CORE VALUE GLOBAL FI 1.0.0 2026-01-01 2026-06-30 CORE VALUE GLOBAL FI 1.0.0 2025-07-01 2025-12-31 CORE VALUE GLOBAL FI 1.0.0 2026-01-01 2026-06-30 CORE VALUE GLOBAL FI 1.0.0 2025-01-01 2025-12-31 CORE VALUE GLOBAL FI 1.0.0 2026-04-01 2026-06-30 CORE VALUE GLOBAL FI 1.0.0 2026-01-01 2026-03-31 CORE VALUE GLOBAL FI 1.0.0 2025-10-01 2025-12-31 CORE VALUE GLOBAL FI 1.0.0 2025-07-01 2025-09-30 CORE VALUE GLOBAL FI 1.0.0 2024-01-01 2024-12-31 CORE VALUE GLOBAL FI 1.0.0 2023-01-01 2023-12-31 CORE VALUE GLOBAL FI 1.0.0 2021-01-01 2021-12-31 CORE VALUE GLOBAL FI 1.0.0 2023-01-01 2025-12-31 CORE VALUE GLOBAL FI 1.0.0 2021-01-01 2025-12-31 CORE VALUE GLOBAL FI 1.0.0 2026-06-30 CORE VALUE GLOBAL FI 1.0.0 2025-12-31 CORE VALUE GLOBAL FI 1.0.0 2024-12-31 CORE VALUE GLOBAL FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure CORE VALUE GLOBAL FI 6020 02 02 2026 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM partícipes_gesalcala@creand.es www.creand.es 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2026-02-27 08 09 4 EN UNA ESCALA DE 1 A 7 Se podrá invertir entre el 0%-100% de la exposición total en renta variable o renta fija (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La inversión en renta variable será en compañías de cualquier capitalización bursátil con perspectivas de revalorización a medio y largo plazo. El Fondo sigue una filosofía value investing, analizando empresas y seleccionando activos infravalorados respecto a su precio de mercado, con alto potencial de revalorización. Se invertirá tanto en renta variable como en renta fija en emisores/mercados principalmente de la zona Euro, sin descartar otros países de la OCDE, así como en emisores/mercados de países emergentes. No existe objetivo predeterminado, ni límites máximos en lo que se refiere a la distribución de activos por tipo de emisor (público o privado), ni por rating, ni duración, ni sector económico. Se podrá tener el 100% de la exposición total en renta fija de baja calidad crediticia.La inversión en activos de baja calidad crediticia y/o baja capitalización bursátil puede influir negativamente en la liquidez del fondo. El riesgo divisa será de 0-100% de la exposición total. Inversión y cobertura para gestionar más eficazmente la cartera 01 0.00 0.00 0.54 0.54 EUR 60209.91 494 0.00 false 100,00 Euros 6045474 100.4066 0.48 0.48 0.48 0.48 01 0.02 0.02 0.43 -0.78 2026-06-22 1.06 2026-04-08 01 6.88 18.51 0.68 0.36 0.76 false GraficaVL.png png 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 GraficaRT.png png 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 false 4869669 667350 4202319 0 0 1261784 -85979 6045474 0 0 204.15 204.15 100 0 0 0 -2.91 -2.91 0 -2.17 -2.17 0 0.05 0.05 100 5.08 5.08 100 0 0 0 -7.30 -7.30 100 0 0 0 0 0 0 0 0 0 0 0 100 0 0 0 -0.74 -0.74 0 -0.48 -0.48 100 -0.02 -0.02 100 -0.07 -0.07 100 -0.11 -0.11 100 -0.06 -0.06 100 0 0 0 0 0 0 0 0 0 0 0 0 6045473.76 6045473.76 ES0105223004 Acciones|GESTAMP GRUPO EUR 228400.00 3.78 ES0105546008 Acciones|LINEA DIRECTA EUR 168280.00 2.78 ES0130625512 Acciones|ENCE ENERGIA Y CELULOSA EUR 137520.00 2.27 ES0147561015 Acciones|IBERPAPEL GESTION SA EUR 36900.00 0.61 ES0164180012 Acciones|MIQUEL Y COSTAS EUR 96250.00 1.59 667350.00 11.04 667350.00 11.04 667350.00 11.04 PTCOR0AE0006 Acciones|CORTICEIRA AMORIM SA EUR 127800.00 2.11 BMG611881019 Acciones|LIBERTY GLOBAL USD 299368.00 4.95 BMG730931091 Acciones|VENTURA OFFSHORE NOK 173289.00 2.87 PTSEM0AM0004 Acciones|SEMAPA EUR 81200.00 1.34 GB00BJVWTM27 Acciones|GMS PLC GBP 169138.00 2.80 DE000PAG9113 Acciones|PORSCHE EUR 95612.00 1.58 FR0000039299 Acciones|COMPAGNIE DE L´ODET EUR 353683.00 5.85 FR0000062234 Acciones|COMPAGNIE DE L´ODET EUR 218700.00 3.62 FR0000127771 Acciones|VIVENDI EUR 162000.00 2.68 GB0004544929 Acciones|IMPERIAL TOBACCO GBP 258906.00 4.28 GB0006449366 Acciones|ECORA ROYALTIES GBP 111444.00 1.84 NO0010564701 Acciones|PANORO ENERGY ASA NOK 91065.00 1.51 FR0012819381 Acciones|GROUP GUILLIN EUR 226000.00 3.74 FR0013447729 Acciones|VERALIA EUR 99532.00 1.65 NO0013597419 Acciones|THE CONSTELLATION NOK 335881.00 5.56 FR0014005AL0 Acciones|ANTIN IP EUR 265200.00 4.39 NL0015001W49 Acciones|PLUXEE GROUP EUR 80290.00 1.33 ES0126501131 Acciones|ALANTRA PARTNERS SA EUR 226710.00 3.75 LU2356314745 Acciones|NOVEM EUR 78000.00 1.29 US36164V8000 Acciones|GCI LIBERTY, INC USD 435212.00 7.20 US86959K1051 Acciones|SUZANO USD 313288.00 5.18 4202318.00 69.51 4202318.00 69.51 4202318.00 69.51 4869668.00 80.55 0.00 Distribucion1.png png 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 Distribucion2.png png 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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. Durante el primer semestre de 2026 los mercados han continuado mostrando una elevada dispersión entre las valoraciones de distintos sectores y compañías. En opinión de la gestora, persisten importantes ineficiencias provocadas por narrativas de mercado que favorecen determinados negocios mientras penalizan otros de forma excesiva. Este entorno ha generado oportunidades de inversión en compañías cuyos fundamentales permanecen sólidos, pero cuya cotización refleja un escenario significativamente más pesimista del que estimamos razonable. La filosofía de inversión del fondo continúa centrada en la búsqueda de compañías cuyo precio de mercado cotice con un descuento relevante respecto a su valor intrínseco, priorizando negocios con ventajas competitivas sostenibles, balances sólidos, baja deuda y elevada capacidad de generación de caja. La cartera mantiene una posición claramente diferenciada respecto a los principales índices bursátiles, al considerar que las mayores oportunidades se encuentran en empresas alejadas del consenso del mercado. b) Decisiones generales de inversión adoptadas. A nivel de inversiones el 45% de la cartera se centra en renta fija corporativa investment grade a medio plazo lo que ha aportado una rentabilidad positiva del 0.75%. Destacamos la buena evolución de los fondos Acatis value Rent y el fondo de Lazard centrado en inversiones corporativas del sector financiero, ambas inversiones están aportando una rentabilidad superior al 2% c) Índice de referencia. No aplicable. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Fondo de nueva creación información no relevante. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. Fondo de nueva creación información no relevante. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el semestre la cartera ha continuado concentrándose en compañías que, a juicio de la gestora, presentan una relación muy favorable entre riesgo y rentabilidad esperada. Entre las principales inversiones destaca Liberty Capital, cuya tesis de inversión se apoya en la posesión de un activo de infraestructuras de telecomunicaciones difícilmente replicable en Alaska, con elevadas barreras de entrada, ingresos recurrentes y una atractiva valoración. La compañía cotiza aproximadamente a 4 veces EBITDA y alrededor de 6,5 veces flujo de caja libre, niveles que consideramos claramente inferiores a su valor intrínseco. Asimismo, durante el periodo se ha incorporado Suzano S.A., principal productor mundial y de menor coste de celulosa de fibra corta. La inversión aprovecha un entorno de precios deprimidos derivado del momento bajo del ciclo de la industria, que entendemos transitorio. Consideramos que Suzano dispone de ventajas competitivas estructurales gracias a la elevada productividad de sus activos forestales y a su liderazgo en costes, factores que le permiten mantener una elevada rentabilidad incluso en escenarios menos favorables. La cartera continúa orientándose hacia compañías y sectores donde predominan narrativas negativas o una percepción excesivamente pesimista por parte del mercado, buscando aprovechar las diferencias existentes entre precio y valor intrínseco. Durante el primer semestre de 2026, Core Value FIL obtuvo una rentabilidad del 9,5%, frente al 12,7% registrado por el índice MSCI World Net EUR. Esperamos que las decisiones de inversión de la cartera se reflejen en la rentabilidad de la misma, si bien no tiene por qué ser a corto plazo. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. N/A d) Otra información sobre inversiones. #N/D 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. #N/D 5. EJERCICIO DERECHOS POLÍTICOS. En cuanto a la política establecida en el ejercicio de los derechos políticos de nuestros fondos en acciones participadas es la de delegar el voto en el Consejo de Administración correspondiente. 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 PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. De cara a los próximos meses, la gestora continuará aplicando la misma política de inversión basada en el análisis fundamental y la inversión en compañías cuyo precio de cotización presente un descuento significativo respecto a su valor intrínseco. En un entorno donde determinadas áreas del mercado continúan cotizando con valoraciones elevadas, la estrategia seguirá centrándose en negocios de elevada calidad que atraviesen situaciones temporales de incertidumbre o pertenezcan a sectores actualmente fuera del consenso. La gestora considera que estas circunstancias ofrecen un mayor margen de seguridad y un potencial de rentabilidad ajustada al riesgo más atractivo para el inversor a largo plazo. El fondo continuará priorizando empresas con balances sólidos, baja deuda, elevada generación de caja y equipos directivos alineados con los accionistas, manteniendo una cartera diferenciada respecto a los principales índices de mercado. No aplicable. No aplicable. 8658980 156 0.97 1604953 22 0.66 50495450 485 1.78 0 0 0.00 2840392 27 4.81 28791763 96 2.44 0 0 0.00 88339800 2705 13.15 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 55677709 701 3.97 256729687 5327 5.35 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 493138734 9519 5.96