IBERCAJA CARTERA CONSERVADORA 1.0.0 2026-01-01 2026-06-30 IBERCAJA CARTERA CONSERVADORA 1.0.0 2025-07-01 2025-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2026-01-01 2026-06-30 IBERCAJA CARTERA CONSERVADORA 1.0.0 2025-01-01 2025-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2026-04-01 2026-06-30 IBERCAJA CARTERA CONSERVADORA 1.0.0 2026-01-01 2026-03-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2025-10-01 2025-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2025-07-01 2025-09-30 IBERCAJA CARTERA CONSERVADORA 1.0.0 2024-01-01 2024-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2023-01-01 2023-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2021-01-01 2021-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2023-01-01 2025-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2021-01-01 2025-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2026-06-30 IBERCAJA CARTERA CONSERVADORA 1.0.0 2025-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2024-12-31 IBERCAJA CARTERA CONSERVADORA 1.0.0 2023-12-31 iso4217:EUR xbrli:pure IBERCAJA CARTERA CONSERVADORA 00676 02 02 2026 EUR BBB+ (S&P) false Paseo de la Constitución, 4 50008 - Zaragoza EM igf.atencion.clientes@gestionfondos.ibercaja.es http://fondos.ibercaja.es/revista/ 05 Paseo de la Constitución, 4, 6º 50008 - Zaragoza 976239484 EM igf.clientes@gestionfondos.ibercaja.es 1996-07-31 07 03 2 (en una escala del 1 al 7) Fondo diversificado, 100% renta fija. La aportación de valor vendrá de la gestión activa, se irá modificando la composición de la cartera, tipología de instrumentos de renta fija, calidad crediticia y duración media en función de las circunstancias de mercado. La volatilidad máxima del fondo se situará en el entorno del 3% anual (hasta el 4% anual en momentos excepcionales de mercado). 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Uuq6csGv2mqB+ZbiCIpjptWYZz7+YB+HvW0YOhOdOXVNI68HUS513i0dHRRRXEcoUUUUAFMiminQvDIkihmQlGBAYHBH1BBB+lPrifDupWmitN/aF7DbW+pF72F7iUIpcyMHUEn08s49zW9Kg6kJOO6tp3E3Yn17dqR1SVlxb2UZs48n78smze2PQKyqPq1bNv8AuvFN9Gfuz20Mq+5UurfpsrJH73wyZe95qyt9Va7AH/jgFauokW+vaTdHhZPNtGPb5wHGfxjx+PvW9T/n32uvus/xaOqlrSt35vyT/Qs6zaNf6JfWiHDzQOiH0YqcH88VhafHB4skury4lu/svlQxJFDdyxJ80YkbIRgD/rAOf7uK6czwi4WAyoJmUuse4bioIBOPQZH51S0XSI9FsXto33hppJc4xgMxIH4LgfhWdOryUmr2fT9fyRyuOpfREijWNFCoowqjgACmQ3MFwZBDNHIYn2SbGB2tjODjoeRx71i6lp1rqnie0ivIvNihs5X2EnaxZ0GGA+8PlPByKl063h07xBeWdvDHDBLbxTRxxqFUEFkbAHsE/Os+Rct762v+J0eyjyXvra/4/wBM2qKKy9Qu73+0rbT7A28cksUkzzTozhFUoMBQRknf6jGO9ZxjzOxlCLk7ITw1z4dsm/voX/76JP8AWtWqml2X9m6VaWPmeYbeFIi+3G7AAzjtmrdOo05truVVkpVJNd2FFFFQZhRRRQAVn6N/x4yf9fdz/wCjnrQrP0b/AI8ZP+vu5/8ARz0AaFFFFABWPrNjcXeq+HpoI98dpqDzTncBsQ2s8YPPX5nUcevpmtiigDjBpmpeWdCOlzi2/tj+0BqHmxeVs+1/asbd2/dn5Mbcd81t21jcR+MtTv2jxazafaQxvuHzOklyWGOvAkT8/Y1sUUAcpq2rapfbbWy8PalcadIZY7maCW3WQ7JGjKKHlXAbaTu6hSMAMcrmaxoJuvtklh4O8nVbuBfsmpNNCTZSeUqqW+fMZQgDEQZTtzk5Nd9RQBmeIgG8M6rkA4tJTz/uGtOs3xD/AMi1qv8A15zf+gGtKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopjzRRvGkkiK0rbYwzYLHBOB6nAJ/A0APqjrF7JYaa8sCq1w7LFCrAkGR2CrkDtk5PsDVXVJ7+bUINO06eO3kMTXEkzJvwFICrj0Yk5PoDjk5FaCe91m9083Gmz2sVozSztJgI0oBQKvO5hli27ABwK2hT2k9v6/M6KdK1pytbf+vUZH4ne2iuILq2kvL61aTz0sowoWNeQ5DvxlccbiSc4ziuijdZY1kQ5VgGBHcGmC2gUzFYYwZzmUhQC5xjn14AH4VneHJCdDggdiZLXdavnrmMlefqAD+NE+WUeaKt/wRT5Jx5oq3/BNaisrxBqzaNYRXCqrM88cZDdNucufqEDH8K1azcWoqXcycGoqT2YVWv72PT7Ga7lVmWNc7UGWY9Aoz3JwB9as1iCGPV/EE7zr5ltpxSONGJ2mYgOWx0JUFMHsS1OEU3d7IqnFN3lsinc6xdaizaQbWfTrqedYuZVMiwlSxfKkgEhHUYJwcH2qxa3+rWN1aWN/axywvMbdb3z8PJ8jOrbAuOigHkc5wMVel0mOTxBBq2/DxQNCUx97JBBz7fOP+BVHrnyjTpP7l9F/48Sv/s1bc0JWilv+DOjnpytCMVZrz0f9fI1ar3l/bafHHJdTCNZJFiQnuzHAH+frUgniNw0AlQzKodo9w3BSSAcenB/KsCPToPEb317ctKYnL21oVc4jQfKZFB+XcW3YbHQDtWUIJ6z2MKcIt3nokaer3s9rBDFaBGvLmUQwiTJUHBJYgdQFBOO+McZqKDRQLqK6vb66vbiFi0fmMEjQkEHCIADwTgtkj1p9nosNrdC8lubu7uwGAluJScA4zhBhF6AfKorSpuaiuWH3/wBdBuaiuWD9X/XQKKKKyMQooooAKKKwnlvdduJ7e2k+y6bFKYpbhGPmzFfvKhH3AD8pbrkHGOtaQp82t7JCbNxmCgliAB3NYF/4t0pbGT+zdV025vnxHbwrcK5eRiFUbQckZIzjtU0nhTSJ8faIbi5wQV+03k0236b2OM9D6jg8VsgBVAAAA4AHarToxaesvuX+d/wDUxm0GW/dW1u8W/iU5+yLAI7cnsShLMxH+0xGeccCtS1tLaxt1t7S3it4EztjiQIoycnAHHU1NRUTqzmrN6dtl9wWCiiisxmVrNvcB7K/s7dp57SbJiRlDSRsCrgFiB3DckfdFcnr9/dT+KNFuZdPu7SKO5htsTqvLSShjhlJU8RDoeMivQawPGMDyaGk0Kq81tdQTxq7bQSJF4JwccE9q7cJWSnGEku1+1/w6lU9Jprui/reqro2kzXhiM0i/LFCpwZHPRf/AK/YZParkEyXFvHNGcpIodT7EZFYIu/7a1nTFNjeQrbCWaYXFs6Kj7fLC7iNrH52+6T0zVzwwSPDVhGSSYI/IJPrGSn/ALLUVKKhSTa97r87/wCV/mZp6mtRRVDVdXtdHt4prottklWJQoycnqfoACx9ga54xlN8sVdlF13EcbO3RQSayfD9usng/TYJ1DLJYxiRT33INw/U1Z1uX7PoOozdPLtZX/JSansIvs+nWsPTy4kT8gBWidqV+7/Jf8EXUyLuxi07TdF02FnaOK6gjUucswTLZPv8ua1NTsV1LT5rVmKFgCjjqjg5Vh7ggH8KqaifP1vSLZesckl0/sqoUH/j0g/I1rUTnL3Zdd/xN23CMLev4/8AAOVTSE0OHTNQaGAX/wBpVb6aJOZTMSpycZIDupGewrqqyvEnGhTP/wA83ik/75kVv6Vq0VJOcVKW+v8AX4jqzdSKnLe7/R/qZUfzeLbn/pnYxf8Aj0kn/wARTL5xD4lsJj0+yXKn35ib+hp9n83iXVX/ALsNvH+W9v8A2aqPiuX7MLe46bYboZ/7Ys3/ALLVxV6ij5foaQV6qj5f+2mpol8+p6FYX0qqss8CSOEGAGI5x7ZzUA+fxaf+mdiP/HpD/wDEVH4TUp4btoj1haWH/viRl/pVfwtpsMC3mpI8hlu55g6s2VAWeUjaO2d3Pb9cqUYxc320QSjGEqjXR2Xzf+SOiooornOQKKKKACiiigArP0b/AI8ZP+vu5/8ARz1oVn6N/wAeMn/X3c/+jnoA0KKKKACiisDWL/UrXxJ4ft4TElhdXbQzEjc8h+zzyY/2QDEhz1OewB3AG/RXFjVNT8s65/ac32b+2P7OGn+VH5Wz7X9lzu279275s7sdsVq6bf6lN4w1ixvDEttDaW01vFGMlQ8lwpJbuWESnHQdOxJAN+iucv31HUvElxpllqs2nJaWUVyWhijcyvK8qqG3q3yjyTwME7utc7D4l1XVfDWpeJ4dRltYtMs4rj7FHDG0cx+yx3LhyyluRLtG1lxjvQB2fiH/AJFrVf8Arzm/9ANaVZniI48M6rnP/HpKOBn+A1p0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcjr04j8RRXs0hWDTDbEYzgec7o5PrwEx+PrXXVlWHzeINXb0EKfkpP/s1bUZcrcvL9UdGHlyOUuy/VJ/gM0nfe6heaq8csUcirBbpLGUbYhJLFWAIyzHr2UHvWxRRWc5czuZTlzO4Vyms6NqJ11L7TlzGuLsoGA3ToNm3k/wAcZK56DbzXV0VVOo6buiqVWVKV0c7PpVzrcd5PqUJh3wPDaWzOG8rchDO2ON5yRwTgDg8mtbSrv7fo9ldnrPAkh+pUGrlZPh35NJ8g/wDLvcTQY9lkYL/47iqlJzhr0sVKbnTd+jVvxNYkAEk4ArJ8OgvpIu263kslyP8AddiU/wDHNoqC4W81u7v7KK9NpYQ4gkaGMGWRyuWAZsgABlH3Sc55FbcUaQxJFGoVEUKoHYDpSa5Y26sUlyQ5b6u39fiOqpqNgupWf2dppYSJEkWSLbuVkYMCNwI6gdQat0Vmm07oyjJxd0c7b+GfPubm41iX7VMWCQzRM0TGIL0fbjqScj7p4OOw34YYreBIYY1jijUKiIMBQOgAp9FVOpKe7LqVZ1Pif+QUUVHPPFa28k88ixwxqXd2OAoHJJqEr6IzJKKxF8UWVyyx6bDcajORueG3VVeIeriQrt9geT2HBqCHw/DqslzqGtWMP2qfaIVIBktY1HyhXHRsksSp4J4JxmuhUOXWr7v5/ddCv2NXUdY0/SVQ313FCz58tGb55CMcIvVjyOACeRWbdeJoJ7SRNH867u3wkLR2srxK5OPncLtGM5IJGMVdsNH+x3b3U1/d3s5iESvceX8ig5wNir1OMk56CtKi9GDWnM/XT7rXDUw4/DZwq3Gs6tcRAlvLNz5Y3Hqd0YV/X5d20Z4HAxrWlpBY2kVrbJshiXaq5J49yeSfc9amorOdac9JMEkgooorMYUUUUAFFFFABWV4l48O3jf3VD/kQf6Vq1l+JVLeF9VCjLC0lIHqQpNaUv4kfVGtH+LH1RqVkaCRFFqNuTgQX834bz5v/tSofFsufCV8Izk3EawLjv5jBP8A2as25vJbGK8uora6mTVNPWaP7PbvL/pATbg7Acbl8vBOB8prejSc4NLr+at+jZMqbVNVPNr8jUHivSTkiaRo/s8NwjpEzb1lYqoVQCxOQMjH8Q98R2NnHrN5danfW8rRPut7aC5RlAixhiY2xgsd3JGduB0rmtH8KX9trMDsj+TZ3piJbgGDaJVIz1AfavGe/oa9ErXEqlQdqDvdb36f5v8ALQxjd7mR/wAIr4d/6AOl/wDgHH/hV6xvotQgeWEMFSaSEhhzuRyh/DK5HtVmua8GTGW11ZD/AMs9Tnx9GIb/ANmNczcqkHKTbtb8TohTTpyl2sXdIiWTVtZvGLNKbkQKWckKixp8oHQDcWPHUmtisrQfmgvZP799cfo5X/2WtWoq/FbsFb42u2n3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false false false false false false false false false false No aplicable. false false false false false true false true * Ibercaja Banco S.A., es propietaria del 100% del capital de la Gestora. * Operaciones vinculadas: Ibercaja Gestión SGIIC realiza una serie de operaciones en las que actúa como intermediario/contrapartida una entidad del grupo, Ibercaja Banco S.A. o la entidad depositaria, CECABANK: - Suscripciones/Reembolsos IIC del mismo Grupo: Efectivo compra: 720.200.000,00 Euros (43,01% sobre patrimonio medio) Efectivo venta: 105.753.786,47 Euros (6,31% sobre patrimonio medio) - Compraventa de divisas: Efectivo compra: 36.270.037,68 Euros (2,17% sobre patrimonio medio) - Comisión de depositaria: Importe: 658.619,06 Euros (0,0393% sobre patrimonio medio) - Comisión pagada por liquidación de valores: Importe: 150,00 Euros (0,0000% sobre patrimonio medio) - Pagos Emir: Importe: 968,00 Euros (0,0001% sobre patrimonio medio) 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2026 estuvo dominado por un shock inflacionario derivado del conflicto en Oriente Medio, que obligó a los bancos centrales a revisar sus trayectorias de política monetaria en sentidos opuestos a los previstos a comienzos de año. Tanta la Reserva Federal como el BCE, que iniciaron el año con sesgo acomodaticio, se vieron forzados a adoptar posturas progresivamente más restrictivas ante la persistencia de las presiones sobre los precios de la energía. En Estados Unidos, la Fed mantuvo los tipos sin cambio en el rango del 3,50%-3,75% durante todo el semestre, aunque el debate interno evolucionó radicalmente. La llegada de Kevin Warsh como nuevo presidente de la Fed en mayo marcó un punto de inflexión: ante un sólido dato de empleo en mayo y la persistencia de la inflación, los mercados pasaron a descontar plenamente una subida de tipo antes de finales de año. En Europa, el BCE elevó su tipo de depósito en 25 puntos básicos hasta el 2,25% en junio, su primera subida desde 2023. Tras haber mantenido los tipos en abril pese a debatir activamente su alza. Varios miembros del Consejo de Gobierno señalaron la posibilidad de una segunda subida tan pronto como en julio, aunque el tono se suavizó notablemente hacia finales de junio: el descenso del precio del petróleo vinculado a avances diplomáticos en Oriente Medio hizo que los mercados dejaran de descontar plenamente un alza adicional. La rentabilidad del bono americano a 10 años ha tenido un comportamiento volátil durante el semestre pasando de cotizar un 4,17% en diciembre del 2025 al 4,47% en junio. En Europa, el bund ha tenido gran volatilidad, sin embargo, el semestre acaba como empezó, pasando de cotizar del 2,85% en diciembre al 2,86% en junio. En el crédito los spreads tuvieron momentos de pánico en los que repuntaron con fuerza tras el estallido del conflicto, pero conforme el mercado se acostumbró volvieron a su tendencia bajista, terminando el semestre en niveles similares a los del inicio. En la categoría de grado de inversión, atendiendo al spread ITRAXX a cinco años en divisa euro, el spread comenzó el semestre en 50,54, hasta cerrar en 51,61. Para la deuda high yield, el spread comenzó el semestre en 243,61 puntos hasta los 244,63. A pesar de estos movimientos, el carry del fondo ha permitido que IBERCAJA CARTERA CONSERVADORA obtenga un resultado positivo en el semestre. b) Decisiones generales de inversión adoptadas. Se ha rotado la cartera buscando posiciones de mayor valor y rentabilidad potencial, nuevos emisores y mejorando la calidad de la cartera. Aprovechamos los momentos de volatilidad para entrar en deuda publica a largo plazo cuando el bund repuntaba. c) Índice de referencia. La Letra del Tesoro a 1 año ha registrado una rentabilidad del 1,14%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. A fecha 30 Junio 2026, el patrimonio de la clase A ascendía a 1.387.591 miles de euros, variando en el período en 637.147 miles de euros, y un total de 37.819 partícipes. El patrimonio de la clase C ascendía a 522.845 miles de euros, variando en el período en 327.305 miles de euros, y un total de 2.342 partícipes. La rentabilidad simple semestral de la clase A es del 0,63% y del 0,75% de la clase C , una vez deducidos sus respectivos gastos del 0,64% de la clase A (0,39% directos y 0,25% indirectos)y del 0,53% de la clase C (0,27% directos y 0,26% indirectos) sobre patrimonio. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad ha sido inferior para la Clase A y ha sido inferior para la Clase C, respecto a la rentabilidad media de todos los fondos, que ha sido de un 2,51%. La positiva evolución de los mercados de renta variable no ha permitido superar a la media de los fondos gestionados por la gestora donde tienen mayor peso los fondos de renta fija. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Algunas de las compras que se han realizado han sido en Ibercaja Deuda Corporativa Flexible 2, Ibercaja Renta Fija Flexible 3, Ibercaja Renta Fija Flexible 2, entre otros. A lo largo del período, el resultado generado por todas las operaciones ha sido de 15.007.816,86 euros. En el semestre destaca la aportación positiva de Ibercaja Deuda Corporativa Flexible, Ibercaja RF Privada Flexible e Lazard Credit. Por el lado negativo, se encuentran AXA US Corp Intermediate, Ishare USD Treasury Bond 1-3 e Ibercaja Deuda Corporativa Flexible 2. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo ha utilizado instrumentos derivados de mercados organizados para llevar a cabo sus estrategias de inversión. Las operaciones con este tipo de instrumentos han tenido un resultado de 558.090,71 euros en el período. El fondo aplica la metodología del ''compromiso'' para el cálculo de la exposición total al riesgo de mercado asociado a derivados. Este fondo puede realizar operaciones a plazo (según lo establecido en la Circular 3/2008), pero que se corresponden con la operativa habitual de contado del mercado en el que se realicen, o adquisiciones temporales sobre Deuda del Estado con un plazo inferior a 3 meses que podrían generar un riesgo de contrapartida. Asimismo el grado de apalancamiento medio del fondo ha sido de un 25,85%. d) Otra información sobre inversiones. El fondo se encuentra invertido un 1,88% en renta fija, un 70,18% en IICs gestionadas por Ibercaja Gestion, un 26,58% en IICs gestionadas por otras gestoras y un 1,40% en liquidez. El fondo invierte más de un 10% del patrimonio en IICs cuyas gestoras mas representativas son: Grupo Ibercaja Gestión, Grupo Lazard Ltd, Grupo Deutsche Bank AG, Grupo AXA SA y Grupo BlackRock Inc. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El nivel de riesgo asumido por el fondo, medido por el VaR histórico, (lo máximo que se puede perder, con un nivel de confianza del 99%, en el plazo de 1 mes, si se repitiese el comportamiento de los últimos 5 años) ha sido de un 1,34% para la clase A y de un 1,34% para la clase C. 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. El segundo semestre de 2026 arranca con los bancos centrales a ambos lados del Atlántico en modo de espera, condicionados por la evolución del conflicto en Oriente Medio, la trayectoria de la inflación energética y la solidez del mercado laboral. La incertidumbre es el denominador común, y tanto la Fed como el BCE ha adoptado un enfoque estrictamente dependiente de los datos. En Estados Unidos, el FOMC afronta el segundo semestre profundamente dividido entre mantener tipos, recortarlos ligeramente o subirlos si la inflación persiste. Entre los principales riesgos al alza figuran los aranceles, los precios de la energía y la demanda vinculada a la inteligencia artificial. Sin embargo, señales de debilidad en el mercado laboral han reducido las probabilidades de subida. En Europa, los mercados descuentan hasta 40 puntos básicos adicionales de subidas del BCE en 2026, aunque el tono del Consejo se ha suavizado tras la reciente caída del petróleo y una inflación de la eurozona que sorprendió a la baja hasta el 2,8%. No aplicable. No aplica en este informe Durante el período no se han realizado operaciones de adquisición temporal de activos (operaciones de simultáneas). 18542325821 355875 0.87 2240575666 67729 0.92 0 0 0.00 3410030688 77817 2.93 0 0 0.00 1065954295 35241 4.99 70773673 3126 9.63 4063179748 169943 10.41 0 0 0.00 176898995 6271 0.57 9641535 358 2.21 0 0 0.00 0 0 0.00 1298140008 23290 1.49 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 568654369 2871 0.79 0 0 0.00 0 0 0.00 31446174798 742521 2.51