xbrli:pure iso4217:EUR CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2026-01-01 2026-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-07-01 2025-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2026-01-01 2026-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-01-01 2025-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2026-04-01 2026-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2026-01-01 2026-03-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-10-01 2025-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-07-01 2025-09-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2021-01-01 2021-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2023-01-01 2025-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2021-01-01 2025-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2026-06-30 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2025-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2024-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 1.0.0 2023-12-31 CAIXABANK RENTA FIJA CORTO PLAZO, FI 5739 02 02 2026 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 2023-03-10 08 20 2 en una escala del 1 al 7 El fondo invierte su patrimonio en activos de renta fija, tanto pública como privada. Los activos en los que invierta el Fondo tendrán, en el momento de la compra, una calificación crediticia media (mínimo BBB-) o, si fuera inferior, la que tenga en cada momento el Reino de España. La duración media de la cartera será igual o inferior a un año. La exposición a riesgo divisa no podrá superar el 10%. 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 0.05 0.04 0.05 0.04 1.87 1.87 1.87 2.12 2 CAIXABANK RENTA FIJA CORTO PLAZO, FI CL ESTANDAR EUR 231631090.31 216414481.19 64739 59852 0.00 0.00 false 600 EUR 1486521832 1382496071 179914684 121402537 6.4176 6.3882 6.2810 6.0928 0.50 0.50 0.00 0.00 0.50 0.50 01 0.03 0.03 01 0.46 0.64 -0.18 0.28 0.32 1.71 3.09 -0.06 -0.11 2026-04-07 2026-03-11 0.22 0.22 2026-04-08 2026-04-08 01 0.65 0.71 0.57 0.21 0.26 0.31 0.42 19.23 18.72 19.67 11.53 12.40 16.17 13.26 0.08 0.09 0.08 0.07 0.07 0.07 0.11 ICE BofA 1-3y Euro Large Cap Corp (Open) 35%, ESTR Compound Index 50%, ICE BofA EUR 1M Depo Offered Rate Const Mat 15% 0.54 0.59 0.48 0.17 0.24 0.26 0.39 0.27 0.27 0.28 0.04 0.05 0.04 0.05 0.53 0.27 0.26 0.27 0.27 1.08 1.08 0.90 142001_20260630_VL png 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 0 BN.BUNDESOBLIGATION 2.5% 16.04 FUTURO|BN.BUNDESOBLIGATION 2.5% 16.04|100000|FÍSIC 135939320 02 BN.BUNDESSCHATZANWEISUNGEN 2.5 FUTURO|BN.BUNDESSCHATZANWEISUNGEN 2.5|100000|FÍSIC 175030920 02 SCHNEIDER ELECTRIC S CONTADO|SCHNEIDER ELECTRIC S|2,62|2028-07-0|FÍSICA 3900045 02 314870285 314870285 false false false false false false false false false true J) CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica las comisiones de gestión del Fondo, con entrada en vigor el 1 de enero de 2026, en aplicación del criterio siguiente: Clase Estándar: Mínimo (1,00% ; Máximo (0,45% ; Euribor12M + 0,45%)) Clase Plus: Mínimo (0,775% ; Máximo (0,45% ; Euribor12M + 0,45%)) Clase Premium: Mínimo (0,60% ; Máximo (0,45% ; Euribor12M + 0,45%)) Conociendo que la media diaria del cierre oficial Euribor 12M durante los últimos 10 días hábiles de diciembre 2025 ha sido 2,270%, la comisión de gestión en el fondo en el periodo del 1 de enero al 30 de junio del 2026 es: Clase Estándar: Mínimo (1,00% ; Máximo (0,45% ; 2,720%)) = 1,00% Clase Plus: Mínimo (0,775% ; Máximo (0,45% ; 2,720%)) = 0,775% Clase Premium: Mínimo (0,60% ; Máximo (0,45% ; 2,720%)) = 0,60% false false false false false true false true f) El importe total de las adquisiciones en el período es 71.760.757.751,58 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 5,38 %. 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 367,87 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 la primera mitad de 2026, la economía mundial ha mostrado una mayor capacidad de resistencia de la prevista a comienzos de año, aunque el escenario continúa condicionado por importantes riesgos geopolíticos. La principal fuente de incertidumbre ha sido el aumento de las tensiones entre Israel, Estados Unidos e Irán, en un contexto marcado por la relevancia estratégica del Estrecho de Ormuz para el comercio mundial de petróleo. Este entorno ha impulsado el precio del crudo y ha incrementado la volatilidad en los mercados financieros. La economía de la Eurozona mantiene un crecimiento moderado. Alemania continúa siendo el principal foco de debilidad debido a la menor fortaleza de su sector industrial y a la pérdida de competitividad en algunos segmentos, mientras que Francia e Italia avanzan a un ritmo más contenido. El desempleo permanece cerca de mínimos históricos y la inflación, que se aproximó al objetivo del BCE durante el primer trimestre, ha vuelto a experimentar ciertas presiones derivadas del encarecimiento de la energía. Los bancos centrales han pasado de concentrarse exclusivamente en la lucha contra la inflación a gestionar también los riesgos asociados al entorno geopolítico. Aunque las presiones inflacionistas se han reducido significativamente respecto a los máximos de 2022 y 2023, persiste la incertidumbre sobre la evolución de los precios y, por tanto, sobre la trayectoria futura de los tipos de interés. En este contexto, el Banco Central Europeo se acerca a una posición neutral tras los ajustes realizados durante el último año. No obstante, sigue vigilando la evolución de los salarios, la inflación de los servicios y los costes energéticos, factores clave para garantizar la convergencia sostenible de la inflación hacia el objetivo del 2%. Los mercados financieros han mostrado una notable resiliencia durante el semestre. La renta fija se ha beneficiado de unas perspectivas monetarias menos restrictivas que las observadas en 2024 y 2025, aunque episodios puntuales de volatilidad acompañaron el repunte del petróleo, que llegó a superar los 90 dólares por barril. A pesar de ello, los diferenciales de crédito permanecieron en niveles reducidos, apoyados por el crecimiento económico, unas condiciones financieras todavía favorables y unos fundamentales empresariales sólidos. En Europa, el crédito corporativo continúa respaldado por la buena evolución de los beneficios y por bajos niveles de impago. Los diferenciales de la deuda con grado de inversión se mantienen cerca de los mínimos de los últimos años, reflejando la confianza de los inversores en un entorno que, aunque más incierto, sigue siendo compatible con unas condiciones de financiación relativamente favorables. En este entorno, el comportamiento del fondo ha sido positivo en rentabilidad absoluta pero inferior a su índice de referencia. El motivo de este diferencial se explica por la volatilidad de los tipos en el corto plazo. Sin embargo, las mayores rentabilidades de la renta fija, en particular del crédito e Italia (efecto "carry") permitieron mantener la rentabilidad positiva señalada. b) Decisiones generales de inversión adoptadas. La inestabilidad inherente al estallido del conflicto nos ha llevado a permanecer "consistentes" con el posicionamiento con que arrancábamos el año. Decidimos reducir ligeramente la sobreponderación en duración y en crédito. Esto obedecía a las mayores necesidades de financiación de los déficits fiscales en economías como Alemania, lo que inevitablemente supondría repuntes en las curvas de tipos. Con el inicio de los ataques, y el bloqueo del estrecho de Ormuz, los precios de la energía se disparan y las previsiones de intervención por parte de los bancos centrales para contener la inflación también. En este escenario, los tipos de corto plazo descuentan hasta 3 subidas de tipos oficiales en el año en Europa y se descartan bajadas en Estados Unidos. En junio se produce la esperada subida de 25pb por el BCE, y la Reserva Federal confirma su intención de contener la inflación (algo cuestionado con el cambio de presidente en la institución). Mientras tanto, el crédito, sigue mostrando una enorme resiliencia y continúa viendo estrechar sus diferenciales hasta cerca de mínimos. Con el anuncio de acuerdo y la reapertura del tráfico marítimo, se desinflan las expectativas de inflación y de subidas oficiales, lo que aprovechamos para movernos de nuevo hacia los plazos cortos de las curvas, que siguen sin descartar por completo nuevas intervenciones. La duración la hemos construido con la parte corta de la curva, principalmente hasta 3 años, tanto con activos de renta fija privada como de deuda pública. En gobierno, mantenemos una visión positiva de la deuda periférica, y las inversiones se han centrado principalmente en la deuda española e italiana, y en menor medida algo de deuda francesa. En cuanto al crédito, mantenemos la preferencia por la parte financiera, donde además somos constructivos en la parte subordinada. Con respecto al resto de sectores, aunque somos muy selectivos en cuanto a nombres, preferimos posicionarnos en aquellos menos cíclicos a favor de los más defensivos, como los servicios públicos o telecomunicaciones. También hemos tomado posiciones en subordinados con calles cortas, que nos aportan un extra de rentabilidad frente a los bonos senior. La duración también se ha ido gestionando a través de futuros sobre tipos de interés, en concreto futuros sobre el bono alemán a 2 y 5 años. Durante el periodo hemos adoptado un posicionamiento bastante neutral en términos de estrategia por plazos. La liquidez remanente, se ha invertido a través de operaciones en el mercado monetario, combinadas con la remuneración del cash, en cuenta corriente. c) Índice de referencia. 3y Euro Large Cap Corp (Open) 35%, ESTR Compound Index 50%, ICE BofA EUR 1M Depo Offered Rate Const Mat 15%. 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. El patrimonio de la clase sin retro ha aumentado en un 101,95%, la clase estándar ha aumentado en un 7,52%, la clase plus ha aumentado en un 0,09% y la clase premium ha disminuido en un -8,96%. El número de partícipes de la clase sin retro ha aumentado en un 227,96%, la clase estándar ha aumentado en un 8,17%, la clase plus ha aumentado en un 0,47% y la clase premium ha disminuido en un 5,44%. La rentabilidad de la clase sin retro ha sido de 0,88%, la clase estándar un 0,46%, la clase plus un 0,57% y la clase premium un 0,67%. La rentabilidad de la clase sin retro ha sido de 0,88%, inferior al índice de referencia, del 0,95%, la clase estándar un 0,46% inferior al índice de referencia, del 0,95%, la clase plus un 0,57% inferior al índice de referencia, del 0,95% y la clase premium un 0,67% inferior al índice de referencia, del 0,95%. Los gastos directos soportados en el periodo por la clase sin retro suponen el 0,11% del patrimonio, para la clase estándar han sido del 0,53%, para la clase plus han sido del 0,42% y para la clase premium han sido del 0,32%. No tiene gastos indirectos. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido superior a la media de los fondos con la misma vocación inversora que ha sido de 0,66%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En relación con la política de inversión, durante la primera parte del semestre el fondo continuó registrando entradas netas de patrimonio, lo que permitió mantener un ritmo elevado de inversión. Sin embargo, en la segunda mitad del período se observó un cambio de tendencia, con salidas netas de patrimonio que redujeron la capacidad de realizar nuevas inversiones, orientando la gestión principalmente a la reinversión de vencimientos, optimización de inversiones y al mantenimiento de niveles adecuados de liquidez. Las inversiones se han centrado tanto en bonos de renta fija privada, principalmente de cupón fijo, de emisores financieros, y no financieros, así como de gobiernos. Dentro de los activos de deuda pública, hemos estado invirtiendo en letras o bonos hasta dos años españoles, italianos y en menor medida franceses, ya que vuelve a haber algo de inestabilidad. Dentro de los activos de Renta Fija privada hemos ido comprando activos hasta 3 años más o menos, bien a través del mercado primario, como en el mercado secundario, siempre manteniendo una buena diversificación por país y emisor. En cuanto a primarios, acudíamos a emisores como Toyota, BBVA, Danske Bank, Goldman Sachs, Linde, Swisscom o JP Morgan. Y en secundario compramos bonos de Banca, Engie, BCP, Commerzbank, British Telecom o American Tower por ejemplo. A finales del periodo, decidimos reducir algo la sobreponderación en crédito, aprovechando los movimientos de estrechamientos del mercado. Gestionamos la duración el fondo a través de futuros sobre el bono alemán a 2 y 5 años. La liquidez remanente ha sido invertida en operaciones del mercado monetario (REPOS) y ha sido remunerada en cuenta corriente. Los activos menos rentables aportados al fondo en el período han sido los bonos de Alstom (BN.ALSTOM SA 0% 11.01.29), Medtronic (BN.MEDTRONIC INC 3.65% 15.10.29), y Commerzbank (BN.COMMERZBANK AG 4% 30.03.27) todos ellos afectados por la volatilidad de tipos en el semestre. Por el contrario, los activos que más contribuyeron de manera positiva al fondo fueron la ETF de corto plazo (ISHARES EUR ULTRASHORT BOND UCITS ETF) y diversos bonos del gobierno italiano, como BN.BUONI POLIENNALI DEL TES 2.55% 25.02.27 ó BN.BUONI POLIENNALI DEL TES 3.45% 15.07.27. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El grado medio de apalancamiento en el periodo ha sido del 4,66%. d) Otra información sobre inversiones. A la fecha de referencia el fondo mantiene una cartera de activos de renta fija con una vida media de 1,75 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2,76%. 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 los tipos de interés y del crédito de los emisores. La remuneración de la liquidez mantenida por la IIC ha sido de 1,87%. Este fondo puede invertir un porcentaje del 10% en emisiones de renta fija de baja calidad crediticia, esto es, con alto riesgo de crédito. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad para todas las clases fue de 0,65% durante el período, superior a la de su índice de referencia, del 0,54% y superior a la de la letra del tesoro, del 0,08%. 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. Durante el segundo semestre de 2026, se espera que la economía mundial mantenga una trayectoria de crecimiento, aunque a un ritmo más moderado que en la primera mitad del año. La incertidumbre geopolítica, las tensiones comerciales y la desaceleración gradual de Estados Unidos y China seguirán condicionando la actividad. En este contexto, Oriente Medio continuará siendo el principal foco de atención por su potencial impacto sobre los mercados energéticos. La Eurozona afronta los próximos meses con un crecimiento próximo al 1%, apoyado por la fortaleza del mercado laboral y unas condiciones financieras relativamente estables. No obstante, la inflación podría mantenerse temporalmente por encima del objetivo del BCE debido a la evolución de los costes energéticos. Los bancos centrales se encuentran en una fase de mayor cautela, en la que el equilibrio entre crecimiento e inflación marcará sus decisiones. En ausencia de nuevas presiones inflacionistas significativas, el escenario más probable es que los tipos de interés permanezcan en niveles cercanos a los actuales durante gran parte del semestre. Los mercados financieros seguirán condicionados por la evolución del contexto geopolítico y por las expectativas de política monetaria. Aun así, la combinación de crecimiento positivo, inflación razonablemente controlada y condiciones financieras estables debería continuar respaldando a los activos de riesgo. En renta fija, el entorno resulta más favorable que en años anteriores gracias a la estabilización de los tipos de interés. Si bien episodios puntuales de volatilidad no pueden descartarse, especialmente ante movimientos bruscos en los precios de la energía, el crédito corporativo europeo continúa apoyado por unos fundamentales empresariales sólidos y bajas tasas de impago. Aunque los diferenciales se mantienen ajustados, siguen ofreciendo un nivel de rentabilidad atractivo frente a la deuda pública. En este contexto, mantendremos una gestión dinámica del fondo, ajustándonos y adaptándonos a la volatilidad de los mercados, con una visión positiva en la parte corta de la curva, tanto en gobierno como en renta fija privada. En cuanto a la exposición en crédito del fondo, mantenemos un posicionamiento más hacia la neutralidad, con preferencia por la parte financiera frente a la no financiera. Dentro de la deuda bancaria preferimos deuda subordinada y dentro de la no financiera, estaríamos positivos en aquellos sectores menos cíclicos como utilities ó telecomunicaciones. Cualquier cambio en este escenario de moderado crecimiento lo aprovecharíamos para modificar la duración y preservar la rentabilidad de la cartera. No aplicable Apartado 11: Información sobre las operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total (Reglamento UE 2015/2365). 1) Datos globales: a) Importe de los valores y materias primas en préstamo. N/A. b) importe en activos comprometidos de tipo OFV: A fecha fin de periodo hay adquisiciones temporales de activos por importe de 489.999.697,87 € que representa un 7,08% sobre los activos gestionados por la IIC. 2) Datos relativos a la concentración: a) Emisor de la garantía real de las OFV realizadas: spain government bond b) Contraparte de cada tipo de OFV: CAIXABANK 3) Datos de transacción agregados correspondientes a cada tipo de OFV y de permutas de rendimiento total, que se desglosarán por separado con arreglo a las categorías siguientes: a) Tipo y calidad de la garantía: N/A. b) Vencimiento de la garantía: N/A. c) Moneda de la garantía: N/A d) Vencimiento de las OFV: Entre un día y una semana. e) País en el que se hayan establecido las contrapartes: ESPAÑA f) Liquidación y compensación: Entidad de contrapartida central. 4) Datos sobre reutilización de las garantías: a) Porcentaje de la garantía real recibida que se reutiliza: N/A. b) Rendimiento para la IIC de la reinversión de la garantía en efectivo: N/A. 5) Custodia de las garantías reales recibidas por la IIC: N/A. 6) Custodia de las garantías reales concedidas por la IIC: N/A. 7) Datos sobre el rendimiento y coste: N/A. 30202182538 1624331 0.76 2776837430 690966 1.61 1632815040 50984 2.14 4635440722 134157 2.66 0 0 0.00 1933728770 61125 5.67 1029645912 267216 12.47 20121931258 1986572 15.30 0 0 0.00 67859776 2250 0.85 0 0 0.00 0 0 0.00 3095546955 386938 0.17 8035758477 246629 10.22 0 0 0.00 0 0 0.00 0 0 0.00 19983369743 272010 0.83 13184905419 654348 0.66 1324028585 27497 12.98 0 0 0.00 108024050624 6405023 4.63