MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-07-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-04-01 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-01-01 2025-03-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-10-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-07-01 2024-09-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-01-01 2023-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2022-01-01 2022-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2020-01-01 2020-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2022-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2020-01-01 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2025-06-30 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2024-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2023-12-31 MAPFRE PRIVATE DEBT II, FIL 1.0.0 2022-12-31 iso4217:EUR xbrli:pure MAPFRE PRIVATE DEBT II, FIL 133 02 02 2025 EUR A+ false CTRA. POZUELO N.50-1 PL.2 MODULO NORTE 28222 MAJADAHONDA EM CONTACTE.INVERMAP@MAPFRE.COM . 05 CTRA. POZUELO N.50-1 PL.2 MODULO NORTE 28222 MAJADAHONDA EM CONTACTE.INVERMAP@MAPFRE.COM 2025-05-09 01 Fondo de Inversión Libre. RENTA FIJA MIXTA EURO. Elevado Política de inversión: El Fondo invertirá al menos el 90% de su patrimonio en IIC de IL o vehículos similares nacionales o extranjeros, domiciliados en la UE/ OCDE o gestionados por una gestora o entidad que desarrolle funciones similares y con análoga exigencia de responsabilidad, sujeta a supervisión condomicilio en un país de la OCDE (los Fondos Subyacentes o FS). El resto, hasta un 10% del patrimonio del Fondo, se invertirá de manera directa en activos de renta fija pública o privada y renta variable (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos, titulizaciones y bonos, incluyendo contingentes convertibles) líquidos, sin predeterminación en duración o calidad crediticia. Al menos el 90% de estas inversiones se realizará en activos emitidos/negociados en paísesOCDE, pudiendo el 10% restante ser de países no OCDE (emergentes y no emergentes). Al menos el 85% del patrimonio del FIL estará invertido en FS con una periodicidad de suscripciones y reembolsos al menos trimestral, y hasta el 15%podrán tener una periodicidad de suscripciones y reembolsos como máximo semestral. Los FS serán, como mínimo en un 80%, fondos de reparto y, como máximo en un 20%, de acumulación. El fondo no cumple con la Directiva 2009/65/CE. De manera directa, el FIL no realizará operativa con instrumentos financieros derivados. No obstante, de manera indirecta, los FS podrán realizar operativa con derivados negociados o no en mercados organizados de derivados, con finalidad de cobertura e inversión. 1 MAPFRE PRIVATE DEBT II FIL C.A EUR 0 0 0.00 false 100.000,00 Euros 0.00 false 2025-05-30 0.0000 0.0000 0.0000 false 0.00 0.00 0.00 0.00 01 0.00 0.00 01 04 LET. TESORO 1 AÑO true GraficaVL.png png 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 false 288257034 0 287971240 285794 0 5313135 -162522106 131048063 0 0 149.40 149.40 0 0 0 0 0.86 0.86 0 0.89 0.89 0 -0.03 -0.03 0 -0.02 -0.02 0 0 0 0 -0.01 -0.01 0 0 0 0 131048063.01 131048063.01 Política de inversión: El Fondo invertirá al menos el 90% de su patrimonio en IIC de IL o vehículos similares nacionales o extranjeros, domiciliados en la UE/OCDE o gestionados por una gestora o entidad que desarrolle funciones similares y con análoga exigencia de responsabilidad, sujeta a supervisión con domicilio en un país de la OCDE (los Fondos Subyacentes o FS). false false false false false false false false false true j) Otros hechos relevantes. El 9 de mayo 2025, se inscribió este fondo en el registro de la CNMV con el número 131. La Sociedad Gestora del Fondo es MAPFRE ASSET MANAGEMENT, SGIIC, S.A. y el Depositario del Fondo es BNP PARIBAS S.A., SUCURSAL EN ESPAÑA. true false false false false false false false false true a. Participaciones significativas Las entidades con participación significativa sobre el patrimonio del fondo al último día del periodo, según la definición recogida en el artículo 31 del RIIC, son las que a continuación se enumeran: MAPFRE ASSET MANAGEMENT SGIIC, S.A. Participación directa: Volumen 300 miles de euros (100% sobre patrimonio) j. Otras informaciones u operaciones vinculadas. La gestora dispone de un procedimiento para evitar los conflictos de interés en las operaciones vinculadas. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. A pesar de las tensiones geopolíticas y comerciales presentes durante el primer trimestre de 2025, lo que se reflejó en las fuertes caídas de los índices bursátiles, el comportamiento de las bolsas internacionales en el primer semestre del año ha sido muy positivo, gracias a la conjugación de varios factores, que han impulsado a la renta variable internacional. Entre los mismos destacan los avances en las negociaciones entre EEUU y sus principales socios comerciales para rebajar los aranceles, la mediación de EEUU en los conflictos bélicos activos, más relevantes, la firma del nuevo plan de rearme de la OTAN para invertir en defensa el 5,0% del PIB y la moderación de las tasas de inflación en la Zona Euro, lo que ha permitido al BCE a continuar recortando los tipos de interés en otros 25 puntos básicos, aunque parece que el proceso de recortes de tipos llega a su fin, los analistas esperan otro recorte más a lo largo del segundo semestre de 2025: La Reserva Federal, por el contrario, ha mantenido los tipos de interés oficiales en EEUU sin cambios, a la espera de evaluar el impacto de los aranceles sobre la inflación estadounidense, pero con expectativas de que la FED baje los tipos de interés oficiales en EEUU. b) Decisiones generales de inversión adoptadas. El fondo ha comenzado a principios de este año y se han realizado 6 inversiones acorde con la política de inversión detallada en el folleto del fondo. También se realizó una operación para maximizar la rentabilidad de la tesorería disponible con una compra de deuda pública italiana a corto plazo. La evolución del fondo está yendo de manera positiva, si bien es cierto, es temprano para analizar todos los subyacentes, dado que dichos fondos van con cierto decalaje a la hora de la publicación de sus NAVs. c) Índice de referencia. No aplica. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. A la fecha de elaboración del informe no se dispone de la información a cierre de semestre. e) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. No aplica.. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Las inversiones realizadas han sido todas ellas estrategias diversas, en fondos semilíquidos de gestoras tales como Alcentra, Blackstone, Partners Group. b) Operativa de préstamo de valores. No aplica. c) Operativa en derivados y adquisición temporal de activos. No aplica. d) Otra información sobre inversiones. No aplica. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. No aplica. 5. EJERCICIO DERECHOS POLITICOS. No aplica. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En este escenario, se espera que durante los próximos meses la economía crezca a un ritmo potencialmente moderado, afectado por el impacto de las políticas comerciales de la Administración Trump, que se prevé que impongan un arancel medio de entre el 10-15% a sus socios comerciales. Un factor que se debe tenerse muy en cuenta a la hora de analizar la posible evolución de los mercados, son las tensiones geopolíticas. La tendencia a generar políticas proteccionistas, impulsaría la inflación a la alza, frenando a la Reserva Federal a recortar los tipos de interés. Como conclusión, en un entorno de elevada incertidumbre, la clave para tener éxito en el mundo de las inversiones para los próximos meses, es hacerlo a través de una cartera diversificada con un posicionamiento cauto, con exposiciones a renta fija de calidad y duraciones cortas. En renta variable, preferimos situarnos en Europa, donde las valoraciones, la situación macroeconómica es más estable y el reciente incremento de la confianza la hace más atractiva. No Aplica No aplica