ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-07-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-01-01 2025-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-01-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2024-01-01 2024-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-10-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-07-01 2025-09-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-04-01 2025-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-01-01 2025-03-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2023-01-01 2023-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2022-01-01 2022-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2020-01-01 2020-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2022-01-01 2024-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2020-01-01 2024-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2024-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2023-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2022-12-31 iso4217:EUR xbrli:pure ABANCA RENTA FIJA GOBIERNOS, F.I. 5533 02 04 2025 EUR BBB+ (S&P) false CL. SERRANO, 45 28001 - Madrid EM abancagestionclientes@abancagestion.com www.abanca.com/es/legal/abanca-gestion/ 05 CL. SERRANO, 45 28001 - Madrid 915785765 EM abancagestionclientes@abancagestion.com 2021-06-04 08 02 3, de una escala del 1 al 7 según Normativa PRIIP Este Fondo promueve características medioambientales o sociales (art. 8 Reglamento (UE) 2019/2088). La gestión toma como referencia la rentabilidad del índice BLOOMBERG EURO GOVERMENT BOND. El índice de referencia se utiliza únicamente a efectos informativos, no estando gestionado el fondo en referencia a dicho indice (el fondo es activo). Invierte 100% de la exposición total en renta fija de la zona euro, estando más del 70% en Deuda Pública de Gobiernos, y el resto en deuda avalada por estados de la zona euro y/o deuda de entes locales u organismos internacionales, y liquidez en cuenta corriente en el depositario. Así mismo, se invertirá en bonos verdes, sociales y sostenibles de los emisores citados. No existe exposición a riesgo divisa. Las emisiones tendrán al menos mediana calidad crediticia (mínimo BBB-), o si fuera inferior, el rating del Reino de España en cada momento. Para emisiones no calificadas, se atenderá al rating del emisor. De haber rebajas sobrevenidas de rating, los activos podrán mantenerse en cartera. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 1.18 1.01 0.71 0.34 1.83 2.22 2.03 4.43 1 CLASE CARTERA EUR 36318317.81 36039017.74 21537 24849 0.00 0.00 false 0 120897314 155790525 219071348 342459042 8.3964 9.0434 9.2375 9.4294 0.08 0.17 0.00 0.00 0.08 0.17 01 0.03 0.05 2.08 0.32 0.19 1.68 -0.13 2.15 -1.38 -0.28 2025-12-08 2025-03-05 0.24 0.54 2025-10-08 2025-01-15 01 3.60 4.02 2.81 2.25 1.61 2.80 16.29 11.72 12.59 24.06 14.53 13.27 0.33 0.18 0.22 0.42 0.43 0.63 BLOOMBERG EURO GOVERMENT BOND 4.11 2.76 3.80 3.78 5.62 4.87 3.83 3.83 3.94 4.06 4.17 4.33 0.40 0.33 0.30 0.07 0.06 0.06 0.06 0.23 false false 1809112C140120265408297.jpg jpg 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false false false false false false false false false false No aplicable. false false false false false false false false No aplicable. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Tras la volatilidad inicial derivada de las políticas de la administración Trump, el segundo semestre de 2025 ha concluido con una notable estabilización y niveles de volatilidad históricamente bajos. En el plano macroeconómico, la palabra clave ha sido resiliencia: a pesar de los temores de agotamiento de ciclo o distorsiones arancelarias, ningún área geográfica ha confirmado los escenarios más pesimistas. Estados Unidos ha finalizado el año con un crecimiento trimestral anualizado del 4,3%, batiendo expectativas gracias al vigor del consumo y la inversión empresarial. Por otro lado, Europa ha logrado cerrar en positivo, pese al estancamiento de Alemania y Francia, apoyada en el gasto público destinado a defensa e infraestructuras, el mundo emergente ha esquivado el reajuste global previsto por los aranceles y China ha neutralizado el castigo comercial mediante la diversificación y la inversión, evitando el ajuste esperado. En materia de tipos de interés, asistimos a un escenario cada vez menos sincronizado. Europa interrumpió la corrección a la baja de sus tasas oficiales, mientras que la Reserva Federal y el Banco de Inglaterra aplicaron recortes de 75 y 50 p.b. respectivamente. En sentido opuesto, el Banco de Japón, en su lucha contra una inflación persistente, subió los tipos un 25 p.b. adicional hasta situarlos en el 0,75%, un nivel inédito en décadas. Al adentrarnos en 2026, el mercado descuenta una divergencia mayor: mientras se esperan más bajadas en EE. UU. y Reino Unido, las curvas de Canadá, Australia o Japón ya anticipan nuevas subidas de tipos para el próximo ejercicio. En cuanto al mercado de renta fija, los recortes no están facilitando una mejora significativa en las condiciones de financiación soberana. El ajuste de 75 p.b. de la Fed apenas se tradujo en descensos de 25 y 6 p.b. en los bonos a 2 y 10 años, respectivamente. En Europa, ante la pausa del BCE, el bono alemán a 30 años cerró el semestre subiendo 38 p.b., evidenciando que el alto endeudamiento público está forzando un encarecimiento del crédito. Destaca el caso de Japón, donde la normalización monetaria llevó al bono a 2 años a romper el umbral del 2% por primera vez en un cuarto de siglo. Por el contrario, el crédito privado (deuda corporativa) goza de excelente salud; impulsados por un ciclo económico benigno y el desapalancamiento, los emisores han estrechado sus diferenciales, con el índice Cross Over europeo reduciéndose en 38 p.b. en el semestre. En lo que respecta a la renta variable, el MSCI Global se revalorizó un 10% semestral, acumulando seis años positivos de los últimos siete. Sin embargo, lo más relevante es el movimiento tectónico en la asignación geográfica de los flujos. Las exigentes valoraciones tecnológicas en EE. UU. y la debilidad del dólar han desplazado el interés hacia mercados más baratos. Por primera vez en 20 años, el rendimiento del S&P 500 se ha distanciado en más de 11 puntos del MSCI Global ex-USA. El Kospi coreano (+37%) y el Nikkei japonés (+24,3%) lideran el optimismo tecnológico fuera de EE. UU. En Europa, el capital regresa a Alemania, Francia y España (+23,8%), esta última beneficiada por su sesgo bancario. Asimismo, los países emergentes cerraron con un alza del 30%, favorecidos por el ciclo económico y el entorno cambiario. Por último, en el mercado de materias primas destaca una dualidad marcada. Los metales, tanto industriales como preciosos, han hecho valer su escasez y su importancia en la infraestructura de la IA; el índice de metales preciosos subió un 42% en el semestre, destacando la plata con un asombroso 98% (147% anual) y el paladio +46%. Por el contrario, la energía (petróleo -9% y gas -7,5%) sigue penalizada por la creciente eficiencia de las energías renovables. b) Decisiones generales de inversión adoptadas. En Europa, los tipos de interés han alcanzado su nivel de equilibrio, sin que el mercado descuente variaciones relevantes hasta el tercer trimestre del 2026. Nos hemos mantenido con una duración neutral en el fondo, evitando los tramos más largos de la curva y sobre ponderando posiciones que nos han ofrecido una rentabilidad superior a sus comparables, tanto en el segmento de deuda pública como en el de bonos supranacionales. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice BLOOMBERG EURO GOVERMENT BOND, únicamente a efectos informativos o comparativos. No se gestiona en relación al mismo, siendo un fondo activo. La comparación entre la rentabilidad acumulada por las diferentes clases y el índice de referencia es: CLASE CARTERA (Rentabilidad de 0,5148% frente a índice de 0,0377%) y CLASE MINORISTA (Rentabilidad de 0,1814% frente a índice de 0,0377%). La diferencia es debida a la duración del índice. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio de las distintas clases ha evolucionado de la siguiente forma: CLASE CARTERA (incremento del 1,2938%, quedando al final del período 342.46 millones de EUR), CLASE MINORISTA (incremento del 23,1013%, quedando al final del período 5.84 millones de EUR). El número de partícipes de las distintas clases ha evolucionado de la siguiente forma: CLASE CARTERA (descenso del -13,3285%, quedando al final del período 21.537 partícipes), CLASE MINORISTA (descenso del -11,2676%, quedando al final del período 189 partícipes). Durante el periodo se ha modificado el criterio de cómputo de partícipes, para alinearlo con el de información a CNMV, pasando de un cómputo por NIF a otros basado en número de cuentas por fondo. Es preciso tener en cuenta este ajuste metodológico a efectos comparativos con informes previos. Los gastos acumulados de las distintas clases han evolucionado de la siguiente forma: CLASE CARTERA (0,23%) y CLASE MINORISTA (0,88%). No se han realizado inversiones en otras IIC y, por tanto, no se han producido gastos indirectos por este tipo de inversiones. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Las instituciones de la misma categoría gestionadas por ABANCA Gestion han obtenido una rentabilidad media ponderada de 0,9%, por diferencias en la gestión de la duración. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el segundo semestre, las inversiones más significativas se han concentrado en el tramo de 4 a 5 años, tomando posición en referencias que presentaban un valor relativo más atractivo frente a sus comparables, como el bono italiano BTPS Valore 2030, e incrementando la exposición a bonos de Berlín (BERGER 2030 y de la Comunidad de Madrid (Madrid 2029) Los activos que han aportado la mayor rentabilidad positiva durante este período han sido: FRANCE (GOVT OF) 25/02/2029 2,75 % (0,0543%), EUROPEAN UNION 04/02/2033 2,75 % (0,0538%), BUONI POLIENNALI DEL TES 30/10/2031 4 % (0,0441%), BONOS Y OBLIG DEL ES 31/10/33 3,55% (0,0336%), BUONI POLIENNALI DEL 15/06/2030 3,7 % (0,0309%). Los activos que han aportado la mayor rentabilidad negativa durante este período han sido: BERGER 02/07/2030 0,01% (-0,0017%), FRANCE (GOVT OF) 25/11/2032 2 % (-0,0006%), NETHERLANDS GOVERNME 15/07/2033 2,5 % (-0,0036%), BUNDESREPUB. DEUTSCH 04/01/2031 5,5 % (-0,0034%), BUNDESREPUB. DEUTSCH 15/08/2031 0 % (-0,0155%). b) Operativa de préstamo de valores. N/A. c) Operativa en derivados y adquisición temporal de activos. El fondo ha realizado durante el periodo operaciones con instrumentos derivados como inversión para gestionar de un modo más eficaz la cartera. La metodología aplicada para la medición de la exposición total al riesgo de mercado asociada a instrumentos financieros derivados es la del compromiso. El grado de cobertura medio del período ha sido del 98,68%. Se entiende como grado de cobertura el porcentaje que representa la cartera de inversión (valores, depósitos y cuentas de tesorería) respecto al patrimonio. La cartera de inversión no incluye la exposición a los instrumentos financieros derivados. El nivel medio de apalancamiento durante el período ha sido del 0,64%. Se entiende como nivel de apalancamiento el porcentaje que representa la exposición a instrumentos financieros derivados (medida según la metodología del compromiso) respecto al patrimonio. d) Otra información sobre inversiones. El fondo mantiene una cartera de activos de renta fija con una vida media de 4,86 años, siendo la TIR media bruta (es decir, sin descontar los gastos y comisiones imputables al fondo) a precios de mercado de 2,41%. La remuneración obtenida por la liquidez mantenida en el fondo durante el periodo ha sido del 1,83% anualizada. Es relevante mencionar la existencia de un Anexo de Sostenibilidad que se publica junto con las cuentas anuales del ejercicio (segunda parte del informe anual). Las Políticas del Grupo ABANCA en relación con la sostenibilidad pueden consultarse en https://www.abancacorporacionbancaria.com/es/rss/. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4. RIESGO ASUMIDO POR EL FONDO. Indicamos en el apartado 1.c) que la gestión toma como referencia el índice BLOOMBERG EURO GOVERMENT BOND, únicamente a efectos informativos o comparativos. No se gestiona en relación al mismo, siendo un fondo activo. El riesgo asumido por las diferentes clases, medido por la volatilidad de su valor liquidativo diario durante el periodo, ha sido: CLASE CARTERA (2,80%) y CLASE MINORISTA (2,80%). La volatilidad de su índice de referencia ha sido 4,11%. El VaR acumulado por las distintas clases, expresado en % anualizado, alcanzó el siguiente resultado: CLASE CARTERA (3,83%) y CLASE MINORISTA (2,30%). El VaR indica la máxima pérdida posible, con un nivel de confianza de 99%, en el plazo de 1 mes, si se repitiese el comportamientode la IIC de los últimos 5 años. Los datos mostrados por clase se refieren al final del periodo de referencia. Conviene destacar que una inflación elevada puede llevar a que la rentabilidad real percibida por el partícipe difiera significativamente de la rentabilidad financiera. 5. EJERCICIO DERECHOS POLITICOS. N/A. 6. INFORMACION Y ADVERTENCIAS CNMV. N/A. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. El fondo ha devengado desde el inicio del ejercicio gastos en contraprestación por los servicios de análisis financiero recibidos. Estos gastos son satisfechos mediante una cuenta destinada exclusivamente para la remuneración por los servicios de análisis, independiente a la cuenta por la que se satisfacen los pagos derivados de los servicios de ejecución. Estos gastos han supuesto en el periodo 1.318,81 EUR (0,0003% del patrimonio) dentro de los gastos contemplados en el apartado 1.d) anterior. Los principales proveedores de análisis son los siguientes: S&P GLOBAL MARKET INTELLIGENCE LLC La utilización de los servicios de analistas financieros, recogida en el folleto informativo, permite a ABANCA Gestion de Activos ampliar el universo de compañías que pueden ser contempladas como objetivo de inversión. Los analistas a través de la calidad, acierto y solidez de sus informes, de las conferencias y encuentros periódicos que organizan, y de sus contactos directos con las empresas analizadas contribuyen a mejorar la generación de ideas y la consistencia de las decisiones que finalmente se adoptan en la ejecución de la política de inversión de este fondo. El presupuesto para el año 2026 por este servicio es de 3,100.00 euros 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Para los próximos meses, estimamos un escenario macroeconómico global, marcado por un crecimiento moderado que se alinea progresivamente con su potencial de largo plazo. Sin embargo, este proceso convive con una inflación que muestra signos de persistencia, especialmente en el mercado estadounidense. En la economía de Estados Unidos, creemos que la expansión se situará en el rango del 1,5-2,5%. Esta resiliencia se apoya en la fortaleza del sector servicios y en un consumo que, de forma creciente, depende de las rentas más altas. No obstante, nuestro escenario base asume que la rigidez de los precios obligará a mantener un tono de cautela analítica respecto a la velocidad de la normalización monetaria. Por su parte, Europa presenta un dinamismo más tenue. Con unas perspectivas de crecimiento estimadas en el 1,1% para 2025, el foco de atención se desplaza hacia la política fiscal alemana de 2026 y la incertidumbre política en Francia, que identificamos como el principal riesgo regional. En este contexto, la estabilización de la inflación en la Eurozona debería otorgar al BCE la flexibilidad necesaria para calibrar sus tipos de interés. Finalmente, China continúa enfrentando una desaceleración estructural derivada de su crisis inmobiliaria. En consecuencia, consideramos crucial la implementación de estímulos institucionales efectivos que logren reactivar la demanda interna, en un entorno donde la complacencia regulatoria podría agravar los desequilibrios actuales. En los próximos meses, seguiremos sin cambios relevantes en la política de inversión del fondo, invirtiendo predominantemente en geografía core frente a periferia. Ante posibles tensionamientos en las curvas debido a la presión fiscal y fuerte necesidad de financiación de las geografías europeas en los primeros meses del año, seguiremos alejados de los tramos más largos hasta que lleguemos a niveles más atractivos para comenzar a tomar duración. Además, reforzaremos la exposición a referencias gubernamentales y SSAs, buscando optimizar la rentabilidad de la cartera. No aplicable. ABANCA Gestion de Activos, S.G.I.I.C., S.A. cuenta con una política remunerativa aplicable a sus empleados acorde con una gestión adecuada y eficaz de los riesgos y compatible con la estrategia empresarial, objetivos, valores e intereses a largo plazo, tanto propios como de las IIC que gestiona. Dicha política consiste en una retribución fija, basada en el nivel de responsabilidad y la trayectoria profesional del empleado, constituyendo una parte suficientemente elevada de la retribución total, permitiendo así una óptima flexibilidad respecto a los componentes variables; y una remuneración variable, vinculada a la consecución de objetivos previamente establecidos a nivel del empleado, su departamento y/o la gestora, y definida de forma que evite posibles conflictos de interés y, en su caso, incluya principios de valoración cualitativa y no sólo cuantitativa, que tengan en cuenta los intereses de los inversores y las normas de conducta en el mercado de valores. Por otro lado, existe un sistema de liquidación y pago de la retribución variable aplicable al colectivo que ejerce funciones de control o cuya actividad profesional puede incidir de manera significativa en el perfil de riesgo de las IIC gestionadas. Aspectos cuantitativos: La cuantía de la remuneración total abonada por Abanca Gestion de Activos a su personal y consejeros, durante el ejercicio 2025, ha sido de 2.712.734,53 euros (2.149.379,15 euros de remuneración fija y 563.355,38 euros de remuneración variable), habiendo sido el número de empleados y administradores 37 (cifra media durante 2025). Desglose de la remuneración durante el ejercicio 2025 por altos cargos y empleados cuya actuación tenga una incidencia material en el perfil de riesgo de la IIC: Altos cargos: 7 personas que han tenido una remuneración fija de 690.733,91 euros y una remuneración variable de 278.125 euros. Empleados con incidencia material en el perfil de riesgo de la IIC: 9 personas que han tenido una remuneración fija de 581.888,58 euros y una remuneración variable de 150.007 euros. La política remunerativa de la gestora no está ligada, en ningún caso, a la comisión sobre resultados de las IIC que gestiona. Aspectos cualitativos: Remuneración Variable: Existe una política de remuneración que regula la retribución variable, divulgada a los empleados de la Sociedad. La remuneración variable no está garantizada y está basada siempre en la consecución de los objetivos de empresa e individuales. El cálculo de la retribución variable está basado en el nivel de cumplimiento de dichos objetivos. Para los altos cargos no relacionados directamente con la gestión de las inversiones, la parte variable de la remuneración está vinculada al cumplimiento de objetivos específicos de la compañía, así como de objetivos de valoración cualitativa propios de cada área asociados a proyectos estratégicos, de mejora de los procesos de la gestora, etc. Para el equipo de gestores de las inversiones de las IIC, el sistema contempla objetivos financieros relacionados con la calidad de la gestión, fomentando el trabajo en equipo para el conjunto de las IIC gestionadas; y no financieros basados en aspectos cualitativos como colaboración con el resto de las áreas de la Compañía, elaboración de informes, colaboración con medios, etc. Para el resto de los empleados no comprendidos en las anteriores categorías, el empleado puede percibir un bonus en función del cumplimiento de objetivos de carácter cualitativo de mejora de procesos, de la calidad de los trabajos, etc. Durante el ejercicio 2025 no se han producido modificaciones en la política remunerativa de la Gestora y, una vez efectuada la revisión anual, no se han detectado incumplimientos. Durante el período no se han realizado operaciones de adquisición temporal de activos (operaciones de simultáneas). 2170948013 78826 0.90 0 0 0.00 962796321 39174 1.27 211554627 6499 2.53 0 0 0.00 42361208 1805 5.75 0 0 0.00 216820843 23634 10.09 0 0 0.00 0 0 0.00 283224384 6370 0.68 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 2222873031 43955 0.76 172804152 14375 11.15 255299779 10035 0.64 6538682358 224673 1.55