MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-01-01 2025-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-07-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-01-01 2025-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-01-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-04-01 2025-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-01-01 2025-03-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-10-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-07-01 2024-09-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-01-01 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2022-01-01 2022-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2020-01-01 2020-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2022-01-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2020-01-01 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2025-06-30 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2024-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2023-12-31 MORABANC-ARCANO RF PRV 2027 FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure MORABANC-ARCANO RF PRV 2027 FI 5841 02 02 2025 EUR A+ (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. No aplicable. 01 0.08 0.13 0.08 2.51 1.74 2.92 1.74 2.34 EUR 558408.48 568824.34 419 423 0.00 0.00 false 5.000,00 Euros 59381702 59384551 106.3410 104.3988 0.47 0.47 0.47 0.47 01 0.03 0.03 01 1.86 1.48 0.37 1.19 2.65 -0.46 -0.46 2025-04-07 2025-04-07 0.43 0.43 2025-04-10 2025-04-10 01 1.74 2.01 1.40 1.38 1.46 19.98 24.08 14.76 13.10 13.98 0.48 0.44 0.53 6.31 0.47 0.61 0.61 0.73 0.51 0.26 0.25 0.26 0.26 0.86 true GraficaVL.png png 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 GraficaRT.png png 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 false 58888915 59415504 1844324 1174704 56082153 56990851 962438 1249949 0 0 667621 146810 -174834 -177763 59381702 59384551 59384550.54 58775117.05 59384550.54 -1.85 -2.78 -1.85 -33.84 0 0 0 0 1.85 3.78 1.85 -51.67 2.36 4.34 2.36 -46.10 2.33 2.33 2.33 -0.86 0 0 0 0 2.14 2.33 2.14 -8.76 0 0 0 0 0 0 0 0 0.21 -0.31 0.21 -165.78 0.01 0 0.01 93.44 0.02 -0.01 0.02 -308.69 -2.35 0 -2.35 -161529.18 -0.53 -0.56 -0.53 -5.20 -0.47 -0.48 -0.47 -2.22 -0.03 -0.03 -0.03 -2.33 -0.01 -0.01 -0.01 -3.41 0 -0.01 0 -72.90 -0.02 -0.03 -0.02 -39.75 0.02 0 0.02 8479.91 0.02 0 0.02 8479.91 0 0 0 0 0 0 0 0 59381702.39 59384550.54 59381702.39 XS2859406139 Bonos|ZEGONA FINANCE PLC|3,375|2029-07-15 EUR 1327628.00 2.24 1174704.00 1.98 XS2432286974 Bonos|FOOD SERVICE PROJECT|2,750|2027-01-21 EUR 503499.00 0.85 0.00 0.00 1831127.00 3.08 1174704.00 1.98 1831127.00 3.08 1174704.00 1.98 1831127.00 3.08 1174704.00 1.98 1831127.00 3.08 1174704.00 1.98 XS1998904921 Bonos|KKR GRP FIN CO V LLC|1,625|2029-05-22 EUR 1896976.00 3.19 1868336.00 3.15 XS1767931121 Bonos|BANCO SANTANDER SA|2,125|2028-02-08 EUR 2160431.00 3.64 2111378.00 3.56 FR001400F2R8 Bonos|AIR FRANCE-KLM|8,125|2028-05-31 EUR 2026122.00 3.41 2060029.00 3.47 FR001400AKP6 Obligaciones|BNP PARIBAS|2,750|2028-07-25 EUR 1883647.00 3.17 1871705.00 3.15 XS2644410214 Bonos|ABERTIS INFRAESTRUCT|4,125|2028-01-31 EUR 2071749.00 3.49 2069022.00 3.48 XS2719998952 Bonos|EG GLOBAL FINANCE PL|5,500|2028-11-30 EUR 220969.00 0.37 225231.00 0.38 XS2719293826 Obligaciones|INTL DESIGN GROUP|5,000|2028-11-15 EUR 505420.00 0.85 392665.00 0.66 XS2541618299 Bonos|VILLA DUTCH BIDCO BV|4,500|2029-11-03 EUR 0.00 0.00 400579.00 0.67 XS2445836286 Bonos|CERVED INFORMATION S|3,000|2029-02-15 EUR 193213.00 0.33 192169.00 0.32 XS2763521643 Bonos|KRONOS INTERNATIONAL|4,750|2029-03-15 EUR 432817.00 0.73 442346.00 0.74 XS2439248472 Bonos|INTER MEDIA COMMUNIC|3,375|2027-02-09 EUR 0.00 0.00 601562.00 1.01 XS2719090636 Bonos|INEOS QUATTRO FINANC|4,250|2029-03-15 EUR 500399.00 0.84 537062.00 0.90 XS2287912450 Bonos|VERISURE MIDHOLDING|2,625|2029-02-15 EUR 602270.00 1.01 600056.00 1.01 XS2762276967 Bonos|INEOS FINANCE PLC|3,187|2029-04-15 EUR 507789.00 0.86 525580.00 0.89 XS2436313196 Bonos|KANE BIDCO LTD|2,500|2027-02-15 EUR 503188.00 0.85 499144.00 0.84 XS2199597456 Bonos|TK ELEVATOR MIDCO GM|2,187|2027-07-15 EUR 0.00 0.00 497624.00 0.84 XS1629774230 Bonos|VOLKSWAGEN INTL FIN|3,875|2049-06-14 EUR 2090638.00 3.52 2030601.00 3.42 XS2696111389 Bonos|BOOST NEWCO BORROWER|4,250|2031-01-15 GBP 1886898.00 3.18 1949688.00 3.28 XS2580220171 Bonos|AA BOND CO LTD|4,225|2028-01-31 GBP 1874026.00 3.16 1926456.00 3.24 XS2701595592 Bonos|RAC BOND CO PLC|4,125|2028-11-06 GBP 1903276.00 3.21 1962927.00 3.31 FR0014006IX6 Bonos|VEOLIA ENVIRONNEMENT|2,000|2049-02-15 EUR 2107900.00 3.55 2050094.00 3.45 XS2195190520 Bonos|SSE PLC|3,125|2049-07-14 EUR 1945443.00 3.28 1950742.00 3.28 XS2484502823 Bonos|TDC NET AS|5,056|2028-05-31 EUR 2192835.00 3.69 2195162.00 3.70 FR0014004UE6 Bonos|VALEO SE|1,000|2028-08-03 EUR 1079112.00 1.82 1072575.00 1.81 XS2117435904 Bonos|INTERMEDIATE CAPITAL|1,625|2027-02-17 EUR 2129914.00 3.59 2084355.00 3.51 DE000A3H2TA0 Bonos|SCHAEFFLER AG|3,375|2028-10-12 EUR 2059919.00 3.47 2061141.00 3.47 FR0014002PC4 Obligaciones|TIKEHAU CAPITAL SCA|1,625|2029-03- EUR 2069425.00 3.48 2010839.00 3.39 XS2463988795 Bonos|EQT AB|2,375|2028-04-06 EUR 2175238.00 3.66 2137155.00 3.60 XS2267889991 Bonos|AUTOSTRADE PER L'ITA|2,000|2028-12-04 EUR 1731908.00 2.92 1718062.00 2.89 XS1693281617 Bonos|STANDARD CHARTERED P|1,625|2027-10-03 EUR 2042338.00 3.44 2044207.00 3.44 XS2491664137 Obligaciones|EUROFINS SCIENTIFIC|4,000|2029-07- EUR 1030690.00 1.74 1019102.00 1.72 XS2626289222 Bonos|3I GROUP PLC|4,875|2029-06-14 EUR 2018671.00 3.40 2038954.00 3.43 XS2623501181 Obligaciones|CAIXABANK SA|4,625|2027-05-16 EUR 1733009.00 2.92 1742209.00 2.93 XS1799641045 Bonos|LKQ CORP|2,062|2028-04-01 EUR 2007084.00 3.38 2017637.00 3.40 XS2296203123 Bonos|DEUTSCHE LUFTHANSA A|3,750|2028-02-11 EUR 716867.00 1.21 710517.00 1.20 XS2623496085 Bonos|FORD MOTOR CREDIT CO|6,125|2028-05-15 EUR 1940482.00 3.27 1968449.00 3.31 XS1734066811 Bonos|PVH CORP|1,562|2027-12-15 EUR 2113062.00 3.56 2097448.00 3.53 XS2688529135 Obligaciones|COTY INC|2,875|2028-09-15 EUR 1139594.00 1.92 628288.00 1.06 XS2808453455 Bonos|DRAX GROUP PLC|2,664|2029-04-15 EUR 503287.00 0.85 507013.00 0.85 XS2900445375 Bonos|ACCORINVEST GROUP SA|3,187|2029-10-15 EUR 734900.00 1.24 739502.00 1.25 XS2805234700 Bonos|FLUTTER TREASURY DAC|2,500|2029-04-29 EUR 1143453.00 1.93 1147403.00 1.93 55874959.00 94.09 56705014.00 95.49 55874959.00 94.09 56705014.00 95.49 55874959.00 94.09 56705014.00 95.49 FR0000989626 Participaciones|GROUPAMA ASSET MANAGEMENT EUR 207585.00 0.35 65628.00 0.11 FR0007038138 Participaciones|AMUNDI 3 M EUR 0.00 0.00 300951.00 0.51 207585.00 0.35 366579.00 0.62 56082544.00 94.44 57071593.00 96.11 57913671.00 97.53 58246297.00 98.08 0.00 Distribucion1.png png 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 DIV: GBP Venta Forward|Divisa EUR/GBP||Fisica 5646950 02 5646950 5646950 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. Sólido primer semestre para el crédito europeo en un contexto de factores técnicos favorables y relajación de la política monetaria. Junio fue otro mes positivo para los mercados de crédito europeos, respaldados por la mejora de la confianza de los inversores y unos sólidos indicadores técnicos. La mayoría de las principales clases de activos de renta fija registraron ganancias, con el alto rendimiento subiendo un 0,4 % (en lo que va de año: +2,4 %), los préstamos apalancados un 0,1 % (en lo que va de año: +2,3 %) y el grado de inversión un 0,3 % (en lo que va de año: +1,8 %). Mientras tanto, la renta variable estadounidense siguió repuntando, con el S&P 500 y el NASDAQ alcanzando nuevos máximos históricos, aunque la mayoría de los índices bursátiles europeos cerraron el mes con ligeras pérdidas. El fondo obtuvo una rentabilidad neta del +1,86 %, lo que refleja su sólido rendimiento relativo en un contexto de mercado complejo. Teniendo en cuenta el objetivo anual del 3,25 % para el fondo, se trata de otro buen resultado, favorecido por la selección de créditos y el optimismo reinante al final del semestre. Factores que impulsaron el mercado en el primer semestre de 2025 El rendimiento en el primer semestre de 2025 se vio respaldado por varios factores clave. Uno de los más significativos fue el fuerte impulso técnico, impulsado por las entradas constantes en la clase de activos y la demanda sostenida de los inversores por rentabilidad y ingresos estables. Además, el entorno de política monetaria se volvió más acomodaticio, y el Banco Central Europeo aplicó en junio una bajada de tipos de 25 puntos básicos, ampliamente esperada. Esta medida situó el tipo de depósito en el 2,00 %, mientras que la inflación de la zona euro volvió al objetivo del 2,0 % del banco central. La combinación de la política de flexibilización y los sólidos fundamentos contribuyó a un nuevo estrechamiento de los diferenciales de crédito. En particular, el índice iTraxx Xover cerró el mes en 284 puntos básicos, acercándose a los mínimos del año y señalando un sentimiento constructivo en los mercados de crédito europeos. Actividad del mercado primario La emisión en el mercado primario se mantuvo sólida durante el mes de junio, con una actividad especialmente intensa en los segmentos de alto rendimiento y préstamos apalancados. Solo la emisión europea de alto rendimiento ascendió a aproximadamente 26.000 millones de euros en junio, lo que supone uno de los meses con mayor oferta de la historia. Este volumen sustancial fue fácilmente absorbido por los saldos de efectivo existentes y las entradas continuas en la clase de activos. La emisión de préstamos apalancados también alcanzó niveles récord, con alrededor de 34.000 millones de euros emitidos en 50 operaciones durante el mes. A pesar de los elevados volúmenes, la actividad del mercado primario en ambas clases de activos siguió concentrándose en gran medida en operaciones de reajuste de precios y refinanciación, lo que limitó la disponibilidad de operaciones con «dinero nuevo» real. El mercado de obligaciones de préstamos garantizados (CLO) también mantuvo unos niveles de emisión saludables, con casi 6.000 millones de euros emitidos en 14 operaciones. Entre ellas se encuentra la segunda CLO de la plataforma Arcano, un hito importante que refuerza aún más la posición de la empresa en el ámbito del crédito estructurado europeo. Fundamentos y perspectiva sectorial Los fundamentos crediticios se mantuvieron sólidos en el primer semestre del año, con unos beneficios resistentes y unos indicadores de apalancamiento generalmente estables en la mayoría de los sectores. Los sectores defensivos siguieron obteniendo mejores resultados, mientras que los cíclicos, como el automovilístico y el de la construcción, mostraron señales mixtas, lo que requirió un posicionamiento más selectivo. A pesar de los vientos en contra a nivel macroeconómico, como las tensiones geopolíticas, las fricciones comerciales y la desaceleración del crecimiento mundial, los mercados crediticios se mantuvieron boyantes, respaldados por la confianza de los inversores en que la inflación está bajo control y que se mantiene la posibilidad de una mayor flexibilización monetaria. Perspectivas para el segundo semestre de 2025 Mantenemos una perspectiva constructiva para el segundo semestre de 2025, especialmente en el ámbito del alto rendimiento europeo y los préstamos apalancados, donde el apoyo técnico y las valoraciones atractivas siguen proporcionando un contexto sólido. Al mismo tiempo, permanecemos alerta ante la evolución de los riesgos macroeconómicos y seguimos de cerca la evolución de la política de los bancos centrales, los cambios en la dinámica del comercio mundial y las tensiones geopolíticas, así como los signos de debilidad sectorial que podrían afectar a los fundamentos del crédito. Nuestro enfoque de inversión sigue centrado en una asignación selectiva a empresas resilientes que demuestran una sólida generación de flujo de caja y una gestión financiera disciplinada. Con esta estrategia ascendente y ajustada al riesgo, nuestro objetivo sigue siendo el mismo: ofrecer rentabilidades atractivas y estables a nuestros inversores, incluso en un entorno de mercado complejo y en continua evolución. b) Decisiones generales de inversión adoptadas. No se han producido cambios significativos en la cartera durante 2025. Hemos reinvertido los cupones recibidos en diversos valores con grado de inversión y en algunos valores de alto rendimiento (Alsea, International Design Group y TAP), en línea con el mandato (10 % de alto rendimiento). En la cartera IG, hemos ampliado nuestras posiciones en Coty y Zegona. En el segmento de alto rendimiento, hemos reducido aún más nuestra posición en un bono que consideramos que cotiza caro (TK Elevator) y también hemos vendido House of HR, ya que han aumentado nuestras preocupaciones sobre las perspectivas del negocio. La duración del fondo se ha reducido a medida que nos acercamos al vencimiento del fondo, con una duración aproximada de 2,1 años al cierre del primer semestre del ejercicio fiscal 25. c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El fondo ha presentado una variación del 1,9% en cuanto a rentabilidad en el último semestre. Un total de 59.381.702,39 euros fue patrimonio. Siendo el total de participes 420. En cuanto a los gastos de administración y depositaria ascendieron a 3.000 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 2025 el fondo Mora-Arcano Renta Fija 2027 FI está invertido al 99% en 41 bonos. Por países, Reino Unido, Estados Unidos y Francia representan el 23%, 17% y 16% de la cartera. Por sectores hay un 27% en entidades financieras, un 16% en Auto y un 8% en Servicios. 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. 59519730 420 1.86 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 59519730 420 1.86