MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2026-01-01 2026-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-07-01 2025-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2026-01-01 2026-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-01-01 2025-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2026-04-01 2026-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2026-01-01 2026-03-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-10-01 2025-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-07-01 2025-09-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-01-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2021-01-01 2021-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-01-01 2025-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2021-01-01 2025-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2026-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure MORABANC-ARCANO RF PRV 2027 FI 5841 02 02 2026 EUR AA- (FITCH) false CL Jose Ortega y Gasset 29, 4 planta 28006 Madrid EM client_servicing@arcanopartners.com https://www.arcanopartners.com 05 C/ Ortega y Gasset, 29 28006 MADRID (MADRID) EM client_servicing@arcanopartners.com 2024-03-08 08 02 3 en una escala del 1 al 7 Invierte 100% de la exposición total en renta fija, al menos 90% en privada, pudiendo ser el resto en deuda pública o privada, incluyendo instrumentos del mercado monetario cotizados o no, que sean liquidos, y depositos. Los emisores/mercados seran de la OCDE. La TAE neta ESTIMADA NO GARANTIZADA es del3,25% para suscripciones hasta el 30/04/2024 inclusive y mantenidas a 31/12/2027. La TAE dependerá de cuando se suscriba. Si el participe reembolsa antes del 31/12/2027, el participe no se beneficiará del objetivo de rentabilidad y podrá tener perdidas significativas. LA RENTABILIDAD ESTIMADA NO ESTÁ GARANTIZADA. Las emisiones tendran en el momento de la compra, al menos media calidad crediticia (minimo BBB-) o igual a España y hasta un 10% con una baja calificación crediticia (mínimo B-) o sin rating. Si hay bajadas sobrevenidas de rating, los activos podrán mantenerse en cartera. La cartera se comprará al contado a partir del 01/05/2024 y se prevé mantener hasta el vencimiento de la estrategia. La duración media estimada inicial de cartera estará en torno a 3 años y 7 meses e irá disminuyendo al acercarse al horizonte temporal. Hasta el 30/04/2024 inclusive y desde el 01/01/2028 inclusive, se invertirá en activos que preserven y estabilicen el valor liquidativo. En los 3 meses siguientes a 31/12/2027 se comunicará a los participes las nuevas condiciones. Se Invierte hasta 10% en IIC. 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 DIV: GBP Venta Forward|Divisa EUR/GBP||Fisica 5973328 02 5973328 5973328 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. La escalada del conflicto en Oriente Medio con Irán disparó los precios energéticos y presionó al alza la inflación europea, lo que llevó al BCE a subir tipos 25 puntos básicos en junio, su primera subida en casi tres años, hasta el 2,25%/2,40%. A esta incertidumbre geopolítica se ha sumado la que genera el propio avance de la inteligencia artificial y su posible impacto en las compañías tecnológicas y en el resto del mercado de crédito, en un contexto en el que las valoraciones y márgenes se mantienen muy comprimidos. Con todo, la economía europea sigue mostrando una resiliencia mayor de lo esperado, sin verse especialmente afectada por el encarecimiento de los carburantes y la energía, y reportando un crecimiento moderado (el PIB de la eurozona avanzó un 0,1% en el primer trimestre). No obstante, mientras no se concrete un final del conflicto, la incertidumbre tiende a aumentar, presionando la inflación al alza y llevando a ajustar a la baja las previsiones de crecimiento de los países de la eurozona. En este contexto, el crédito europeo ha ofrecido un comportamiento resiliente en el primer semestre de 2026. El High Yield europeo (Bloomberg Pan-European HY) retornó +1,6% en el semestre, mientras que el índice europeo de préstamos líquidos ganó +1,9%, favorecido por su naturaleza de tipo flotante en un entorno de subida de tipos. Las condiciones técnicas se han mantenido constructivas pese a la volatilidad geopolítica. La actividad del mercado primario de High Yield europeo ha sido intensa, superando ampliamente los niveles del mismo periodo de 2025, impulsada principalmente por emisores con calificación BB y B y con una oferta dominada por refinanciaciones. Pese a este elevado volumen, la disciplina del mercado se ha mantenido alta, con una emisión de bonos CCC muy limitada, lo que refleja un mercado primario selectivo más que oportunista. La salud de las empresas en general continúa siendo estable, con tasas de impago que se mantienen en niveles históricamente bajos, si bien estamos en un momento donde la selección y monitorización del crédito es especialmente relevante, dada la elevada dispersión entre sectores cíclicos, más expuestos a la volatilidad geopolítica y arancelaria, y modelos de negocio defensivos y generadores de caja, que continúan comportándose bien. De cara al segundo semestre de 2026, seguimos siendo selectivos en nuestro enfoque de inversión, centrándonos en créditos con fundamentales robustos, una fuerte generación de flujo de caja y estructuras de capital sostenibles. Con yields "all-in" que aún ofrecen ingresos atractivos y unas condiciones técnicas que siguen siendo favorables, creemos que el crédito europeo está bien posicionado en un entorno macro más normalizado. b) Decisiones generales de inversión adoptadas. No se han producido cambios significativos en la cartera durante el primer semestre de 2026. c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El fondo ha presentado una variación del 0,73% en cuanto a rentabilidad en el primer semestre del 2026. Un total de 58.553.941,42 euros fue patrimonio. Siendo el total de participes 50. En cuanto a los gastos de administración y depositaria ascendieron a 17.534,65 euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. N/A 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A 1T 2026 el fondo Mora-Arcano Renta Fija 2027 FI está invertido al 99% en 37 bonos. Por países, Reino Unido, Estados Unidos y Francia representan el 24%, 19% y 18% de la cartera. Por sectores hay un 27% en servicios, un 16% en Auto y un 11% en Entidades Financieras. b) Operativa de préstamo de valores. No hay prestamos c) Operativa en derivados y adquisición temporal de activos. Ninguna actividad d) Otra información sobre inversiones. N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. N/A 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. 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. N/A No aplicable. No aplicable. 58932264 420 0.73 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 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 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 58932264 420 0.73