xbrli:pure iso4217:EUR ALBUS, FI 1.0.0 2025-01-01 2025-06-30 ALBUS, FI 1.0.0 2024-07-01 2024-12-31 ALBUS, FI 1.0.0 2025-01-01 2025-06-30 ALBUS, FI 1.0.0 2024-01-01 2024-12-31 ALBUS, FI 1.0.0 2025-04-01 2025-06-30 ALBUS, FI 1.0.0 2025-01-01 2025-03-31 ALBUS, FI 1.0.0 2024-10-01 2024-12-31 ALBUS, FI 1.0.0 2024-07-01 2024-09-30 ALBUS, FI 1.0.0 2023-01-01 2023-12-31 ALBUS, FI 1.0.0 2022-01-01 2022-12-31 ALBUS, FI 1.0.0 2020-01-01 2020-12-31 ALBUS, FI 1.0.0 2022-01-01 2024-12-31 ALBUS, FI 1.0.0 2020-01-01 2024-12-31 ALBUS, FI 1.0.0 2025-06-30 ALBUS, FI 1.0.0 2024-12-31 ALBUS, FI 1.0.0 2023-12-31 ALBUS, FI 1.0.0 2022-12-31 ALBUS, FI 4121 02 02 2025 EUR BBB+ false CAIXABANK ASSET MANAGEMENT SGIIC Paseo de la Castellana, 189 Madrid EM a través de formulario disponible en www.caixabank.es www.caixabankassetmanagement.com 05 Paseo de la Castellana, 189 Madrid tel.900103368 EM a través de formulario disponible en www.caixabank.es 2009-04-03 06 15 3 en una escala del 1 al 7 El objetivo del Fondo es invertir en cada momento en los distintos mercados en los porcentajes más adecuados, optimizando al máximo la rentabilidad de la cartera para cada nivel de riesgo asumido. No se establecen porcentajes máximos de inversión ni en renta fija, ni en renta variable ni en divisas distintas al euro. El fondo ha realizado operaciones con instrumentos derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 1.12 0.40 1.12 0.70 2.70 3.99 2.70 3.74 1 ALBUS, FI CLASE EXTRA EUR 13481519.12 14092348.18 811 852 0.00 0.00 false 150000 EUR 141113077 151794171 157975122 221429420 10.4671 10.7714 9.2364 8.3736 0.43 0.43 0.00 0.00 0.43 0.43 01 0.04 0.04 01 -2.82 2.02 -4.75 4.21 2.09 16.62 10.30 -13.29 -0.46 -3.00 -3.00 -2.60 2025-04-04 2025-04-04 2024-08-02 2.32 2.32 2.10 2025-05-12 2025-05-12 2022-02-25 01 13.27 15.62 10.41 7.70 9.54 7.56 6.79 10.83 19.81 19.69 24.00 14.41 12.94 13.94 13.26 13.92 19.30 34.19 0.07 0.07 0.00 0.04 0.12 0.11 0.11 0.07 0.43 ICE BofA Euro Large Cap (Open) 35%, MSCI AC World Index USD NetTR (Open) 65% 12.06 14.62 8.91 7.49 10.19 7.60 7.26 10.87 18.57 5.29 5.29 5.29 9.18 9.18 9.18 9.18 9.18 9.18 0.52 0.26 0.26 0.27 0.26 1.05 1.06 1.05 1.05 true 140001_20250630_VL png 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FUT.S&P500 EMINI SEP25 OPCION|FUT.S&P500 EMINI SEP25|50| 1443 02 1443 1443 ING GROEP NV CONTADO|ING GROEP NV|0,88|2030-11-29|FÍSICA 91934 02 ING GROEP NV CONTADO|ING GROEP NV|0,88|2030-11-29|FÍSICA 91949 02 EDP SA CONTADO|EDP SA|3,88|2028-06-26|FÍSICA 206881 02 BN.BUNDESOBLIGATION 2.4% 18.04 FUTURO|BN.BUNDESOBLIGATION 2.4% 18.04|100000|FÍSIC 9798150 02 BN.BUNDESREPUB. DEUTSCHLAND 2. FUTURO|BN.BUNDESREPUB. DEUTSCHLAND 2.|100000|FÍSIC 4447200 02 BN.BUONI POLIENNALI DEL TES 3. FUTURO|BN.BUONI POLIENNALI DEL TES 3.|100000|FÍSIC 241080 02 BN.BUNDESSCHATZANWEISUNGEN 1.7 FUTURO|BN.BUNDESSCHATZANWEISUNGEN 1.7|100000|FÍSIC 4725160 02 NATIONAL GRID PLC CONTADO|NATIONAL GRID PLC|0,25|2028-09-01|FÍSICA 107034 02 ING GROEP NV CONTADO|ING GROEP NV|0,88|2030-11-29|FÍSICA 91879 02 ING GROEP NV CONTADO|ING GROEP NV|0,88|2030-11-29|FÍSICA 91908 02 19893175 S&P 500 FUTURO|S&P 500|50|FÍSICA 9809102 02 9809102 EUR/USD FUTURO|EUR/USD|125000|FÍSICA 3511544 02 EUR/JPY FUTURO|EUR/JPY|125000|FÍSICA 2612558 02 6124102 35826379 false false false false false false false false false true J) CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica que ha planteado reclamaciones judiciales y administrativas en varias jurisdicciones europeas para conseguir la recuperación de las retenciones practicadas a este Fondo sobre los rendimientos (en especial dividendos) en el extranjero. Para ello, se ha contado con la colaboración de una compañía especializada en este tipo de reclamaciones. Como consecuencia de las acciones llevadas a cabo por dicha compañía, se ha conseguido que la Hacienda Pública de Dinamarca proceda a la devolución de retenciones practicadas en este Fondo, que han ascendido a un total de 5.313,64 euros. false false false true false true false true d.1) El importe total de las adquisiciones en el período es 434.707,01 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,00 %. d.2) El importe total de las ventas en el período es 3.928.916,49 EUR. La media de las operaciones de venta del período respecto al patrimonio medio representa un 0,01 %. f) El importe total de las adquisiciones en el período es 883.199.324,00 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 1,99 %. h) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario, compra/venta de IIC propias y otras por un importe en valor absoluto de 391,88 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,00 %. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el primer semestre de 2025, los mercados financieros globales navegaron un entorno caracterizado por una combinación de alta volatilidad, tensiones geopolíticas y señales mixtas en lo que a los datos macroeconómicos se refiere. A pesar de estos desafíos, los activos de riesgo mostraron una notable resistencia, impulsados por las expectativas de recortes en los tipos de interés y una recuperación parcial del sentimiento inversor tras las correcciones del mes de abril. El crecimiento económico global se mantuvo moderado, con señales de desaceleración en algunas economías desarrolladas, mientras que, en los mercados emergentes, especialmente China e India, se dieron muestras de signos de recuperación. La inflación continuó su tendencia descendente, lo que reforzó las expectativas de que los principales bancos centrales -excepto el Banco de Japón- adoptaran una postura más acomodaticia. En EE. UU., el debate fiscal cobró protagonismo con el avance del paquete legislativo "One Big Beautiful Bill Act" (OBBBA), que contempla un aumento significativo del gasto público y recortes fiscales. Este proyecto, con un impacto estimado de 3 billones de dólares sobre la deuda pública en la próxima década, generó inquietudes sobre la sostenibilidad fiscal a largo plazo y contribuyó a la volatilidad en los rendimientos de los bonos del Tesoro. Por otra parte, el semestre estuvo marcado por un repunte de las tensiones geopolíticas, especialmente en Oriente Medio. En junio, Israel llevó a cabo ataques contra las instalaciones nucleares iraníes, a las que se sumó EE.UU. con una respuesta militar limitada. Aunque estos eventos generaron un aumento temporal en los precios del petróleo y del oro, el impacto en los mercados fue contenido gracias a la rápida implementación de un alto el fuego. En el ámbito comercial, EE. UU. adoptó una postura más agresiva con el anuncio de nuevos aranceles el 2 de abril que se sumaban a los previamente fijados, lo que provocó una corrección bursátil muy fuerte en los primeros compases de ese mes. Sin embargo, la mayoría de estas medidas fueron impugnadas legalmente y algunas anuladas por motivos procesales. En paralelo, el movimiento del mercado y otros factores llevaron a EE.UU. a abrir negociaciones con socios clave como la UE, Canadá y China, provocando un retraso de su aplicación y reduciendo el riesgo de una escalada comercial mayor. En este entorno, los mercados de renta fija han tenido rentabilidades positivas en el semestre, beneficiándose de la caída de las Tires y la estabilidad de los diferenciales de crédito. En EE. UU., el índice Bloomberg US Treasury subió un 3,79% en el periodo, mientras que los bonos corporativos de grado de inversión americanos medidos por el índice Bloomberg US corporate subieron un 4,17%. El high yield también tuvo un buen comportamiento, con un retorno del 4,57% en el semestre. En Europa, el comportamiento ha sido más modesto. El índice Bloomberg Pan-European Aggregate se mantuvo prácticamente plano hasta junio, con una rentabilidad positiva de un 0,7% en el semestre. Los bonos corporativos europeos de grado de inversión y high yield, por su parte, avanzaron un 1,52% y 2,30% respectivamente. La expectativa de recortes de tipos, impulsada por los datos económicos más débiles y una inflación más contenida, han sido el principal motor de este comportamiento. En el caso de la renta variable global, el comportamiento ha sido muy sólido en el primer semestre, con el índice MSCI All Country World subiendo un 9,1% en dólares. Europa ha liderado las subidas de los mercados desarrollados con un Stoxx 600 subiendo un 6,65%, el Eurostoxx 50 un 8,32% y siendo el Ibex 35 español el índice con mejor comportamiento: un +20,67%. Alemania tampoco se queda rezagado y sube en el semestre un 20,09%. Reino Unido y Suiza son los mercados con un comportamiento más débil, con subidas del 7,88% y 2,76% respectivamente. El S&P 500 americano ha tenido un comportamiento positivo del 5,50% con una Nasdaq en el 5,48% lo que pone de manifiesto que para el conjunto del semestre las subidas bursátiles en EEUU han estado muy repartidas entre los componentes del índice y no solo concentradas en las 7 magnificas, aunque estas últimas han recuperado el terreno perdido en la parte final del periodo semestral. Los mercados emergentes, por su parte, superaron al resto con un avance del 13,70% en el semestre, impulsados por la mejora del sentimiento en China e India y el retorno de flujos extranjeros. Parece que los resultados empresariales junto con una gran resistencia del ciclo económico han permitido una gran primera parte del año en renta variable. La volatilidad geopolítica no ha supuesto un impedimento a que los inversores tomen posiciones en las bolsas a nivel global. Por lo que se refiere al oro, este se consolidó como activo refugio, con una subida del 21,76% en lo que va del año, impulsado por la incertidumbre geopolítica, el debilitamiento del dólar y las preocupaciones fiscales en EE. UU. En el caso del petróleo, el barril Brent mostró una alta volatilidad. Subió brevemente por encima de los 81 USD/barril en junio debido a las tensiones en el Estrecho de Ormuz, pero cayó rápidamente al disiparse los temores de interrupciones reales. A pesar del repunte del 5.8% en junio, el Brent acumula una caída del 6,25% en el año. Por último, hay que destacar la gran corrección del dólar motivada por la incertidumbre fiscal en EEUU y que los inversores comiencen a buscar nuevas áreas geográficas para invertir, lo que ha motivado que la "excepcionalidad" norteamericana se haya puesto en duda. Esto ha llevado al billete verde a depreciarse en el semestre frente al euro un 13,84% y frente a las principales divisas globales. El entorno de la renta variable ha sido favorable para el fondo. Sin embargo, la fuerte caída del dólar ha tenido más impacto que las subidas en este activo, lo que ha provocado una rentabilidad negativa. Durante el periodo, preferimos invertir en la bolsa europea en lugar de la americana. Esta decisión fue positiva. Aun así, el nivel de inversión en renta variable se mantuvo cerca del 65%, considerado como neutral, debido a la incertidumbre sobre la política arancelaria. Al final del periodo, este nivel bajó, y cubrimos parte de la inversión en el mercado americano, lo que generó pérdidas. También nos afectó la inversión en el sector inmobiliario global, que era más defensiva. Finalmente, vendimos esa posición antes de terminar el periodo. En cuanto a la renta fija, al principio del periodo nos beneficiamos de tener posiciones con mayor duración. Más adelante, las ajustamos a un nivel neutral. Por último, en el área de divisas, el fondo sufrió por su exposición al dólar, ya que es un fondo global. También tuvo una pequeña exposición al yen, que también afectó, aunque en menor medida. b) Decisiones generales de inversión adoptadas. Durante este periodo, el fondo ha mantenido una inversión moderada en renta fija y liquidez, alrededor del 35%. Esta inversión incluye deuda pública y privada, con una duración positiva. En la primera mitad del periodo, se apostó por una duración más larga, mientras que en el segundo trimestre se mantuvo estable. La cartera está equilibrada en cuanto a los plazos de vencimiento, aunque se prefiere ligeramente los más cortos. También se mantiene una pequeña inversión en deuda de países emergentes, cercana al 1,5% del total del fondo. En renta variable, comenzamos con una exposición algo superior al 66%, que aumentó al 70% en el primer mes. Luego se redujo hasta el nivel neutral del 65%, y en los últimos meses bajó ligeramente al 63,5% debido a una cobertura con opciones en el mercado estadounidense. Durante todo el periodo, se prefirió invertir en Europa frente a EE.UU., manteniendo una posición equilibrada en otras regiones. En Europa, se invirtió en 15 empresas que representan el 7,5% del fondo, con un enfoque en compañías de valor. A mitad del periodo se añadió inversión en Alemania, tras aprobarse un plan de gasto en defensa e infraestructuras, aunque esta posición se redujo al final. En EE.UU., se apostó por pequeñas empresas y el sector financiero. No se tomaron decisiones específicas en otras regiones. Además, se vendió la inversión en el sector inmobiliario global. Respecto a las divisas, el fondo comenzó con una alta exposición al dólar, que se redujo a partir de marzo. En la segunda mitad del periodo, esta exposición fue baja. En cambio, se mantuvo una inversión más alta en yenes y libras esterlinas. c) Índice de referencia. (ML Euro Large Cap 35%, V: MSCI All Countries World Index: 65%)La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio del fondo ha variado según clases en un -4,66% (Platinum), -7,04% (Extra) y -9,78% (Clase sin retro) y el número de partícipes ha variado en un -1,35% (Platinum), -4,81% (Extra) y -6,31% (Sin Retro). Los gastos soportados por el fondo han sido del 0,37%, 0,52% y 0,27% para las clases Platinum, Extra y Sin Retro, de los cuales los gastos indirectos son 0,04% en cada una de las clases. La rentabilidad del fondo ha sido del -2,68%, -2,82% y -2,58% en la clase Platinum, Extra y Sin Retro respectivamente. La rentabilidad es inferior a la del índice de referencia de -1,41%. (ML Euro Large Cap 35%, V: MSCI All Countries World Index: 65%)) en todas las clases. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido del -2,68%, -2,82% y -2,58% en la clase Platinum, Extra y Sin Retro respectivamente. Respecto a la media de los fondos con la misma vocación inversora (Global: -1.80%), la rentabilidad ha sido inferior en las tres clases. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En renta fija, iniciamos el periodo con niveles de duración por encima del mandato, en la zona de 1,38 años, nivel que reducimos hasta la zona de la neutralidad en abril para mantener durante el resto del periodo sin cambios relevantes. La sobreponderación en duración en la primera mitad del periodo estaba construida con preferencia en los tramos cortos de la curva, preferencia que vamos reduciendo hasta la neutralidad en todos los tramos de la curva con respecto al mandato. Se mantiene una pequeña posición en renta fija de países emergentes en torno al 1,5% del patrimonio del fondo. En renta variable, iniciamos el periodo con niveles de exposición sobreponderados entorno al 66% que incrementamos hasta el 70% en el primer mes con subida de los mercados a pesar de la incertidumbre en política arancelaria a partir de la toma de posesión de Trump. Esta subida la realizamos en Europa a través de opciones sobre el Eurostoxx 50 que vendemos con un resultado muy positivo a principios de febrero. Con esta venta reducimos los niveles de exposición cercanos a la neutralidad del mandato en el 65%. A partir de aquí los niveles de renta variable se mantienen, con algún movimiento táctico en la zona del 65%, aunque siempre manteniendo una clara preferencia a nivel geográfico por Europa frente a EE.UU, mientras que en el resto de áreas geográficas nos mantenemos cercanos a la neutralidad. En marzo periodo incorporamos exposición específica al mercado alemán (DAX) por un 1% tras la aprobación del paquete de gasto para defensa e infraestructura en este país, aunque a final del periodo reducimos esta posición a la mitad. Ya en el mes de mayo, eliminamos la posición en el sector inmobiliario global que pesaba aproximadamente un 1% y en los últimos días incorporamos una cobertura con opciones en el mercado americano (S&P 500) con vencimiento en el mes de septiembre que seguimos manteniendo al final del periodo. Con esto, reducimos la exposición a renta variable hasta la zona del 63,50%, por debajo del mandato. Finalmente, ya en junio, además de la venta ya comentada de la mitad de la posición en el DAX, cambiamos la posición en el Eurostoxx 50 por MSCI Europa, es decir, preferimos Europa a Eurozona. En general, durante todo el periodo hemos mantenido nuestra preferencia geográfica por Europa frente a EE.UU y la mayoría de las decisiones han venido provocadas por la incertidumbre en política arancelaria de EE.UU y por la valoración ajustada del sector tecnológico en EE.UU al que le ha surgido la fuerte competencia en materia de Inteligencia Artificial por parte de China. En cuanto a posiciones específicas, en EE.UU mantenemos la exposición a pequeñas compañías (Russell 2000)y al sector financiero, mientras que en Europa tenemos preferencia por el sesgo valor. También ene Europa mantenemos la cartera de 15 valores con un peso aproximado del 7,50% del patrimonio del fondo. En cuanto a la divisa, destaca la exposición a dólar, donde iniciamos el periodo sobreponderados para reducir la exposición a partir de marzo para estar infraponderados en la segunda mitad del periodo. En cambio mantenemos la sobreponderación en el yen y en la libra esterlina. Durante el periodo, las inversiones que han tenido mayor impacto positivo sobre la rentabilidad del fondo han sido las posiciones en renta variable europea (Xtrackers MSCI Europe), y en especial la posición en el sesgo valor (iShares MSCI Value). En cambio la cartera de 15 compañías europeas ha tenido un comportamiento ligeramente negativo en el periodo. También tiene un resultado muy positivo la posición nen renta variable emergente (Xtrackers MSCI Emerging) pero queda muy aminorado por el efecto de la divisa. En cuanto a las posiciones en EE.UU, a pesar de tener un rendimiento positivo en el periodo, la fuerte depreciación del dólar hace que del resultado final en el periodo sea negativo. De hecho ha sido el dólar con una depreciación de casi el 14% el mayor detractor para la rentabilidad del fondo. En cuanto a la renta fija, tanto las posiciones en gobiernos como en crédito europeo aportan positivamente. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo ha realizado operaciones con instrumentos derivados complementando las posiciones de contado para gestionar de un modo más eficaz la cartera. El grado medio de apalancamiento del periodo ha sido del 5,14%. d) Otra información sobre inversiones. El porcentaje total invertido en otras instituciones de Inversión Colectivas supone un 60.40% del patrimonio del fondo, destacando entre ellas BlackRock Inc, DWS, State Street, Nomura y Amundi. La remuneración de la liquidez es del 2,70% 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4.RIESGO ASUMIDO POR EL FONDO. La volatilidad acumulada en el periodo de todas las clases es de 13,27 y ha sido superior a la de su índice de referencia (12,06) y superior a la de la letra del tesoro (0,11). 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. N/A 9.COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En este primer semestre se observa que los niveles de la renta variable están por encima de lo que se podía prever, incluso superando los niveles posteriores al denominado "día de la liberación". En este contexto, nos enfrentamos a una disyuntiva estratégica: determinar si el entorno actual representa una verdadera salida, es decir, un punto de partida renovado con nuevas reglas de juego, o si, por el contrario, es una ilusión de estabilidad en un entorno que sigue siendo profundamente incierto. Si se tratara del primer caso, la estrategia debería revalorarse desde cero, deshaciendo apuestas relativas y neutralizando riesgos mientras se analiza el nuevo entorno. Si se tratara del segundo, se requeriría una gestión táctica más activa y flexible. La capacidad del mercado para digerir primero el caos de abril y luego adaptarse a medidas como las concesiones, las prórrogas y los acuerdos vacíos, pero medianamente efectivos ha generado una falsa sensación de normalidad. Esta percepción no significa que los problemas estructurales hayan desaparecido. La dificultad para gestionar la incertidumbre ayuda a reducir riesgos. Esto se traduce en una posición neutral o infraponderada, por una posición más baja en Estados Unidos, pero manteniendo la inversión en Europa y mercados emergentes. En renta fija, mantenemos una postura neutral en duración con una ligera preferencia por el crédito. Respecto al comportamiento del dólar estadounidense, aunque su debilidad ha sido una fuente de rentabilidad, existe la posibilidad de que se produzca un movimiento de recuperación impulsado por el bajo posicionamiento del mercado. Esto sugiere la conveniencia de reducir su tamaño para proteger beneficios. Finalmente, anticipamos un período de baja liquidez en los mercados durante los próximos meses de verano, lo que podría subir la volatilidad. Esta volatilidad, lejos de ser vista como una amenaza, se percibe como una fuente potencial de oportunidades que permite aprovechar los movimientos del mercado sin comprometer la estabilidad de la estrategia general. En cuanto a la actuación prevista del fondo, mantenemos una visión prudente sobre los activos de riesgo. La posición se mantiene cerca de la neutralidad respecto al mandato, con una clara preferencia por Europa y los países emergentes frente a EE.UU., donde las políticas poco claras de la administración Trump generan más incertidumbre. Dentro de Europa, seguimos prefiriendo el sesgo valor y, geográficamente, destacamos Alemania, donde la nueva política fiscal expansiva podría empezar a dar resultados en el segundo semestre. Además, seguimos siendo muy negativos respecto al dólar, ya que creemos que su tendencia a la baja puede continuar. No aplicable 29392141912 1704993 1.39 3307313543 622267 -6.12 1161833053 47949 0.97 3293192221 113266 0.43 0 0 0.00 1750794189 61640 -0.52 869789559 252575 23.73 17680209112 1929145 -2.70 0 0 0.00 81341878 2689 1.30 109847721 4981 1.03 0 0 0.00 2733808374 373071 2.95 6706984105 225972 -1.80 0 0 0.00 0 0 0.00 0 0 0.00 20428692418 328964 1.08 7989974149 520309 1.42 1367541056 24405 8.04 7625991 316 1.36 96881089282 6212542 0.37