xbrli:pure iso4217:EUR CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2024-07-01 2024-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2025-01-01 2025-06-30 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2025-04-01 2025-06-30 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2025-01-01 2025-03-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2024-10-01 2024-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2024-07-01 2024-09-30 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2022-01-01 2022-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2020-01-01 2020-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2022-01-01 2024-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2020-01-01 2024-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2025-06-30 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2024-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2023-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 1.0.0 2022-12-31 CAIXABANK SMART RENTA FIJA INFLACION, FI 5232 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 2018-01-12 06 02 3 en una escala del 1 al 7 Invierte en activos de renta fija pública de emisores de la zona euro, y como mínimo en un 50% en emisiones referenciadas a la inflación de la zona euro. Las emisiones en las que invierta podrán presentar exposición a riesgo de crédito de calidad crediticia inferior a la media (inferior a BBB-). La duración de la cartera podrá estar entre 0 y 12 años según la visión de mercado del equipo de gestión, siendo la duración media estimada de la cartera superior a 4 años. La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. El fondo ha realizado operaciones a plazo relacionadas con la gestión de la renta fija. 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 0.12 0.02 0.12 0.08 2.37 3.41 2.37 3.63 EUR 27653819.14 11189727.00 87651 86867 0.00 0.00 false 179044829 71582179 107788701 106877926 6.4745 6.3971 6.4127 6.0740 0.16 0.16 0.00 0.00 0.16 0.16 01 0.01 0.01 01 1.21 1.82 -0.60 -0.58 2.80 -0.24 5.58 -9.73 2.80 -0.43 -0.73 -1.99 2025-04-07 2025-03-05 2022-06-13 0.60 0.69 2.75 2025-04-24 2025-01-15 2022-03-01 01 3.63 3.37 3.88 3.84 4.25 4.67 7.15 10.22 6.46 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 Govt IL (Open) 100% 3.77 3.50 4.02 3.82 4.19 4.64 7.10 10.18 6.32 5.40 5.40 5.40 6.01 6.01 6.01 6.01 6.01 4.76 0.18 0.09 0.09 0.09 0.09 0.36 0.36 0.36 0.37 true 136001_20250630_VL png 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DEUTSCHLAND 2. FUTURO|BN.BUNDESREPUB. DEUTSCHLAND 2.|100000|FÍSIC 654150 02 654150 654150 false false false false false false false false false false No aplicable false false false false false false false true 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 300,01 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,00 %. 1. SITUACIÓN 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. 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 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 primer semestre de 2025, el fondo Caixabank Smart Renta Fija Inflación, FI, ha mostrado un comportamiento positivo en línea a su índice de referencia: "ICE BofA Euro Inflation Linked Government". Su inversion en bonos vinculados a la inflación se ha visto beneficiada por la caída en los tipos de interés reales. b) Decisiones generales de inversión adoptadas. El fondo Caixabank Smart RF Inflación, FI replica una cartera optimizada para obtener un comportamiento similar al de su índice de referencia: "ICE BofA Euro Inflation Linked Government". Las decisiones de inversión han tenido como objetivo obtener una duración y rentabilidad de cartera en línea con la de su índice de referencia, alrededor de 8 años con una rentabilidad próxima al 1%. Para ello, las inversiones se han concentrado geográficamente en bonos europeos vinculados a la inflación. En concreto, emitidos por los Estados de Francia, Italia, España y Alemania. La liquidez se ha mantenido en un 2% en promedio. c) Índice de referencia. El índice de referencia es: "ICE BofA Euro Inflation Linked Government". La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio del fondo ha variado un 150,12% y el número de partícipes en un 0,42%. Los gastos directos soportados por el fondo han sido del 0,1789% y los gastos indirectos han sido del 0,00%. La rentabilidad del fondo ha sido de 1,21%, inferior a la del índice de referencia de 1,49%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido inferior a la rentabilidad media de la vocación inversora a la que pertenece el fondo, de 1,39%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el periodo se han comprado y vendido bonos de renta fija ligados a la inflación emitidos por Italia, Francia, España y Alemania, que forman parte del índice de referencia del fondo, con el objetivo de conseguir una duración y rentabilidad similar al índice de referencia. La contribución de los bonos italianos, franceses y españoles ha sido positiva en el semestre al igual que la posición del futuro alemán a 10 años (Bund) mientras que, los bonos alemanes drenaron rentabilidad. En concreto, los bonos italianos, franceses y españoles aportaron 0,88%, 0,36%, 0,19% respectivamente y los alemanes restaron -0,11%. La cobertura de tipos de interés contribuyó con un 0,021%. Por activos, destaca el bono italiano de mayo de 2033 que fue el que más aportó positivamente a la rentabilidad de la cartera, mientras que el bono alemán de abril del 2046 fue el que peor comportamiento tuvo. 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 de tipos de interés para conseguir el objetivo de duración de su índice de referencia y gestionar de un modo más eficaz la cartera. El grado medio de apalancamiento del periodo ha sido del 0,07%. d) Otra información sobre inversiones. El fondo tiene al cierre del periodo una cartera de activos de renta fija con una vida media de 8,33 años, y con una TIR media bruta (sin descontar gastos y comisiones imputables al FI) a precios de mercado de 1,05%. Este dato refleja, a la fecha de referencia de la información, la rentabilidad que en términos brutos (calculada como media de las tasas Internas de Retorno o TIR de los activos de la cartera) obtendría a futuro el FI por el mantenimiento de sus inversiones a vencimiento. La rentabilidad finalmente obtenida por el fondo será distinta al verse afectada, en primer lugar, por los gastos y comisiones imputables a la IIC y como consecuencia de los posibles cambios que pudieran producirse en los activos mantenidos en cartera o la evolución de mercado de tipos de interés y del crédito de los emisores. La remuneración de la liquidez mantenida por la IIC ha sido de 2,37%. Este fondo puede invertir un porcentaje del 100% en emisiones de renta fija de baja calidad crediticia, por lo que tiene un riesgo de crédito muy elevado. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo ha sido de 3,63%, superior a la de su índice de referencia de 3,77% y superior a la de la letra del tesoro que es del 0,11%. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN 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 ANÁLISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. 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. En renta fija, esto se traduce en una postura neutral en duración con una ligera preferencia por el crédito. 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. La estrategia del fondo seguirá con la operativa en bonos de renta fija ligados a la inflación emitidos fundamentalmente por Italia, Francia, España y Alemania, que formen parte del índice de referencia del fondo, con el objetivo de conseguir una rentabilidad similar al índice de referencia 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