MUTUAFONDO SALUD, FI 1.0.0 2024-01-01 2024-06-30 MUTUAFONDO SALUD, FI 1.0.0 2023-07-01 2023-12-31 MUTUAFONDO SALUD, FI 1.0.0 2024-01-01 2024-06-30 MUTUAFONDO SALUD, FI 1.0.0 2023-01-01 2023-12-31 MUTUAFONDO SALUD, FI 1.0.0 2024-04-01 2024-06-30 MUTUAFONDO SALUD, FI 1.0.0 2024-01-01 2024-03-31 MUTUAFONDO SALUD, FI 1.0.0 2023-10-01 2023-12-31 MUTUAFONDO SALUD, FI 1.0.0 2023-07-01 2023-09-30 MUTUAFONDO SALUD, FI 1.0.0 2022-01-01 2022-12-31 MUTUAFONDO SALUD, FI 1.0.0 2021-01-01 2021-12-31 MUTUAFONDO SALUD, FI 1.0.0 2019-01-01 2019-12-31 MUTUAFONDO SALUD, FI 1.0.0 2021-01-01 2023-12-31 MUTUAFONDO SALUD, FI 1.0.0 2019-01-01 2023-12-31 MUTUAFONDO SALUD, FI 1.0.0 2024-06-30 MUTUAFONDO SALUD, FI 1.0.0 2023-12-31 MUTUAFONDO SALUD, FI 1.0.0 2022-12-31 MUTUAFONDO SALUD, FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure MUTUAFONDO SALUD, FI 5857 02 02 2024 EUR A+ 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 2024-04-26 08 09 4, en una escala del 1 al 7 La gestión del Fondo sigue criterios financieros y extra-financieros de inversión socialmente responsable, también llamados criterios ASG (Ambientales, Sociales y de Gobierno Corporativo) ligados a los principios de la doctrina social de la Iglesia Católica. El fondo invierte directa o indirectamente (max.10% en IIC) más del 75% de su exposición total en activos de renta variable (normalmente en torno al 85%), cotizados en mercados autorizados, de compañías del Sector del Cuidado de la Salud: Farmacéutico, Biotecnología, Equipos y suministros médicos, Proveedores y servicios de atención médica, Tecnología de la salud y, Herramientas y servicios de la salud... Estas inversiones se materializan en valores de baja, media y/o alta capitalización bursátil, de países emitidos y cotizados en paises de la OCDE, principalmente europeos y americanos; y hasta un 20% en mercados emergentes. La posibilidad de invertir en activos de baja capitalización puede influir negativamente en la liquidez del fondo. El riesgo divisa estará entre un 0% y un 100% de la exposición total. La parte no expuesta en renta variable se invertirá en renta fija pública/privada (incluyendo depósitos, instrumentos del mercado monetario cotizados o no, líquidos) de emisores/mercado OCDE (fundamentalmente zona euro), sin duración predeterminada. Estas inversiones tendrán al menos mediana calificación crediticia (mínimo BBB- o equivalente), o la que tenga el Reino de España en cada momento, si fuera inferior. 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 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. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.00 0.00 1.30 1.30 1 *A* MUTUAFONDO SALUD, FI EUR 13213.19 52 0.00 false 10,00 Euros 1308295 99.0143 0.32 0.32 0.32 0.32 01 0.01 0.01 01 01 0.54 0.54 false GraficaVL.png png 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 Distribucion2.png png 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 Distribucion3.png png 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 Distribucion4.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 a) El fondo no tiene participaciones significativas. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La primera mitad del año 2024 ha venido marcada por un ritmo de crecimiento global que recuerda al del año pasado donde se han visto varios actores involucrados a lo largo de las distintas etapas del año. El mercado japonés fue el primero en establecer rendimientos al alza durante los primeros compases del año dejando un magnífico 22.28%, siguiéndole el mercado estadounidense que ha visto cómo los resultados empresariales seguían beneficiando el consumo y como la gran magnífica, como se llama ya a NVDIA, ha empujado en buena medida el mercado que se sitúa ya en un 16.72%. La inflación en la zona europea y americana alcanza la estabilidad deseada pero se mantiene lejos del objetivo fijado. Esto, provoca que se esperen recortes moderados de tipos de interés durante el segundo semestre del año. Los riesgos actuales globales se mantienen a la baja en PIB con más equilibrio en IPC y la inestabilidad política provocada por las elecciones pasadas y futuras será pasajera y no debería suponer un freno para el avance de las economías. Sectorialmente se preveen buenos resultados para aquellos que mejor lo han venido haciendo en el año como: Tecnología, Financiero e Industrial con potencial para otros como Turismo y Construcción. b) Decisiones generales de inversión adoptadas. A lo largo del semestre se ha recibido la aprobación del fondo por parte de la CNMV y se ha comenzado con la construcción de la cartera de forma progresiva y ordenada. A cierre del semestre la cartera del fondo estaba invertida en un 95% manteniendo un 5% en liquidez. Ese 95% está íntegramente invertido en renta variable del sector salud, de acuerdo a la filosofía de inversión del fondo. c) Índice de referencia. N/A d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El ratio de gastos soportados en el presente en la clase A se situó en 0,52% mientras que en la clase L se situó en 0,36%, dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc. Los patrimonios a cierre de ejercicio en miles de euros son de 1.308 para la clase A y 3.814 para la clase L, el número de partícipes total es 52 en la clase A y 10 en la clase L, el total de partícipes del fondo asciende a 62. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de Renta variable internacional gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 9,73% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Desde un primer momento la diversificación geográfica ha tomado una pauta que se ha ido manteniendo de manera aproximada. Esta consiste en un 65%-70% de inversión en Estados Unidos, como región más representativa, entre un 12% y 16% en Europa y con un peso más reducido de entre el 6% y el 10%,Japón. Todo, como decíamos, en renta variable del sector salud. Del mismo modo, por subsectores, destaca una exposición a equipos médicos del 28%, seguida por pesos cercanos al 15% para productos farmaceúticos, biotecnología y administración de salud. El resto de sectores, con una presencia menor, tienen menos relevancia dentro del comportamiento del fondo. Las 5 posiciones que más han aportado a la rentabilidad del fondo son: Eli Lilly, Intuitive Surgical, HealthEquity, Incyte Corp, Exelixis A cierre de junio el fondo tiene 38 posiciones, siendo en un solo caso el peso superior al 5%. Las mayores posiciones del fondo junto con su peso son: 1.Eli Lilly: 5,08% 2.United Health: 4,64% 3.HealthEquity: 3,62% 4.Edwards Lifesciences: 3,22% 5.Encompass Health: 3,21% b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El grado de cobertura medio se sitúa durante el periodo en el 50,02% y el apalancamiento medio el 0%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente en las condiciones pactadas. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. 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 0%. 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. La metodología aplicada es 100% cuantitativa. A partir de las compañías del sector salud de los índices S&P 500, S&P MidCap400, Stoxx 600 y Nikkei 225, identifica compañías con calidad, que sean bien gestionadas, seguras, rentables y con capacidad de crecimiento. Previamente a la selección se emplea un filtro ético que excluye aquellas compañías que no cumplan con la Doctrina Social de la Iglesia, de forma que el universo de inversión final es más reducido. No aplicable. 2700575090 21413 1.28 0 0 0.00 418524759 8444 2.40 822906531 6249 2.95 46995473 49 3.45 497659195 3684 4.87 109168145 1161 6.65 447803319 12164 9.73 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 19540319 570 4.03 541192254 19377 1.54 0 0 0.00 0 0 0.00 430563803 4865 1.73 1402758585 3457 1.82 0 0 0.00 193404075 6303 0.72 7631091548 87736 2.48