin cambios, aunque con un sesgo más restrictivo en su última reunión. En renta fija, las rentabilidades han repuntado con fuerza en EE.UU., sobre todo en la parte corta de la curva, mientras que, en la eurozona, la moderación de las expectativas de inflación presionó a la baja las rentabilidades alemanas a finales de junio. Por su parte, los diferenciales de crédito han mostrado resiliencia, incluso en el segmento de menor calidad. En renta variable, los buenos resultados empresariales y las expectativas de acuerdo favorecieron un avance generalizado de las bolsas, pese a la caída de marzo: a nivel mundial subieron un 10,4%, con Asia destacando por el impulso tecnológico de Corea (101%) y Taiwán (59,3%). En divisas, el euro cayó un 2,8%, hasta 1,142 dólares, influido probablemente por el menor diferencial de tipos frente a EE.UU. Finalmente, en materias primas, el Brent acumula una subida semestral del 22%, aunque cayó un 27% en el segundo trimestre tras la firma del preacuerdo y se sitúa en niveles previos al conflicto (74 dólares/barril). Por el contrario, el oro se hundió un 7,2%, lastrado por la fortaleza del dólar y el repunte de los tipos reales. b) Decisiones generales de inversión adoptadas. El fondo trata de obtener una rentabilidad acorde con los activos en que invierte, descontadas comisiones, al plazo remanente en cada momento hasta el horizonte temporal (31/10/2028). c) Índice de referencia. No aplica d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA BP BONOS 2028, FI Clase Cartera ha disminuido un 71,70% en el periodo y el número de partícipes ha disminuido un 26,19%. El impacto de los gastos soportados por el fondo ha sido de un 0,07%. La rentabilidad del fondo en el periodo ha sido del 0,64%. El patrimonio de la clase BBVA BP BONOS 2028, FI Clase P ha aumentado un 18,89% en el periodo y el número de partícipes ha aumentado un 15,89%. El impacto de los gastos soportados por el fondo ha sido de un 0,18%. La liquidez del fondo se ha remunerado a un tipo medio del 1,45%. El índice de rotación de la cartera ha sido del 0,04%. La rentabilidad del fondo en el periodo ha sido del 0,53%. 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%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La política de inversión del fondo viene condicionada por su objetivo de inversión. Éste consiste en proporcionar al partícipe una rentabilidad acorde con los tipos de activos en los que invierte, descontadas las comisiones, al plazo remanente en cada momento, hasta el vencimiento fijado para la estrategia del fondo (31/10/2028). A fecha de fin del periodo al que se refiere este informe el fondo mantiene una inversión en activos de renta fija con una duración similar a dicho vencimiento: 2,34 años. La TIR de cartera se sitúa en torno al 2,94%. 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 No se han realizado operaciones con derivados durante el periodo. 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 de la clase BBVA BP BONOS 2028, FI Clase Cartera ha sido del 2,21% , superior a la de la Letra del Tesoro a 1 año que ha sido de un 0,04%. El VaR histórico acumulado en el año alcanzó -0,14% La volatilidad de la clase BBVA BP BONOS 2028, FI Clase P ha sido del 2,22% , superior a la de la Letra del Tesoro a 1 año que ha sido de un 0,04%. El VaR histórico acumulado en el año alcanzó -0,15%. 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 primer semestre de 2026 ha estado marcado por una elevada volatilidad, provocada por el estallido del conflicto en Oriente Medio y su impacto sobre los precios energéticos. En este contexto, el fuerte repunte del precio del petróleo durante el primer trimestre (67%) reavivó los temores a un escenario de mayor inflación y menor crecimiento económico lo que llevó al mercado a revisar al alza las expectativas de inflación y de tipos de interés oficiales. Sin embargo, estas preocupaciones se moderaron tras el preacuerdo alcanzado entre EE.UU. e Irán en junio. En renta fija, las rentabilidades soberanas repuntaron con fuerza sobre todo en los tramos cortos tanto en Estados Unidos como en Europa, 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. Respecto a los activos de riesgo, el año comenzó con subidas moderadas, impulsadas por unos datos macroeconómicos sólidos, buenos resultados empresariales y el buen comportamiento del sector tecnológico. A lo largo de la segunda mitad del semestre, las bolsas estuvieron lastradas por la incertidumbre en torno al desenlace del conflicto y su posible impacto en la economía global. Las negociaciones entre EE.UU. e Irán para alcanzar una tregua se desarrollaron de forma intermitente hasta llegar, en la segunda quincena de junio, a un principio de acuerdo entre ambas partes. 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