MURANO CRECIMIENTO FI 1.0.0 2026-01-01 2026-06-30 MURANO CRECIMIENTO FI 1.0.0 2025-07-01 2025-12-31 MURANO CRECIMIENTO FI 1.0.0 2026-01-01 2026-06-30 MURANO CRECIMIENTO FI 1.0.0 2025-01-01 2025-12-31 MURANO CRECIMIENTO FI 1.0.0 2026-04-01 2026-06-30 MURANO CRECIMIENTO FI 1.0.0 2026-01-01 2026-03-31 MURANO CRECIMIENTO FI 1.0.0 2025-10-01 2025-12-31 MURANO CRECIMIENTO FI 1.0.0 2025-07-01 2025-09-30 MURANO CRECIMIENTO FI 1.0.0 2024-01-01 2024-12-31 MURANO CRECIMIENTO FI 1.0.0 2023-01-01 2023-12-31 MURANO CRECIMIENTO FI 1.0.0 2021-01-01 2021-12-31 MURANO CRECIMIENTO FI 1.0.0 2023-01-01 2025-12-31 MURANO CRECIMIENTO FI 1.0.0 2021-01-01 2025-12-31 MURANO CRECIMIENTO FI 1.0.0 2026-06-30 MURANO CRECIMIENTO FI 1.0.0 2025-12-31 MURANO CRECIMIENTO FI 1.0.0 2024-12-31 MURANO CRECIMIENTO FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure MURANO CRECIMIENTO FI 5210 02 02 2026 EUR A+ (DBRS) false Pº.de la Castellana, 33 Edf.Fortuny 2º planta 28046 Madrid EM info@mutuactivos.com www.mutuactivos.com 05 PASEO DE LA CASTELLANA, 33 EDIFICIO FORTUNY, 2º 28046 MADRID EM info@mutuactivos.com 2017-10-26 07 15 4 en una escala del 1 al 7. Se invierte un 50-100% del patrimonio en IIC financieras (activo apto), armonizadas o no (máximo 30% en IIC no armonizadas), del grupo o no de la Gestora. Se invierte, directa o indirectamente a través de IIC, hasta un 100% de la exposición total en renta variable o renta fija Pública/Privada(incluyendo depósitos o instrumentos del mercado monetario, cotizados o no, líquidos). La exposición al riesgo divisa será de entre un 0-70% de la exposición total. Tanto en la inversión directa como indirecta, no hay predeterminación por tipo de emisor (público o privado), duración media de la cartera de renta fija, rating de emisiones/emisores (pudiendo estar toda la cartera invertida en baja calidad crediticia), capitalización bursátil, divisas, sectores económicos o países. La inversión en renta variable de baja capitalización yen renta fija de baja calidad crediticia puede influir negativamente en la liquidez del Fondo. Los emisores de los activos y mercados en que cotizan serán fundamentalmente de la OCDE (preferentemente UE), pudiendo invertir hasta un 25% de la exposición total en emisores y mercados emergentes. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 01 0.29 0.32 0.29 0.90 1.26 1.61 1.26 1.72 1 MURANO CRECIMIENTO CLASE A EUR 15531590.38 8321097.98 958 580 0.00 0.00 false 10,00 Euros 214308764 107234743 66780852 55719090 13.7982 12.8871 11.9070 11.0484 0.67 0.67 0.48 0.48 1.15 1.15 03 0.03 0.03 01 7.07 7.68 -0.57 3.02 4.39 8.23 7.77 10.57 11.21 -0.89 -1.52 -2.44 2026-05-15 2026-03-19 2025-04-04 2.08 2.08 1.44 2026-04-08 2026-04-08 2025-04-14 01 8.19 8.16 8.13 5.86 5.55 7.90 5.40 6.30 6.24 19.33 18.92 19.67 11.44 12.37 16.14 13.15 13.89 16.20 0.64 0.69 0.59 0.20 0.22 0.34 0.50 2.98 0.19 4.83 4.83 4.72 4.49 4.88 4.49 6.25 6.35 6.10 0.81 0.40 0.41 0.42 0.42 1.69 1.75 1.77 1.70 false GraficaVL.png png 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LU1681048630 Participaciones|AMUNDI FUNDS EUR 4149390.00 1.48 0.00 0.00 162584573.00 58.01 94553063.00 57.06 225485176.00 80.45 131850260.00 79.57 249936020.00 89.18 147509108.00 89.02 0.00 Distribucion1.png png 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 FUTURO S&P500 EMINI FUT DEC26 ESZ6 Compra Opcion|FUTURO S&P500 EMINI FUT DEC26 ESZ6| 14676209 02 14676209 14676209 FUTURO S&P500 EMINI FUT DEC26 ESZ6 Emisión Opcion|FUTURO S&P500 EMINI FUT DEC26 ESZ6 12692938 02 MSCI WORLD NET TOTAL RETURN USD INDEX Compra Futuro|MSCI WORLD NET TOTAL RETURN USD INDE 18455322 02 31148260 DIV: USD Compra Forward|Divisa USD/EUR||Fisica 218857 02 218857 BUNDESOBLIGATION 2,5% 16/04/2031 Compra Futuro|BUNDESOBLIGATION 2,5% 16/04/2031|100 3700000 02 3700000 35067117 false false false false false false false false false false No aplicable. false false false true true true false false a) El fondo no tiene participaciones significativas. d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.052.217,62 euros, suponiendo un 0,51% sobre el patrimonio medio de la IIC en el periodo de referencia. e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 1.253.916,23 euros suponiendo un 0,61% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 5,00 euros. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 1.253.916,23 euros, suponiendo un 0,61% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 5,00 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Ha sido un semestre marcado por el bloqueo del estrecho de Ormuz, los buenos datos de beneficios empresariales, las dudas sobre la inversión en IA y las señales mixtas que mandaban los datos macroeconómicos. Comenzamos el año neutrales en renta variable y ligeramente sobreponderados en duración, nos centramos en el segmento de bonos de alta calidad, con la mitad de la renta fija invertida en bonos gubernamentales en euros debido a lo ajustado de los diferenciales. Nuestra posición en USD y en oro también protegerá la cartera en caso de un evento de riesgo extremo. Además, dentro de la renta variable estadounidense reducimos el sesgo tecnológico del índice con fondos sin tecnología o ETF del S&P Equal Weighted. Enero comenzaba con subidas en renta variable penalizando la tecnología americana y favoreciendo Europa, países emergentes y las small caps. En Renta Fija veíamos subidas de tires, el USD mostraba debilidad frente al euro y los metales preciosos presentaban volatilidad. Todo ello acompañado de buenos datos macro. En febrero en EE.UU., los datos macro fueron bastante mixtos en febrero, alimentando algunos temores de estanflación. Las tires se movieron en dirección contraria al mes anterior con bajadas al igual que el USD que recuperaba algo de tracción y materias primas que subían con fuerza. La renta variable seguía subiendo con la misma tónica. En marzo comienza el conflicto en Oriente Medio entre EE.UU. e Irán que provoca el cierre del estrecho de Ormuz, por donde pasa el 20% del petróleo mundial, con la consiguiente subida del precio del petróleo y de la inflación, caídas en renta variable y renta fija y subiendo materias primas sobre todo por petróleo, pero también los metales preciosos. El USD subía actuando como activo refugio. En abril con el conflicto todavía abierto con idas y venidas, la atención se centraba en la inflación y por ende las tires se movían al alza, aunque los bancos centrales no subieron tipos. Las materias primas seguían subiendo y la renta variable recuperaba con fuerza sobre todo la parte tecnológica. Mayo fue, ante todo, un mes de consolidación. Los mercados asimilaron que el escenario que comenzó a dibujarse en abril de una mayor duración del conflicto en Oriente Medio seguía presente, pero dejó de ser el único factor que explicaba el comportamiento de los activos. Los inversores empezaron a asumir que estamos ante una situación de tensión prolongada pero controlable: cada señal de negociación hacía caer el precio del petróleo, subir las bolsas y relajar los tipos de interés. En Junio Estados Unidos e Irán anunciaron haber alcanzado un acuerdo. Bajo la presidencia de Kevin Warsh, la Reserva Federal mantuvo los tipos sin cambios, pero eliminó cualquier expectativa de bajadas en la segunda mitad de 2026. El mensaje fue claro: la inflación sigue siendo la prioridad, y la política monetaria no se relajará hasta que haya evidencia sólida de que está controlada. En Europa el BCE elevaba los tipos un cuarto de punto. El resultado fue un mercado que, pese a la volatilidad en renta fija, mostró una notable resiliencia en bolsa y una corrección saludable en materias primas b) Decisiones generales de inversión adoptadas. En enero se baja el peso del oro del 5% al 3%. En marzo se saca de los fondos que lo tenían el fondo de Seilern America y se incorpora en su lugar el Seilern World aprovechando el peor momento de caída de mercado por el cierre del estrecho de Ormuz, el 9 de marzo se compra un 10% de la neutralidad de renta variable de cada perfil (excepto en el 100% renta variable) de futuros de MSCI World subiendo ese 10% de sobreponderación desde la neutralidad. En mayo se venden los futuros de marzo bajando de nuevo a la neutralidad, se sacan de los fondos el fondo de MS Global Brands y el MS Asia Opp y se incorpora a los fondos con menor carga de ETFs y mayor tracking error, excepto en Bitácora Renta Variable, el fondo de Atlas Global Infras. En junio subimos el peso del oro al 5% y compramos un 10% del nominal de la renta variable de cada fondo (excepto en el 100% renta variable) de Put sobre el S&P 500 con strike de 7400 (ESZ6P 7400) y vendemos la misma cantidad de la put con strike 6400 (ESZ6P 6400). c) Índice de referencia. No sigue a ningún índice de referencia d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El número de partícipes del fondo asciende a 1.054. El ratio de gastos soportados en el presente periodo se situó en el 0,81% para la clase A, 0,53% clase B y 0,43% para la C dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc. En el caso de Murano Crecimiento con comisiones sobre resultados de 994.074,11 euros (solo se hace efectivo el cobro de la cantidad generada a cierre de ejercicio). El ratio de gastos directos para la clase A es 0,71% e indirecto 0,10% y en la clase B el ratio de gastos directos es 0,43% y el indirecto 0,10%, para la clase C el directo es 0,33% y el indirecto el 0,10%. Los patrimonios a cierre de periodo han aumentado en un 99,85% para la clase A, un 7,36% para la clase B y un aumento de un 14,15% para la clase C. La rentabilidad neta del fondo se ha situado en un 7,07% para la clase A, 7,36% para la clase B y 7,48% para la clase C. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de Global gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 5,79% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo En enero se baja el peso del oro del 5% al 3%. Aprovechando el peor momento de caída de mercado por el cierre del estrecho de Ormuz, el 9 de marzo se compra un 10% de la neutralidad de renta variable de cada perfil de futuros de MSCI World subiendo ese 10% de sobreponderación desde la neutralidad. En mayo se venden los futuros de marzo bajando de nuevo a la neutralidad, se vende totalmente el fondo de MS Global Brands y se compran ETF de lujo y salud. En junio subimos el peso del oro al 5% y compramos un 10% del nominal de la renta variable de cada fondo de Put sobre el S&P 500 con strike de 7400 (ESZ6P 7400) y vendemos la misma cantidad de la put con strike 6400 (ESZ6P 6400). b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo invierte en futuros y opciones de renta variable, renta fija y de divisa. Todos ellos pueden ser con carácter de inversión como de cobertura. El grado de cobertura medio se sitúa durante el periodo en el 100,90% y el apalancamiento medio el 26,76%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente en las condiciones pactadas. Activos en situación de litigio: N/A Inversiones en otros fondos N/A Inversiones clasificadas como 48.1.j: N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad indica si históricamente los valores liquidativos del fondo han experimentado variaciones importantes o si por el contrario han evolucionado de manera estable. Un fondo muy volátil tiene un riesgo implícito mayor. Por ello, es una medida de la frecuencia e intensidad de los cambios en el valor liquidativo. La volatilidad anual del fondo se ha situado en el 8,19% para la clase A, 8,16% para la clase B y 8,16% para la clase C. El nivel actual de volatilidad anual del fondo es superior a la de la Letra del Tesoro con vencimiento a 1 año, que se situó en el 0,64%. Asimismo, se mantiene en niveles inferiores a los de la volatilidad anual del Ibex 35, que se situó en el 19,33%. El VaR histórico, que es el método utilizado para medir el riesgo global del fondo, indica la pérdida esperada del fondo con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta la composición actual del fondo y el comportamiento reciente del mercado. El VaR del fondo se ha situado en el 4,83% para la clase A, el 31,88% para la clase B y el 4,76% para la clase C. La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso, desarrollada en la sección 1ª del capítulo II de la Circular 6/2010 de la CNMV. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. La operativa con instrumentos derivados pueden comportar riesgos de mercado y contrapartida. Al final del periodo, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 31,31%. 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. En enero se baja el peso del oro del 5% al 3%. En marzo se saca de los fondos que lo tenían el fondo de Seilern America y se incorpora en su lugar el Seilern World aprovechando el peor momento de caída de mercado por el cierre del estrecho de Ormuz, el 9 de marzo se compra un 10% de la neutralidad de renta variable de cada perfil (excepto en el 100% renta variable) de futuros de MSCI World subiendo ese 10% de sobreponderación desde la neutralidad. En mayo se venden los futuros de marzo bajando de nuevo a la neutralidad, se sacan de los fondos el fondo de MS Global Brands y el MS Asia Opp y se incorpora a los fondos con menor carga de ETFs y mayor tracking error, excepto en Bitácora Renta Variable, el fondo de Atlas Global Infras. En junio subimos el peso del oro al 5% y compramos un 10% del nominal de la renta variable de cada fondo (excepto en el 100% renta variable) de Put sobre el S&P 500 con strike de 7400 (ESZ6P 7400) y vendemos la misma cantidad de la put con strike 6400 (ESZ6P 6400). No aplicable. No aplicable. 3438013616 29417 0.77 0 0 0.00 186612589 1523 1.05 999122029 6199 1.26 70324397 126 2.06 1330171564 6535 2.96 140400691 1827 8.74 947349935 17651 13.30 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 329378577 1581 6.65 0 0 0.00 0 0 0.00 0 0 0.00 1729918941 46065 0.69 2279438373 24368 0.98 0 0 0.00 0 0 0.00 11450730712 135292 2.41