MUTUAFONDO DINERO FI 1.0.0 2026-01-01 2026-06-30 MUTUAFONDO DINERO FI 1.0.0 2025-07-01 2025-12-31 MUTUAFONDO DINERO FI 1.0.0 2026-01-01 2026-06-30 MUTUAFONDO DINERO FI 1.0.0 2025-01-01 2025-12-31 MUTUAFONDO DINERO FI 1.0.0 2026-04-01 2026-06-30 MUTUAFONDO DINERO FI 1.0.0 2026-01-01 2026-03-31 MUTUAFONDO DINERO FI 1.0.0 2025-10-01 2025-12-31 MUTUAFONDO DINERO FI 1.0.0 2025-07-01 2025-09-30 MUTUAFONDO DINERO FI 1.0.0 2024-01-01 2024-12-31 MUTUAFONDO DINERO FI 1.0.0 2023-01-01 2023-12-31 MUTUAFONDO DINERO FI 1.0.0 2021-01-01 2021-12-31 MUTUAFONDO DINERO FI 1.0.0 2023-01-01 2025-12-31 MUTUAFONDO DINERO FI 1.0.0 2021-01-01 2025-12-31 MUTUAFONDO DINERO FI 1.0.0 2026-06-30 MUTUAFONDO DINERO FI 1.0.0 2025-12-31 MUTUAFONDO DINERO FI 1.0.0 2024-12-31 MUTUAFONDO DINERO FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure MUTUAFONDO DINERO FI 4082 02 02 2026 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 2008-11-07 08 19 1, en una escala del 1 al 7. La gestión toma como referencia la rentabilidad del índice Letra del Tesoro español a 3 meses, a efectos meramente informativos y/o comparativos. El objetivo del fondo es mantener el principal y obtener una rentabilidad acorde con los tipos del mercado monetario. El fondo no constituye una inversión garantizada. El riesgo de pérdida del principal deberá ser soportado por el inversor. Se invertirá directamente o a traves de IIC (hasta un 10% en fondos monetarios) en instrumentos del mercado monetario cotizados y no cotizados que sean líquidos, y pactos de recompra inversa que tengan como subyacente dichos instrumentos. Los emisores y mercados serán Reino de España y Alemania. Las inversiones son a corto plazo, siendo el vencimiento medio ponderado de la cartera, igual o inferior a 6 meses. La vida media ponderada de la cartera es igual o inferior a 12 meses. La calificación crediticia mínima a corto plazo deberá ser al menos A2 por Standard and Poors o equivalente por otras agencias. No existe exposición a riesgo de divisa, deuda subordinada, renta variable ni materias primas. Al menos el 7,5% de sus activos serán activos con vencimiento diario, pactos de recompra inversa o efectivo que puedan finalizar o retirarse con preaviso de 1 día hábil. Al menos el 15% de sus activos serán activos con vencimiento semanal, pactos de recompra inversa o efectivo que puedan finalizar o retirarse con preaviso de 5 días hábiles. Podrá invertir más de un 5% de sus activos en diferentes instrumentos del mercado monetario emitidos o garantizados individual o conjuntamente por el Tesoro Público Español. Existe diversificación en estos activos en al menos 6 emisiones diferentes y la inversión en una misma emisión no supera el 30% del activo. El índice de referencia es la Letra del Tesoro español con vencimiento 3 meses, accesible a través de Bloomberg bajo el código GTESP3M GOVT. Los instrumentos del mercado monetario podrán tener un vencimiento legal en la fecha de emisión o el vencimiento residual igual o inferior a dos años, y el tiempo restante hasta la siguiente fecha de revisión del tipo de interés igual o inferior a 397 días. Se invertirá hasta un máximo del 10% en participaciones o acciones de otros FMM, (activo apto), armonizadas o no, no pertenecientes al grupo de la gestora. La gestión del fondo está basada en la elección del plazo y emisores más atractivos en cada momento dentro de los límites indicados. El fondo no opera con instrumentos financieros derivados. 01 0.00 0.00 0.00 0.00 1.42 1.73 1.42 1.97 1 *A* MUTUAFONDO DINERO FI EUR 2100842.76 1914306.11 2906 2821 0.00 0.00 false 10,00 Euros 239203134 216115512 235003084 273592513 113.8606 112.8950 110.6262 106.9252 0.10 0.10 0.10 0.10 01 0.01 0.01 01 0.86 0.54 0.31 0.46 0.40 2.05 3.46 2.89 -0.67 -0.02 -0.03 -0.03 2026-04-07 2026-03-19 2023-12-26 0.05 0.05 0.05 2026-04-08 2026-04-08 2024-08-02 01 0.21 0.25 0.16 0.14 0.13 0.16 0.21 0.20 0.05 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 BENCHMARK MUTUAFONDO DINERO FI (REV DIC 14) 0.40 0.56 0.08 0.08 0.77 0.40 0.20 0.52 0.10 0.17 0.17 0.20 0.22 0.24 0.22 0.29 0.28 0.10 0.11 0.06 0.06 0.06 0.06 0.23 0.22 0.19 0.07 false GraficaVL.png png 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Distribucion3.png png 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 false false false false false false false false false true 22/05/2026 MUTUAFONDO DINERO, FI Modificación del lugar de publicación del valor liquidativo El valor liquidativo de dichos fondos pasa a publicarse en la WEB de la Gestora. Número de registro: 315502 false false false true false true false false a) No tiene participaciones significativas. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 2.780.999.999,99 euros, suponiendo un 605,55% sobre el patrimonio medio de la IIC en el periodo de referencia. 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 2.780.999.999,99 euros, suponiendo un 605,55% sobre el patrimonio medio de la IIC en el período de referencia. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El semestre ha estado dominado por dos vectores: el shock geopolítico asociado al cierre del estrecho de Ormuz y el impulso de la inteligencia artificial. La volatilidad del crudo condicionó inflación, bancos centrales y curvas de tipos, mientras que la inversión en centros de datos sostuvo el crecimiento y los beneficios empresariales, especialmente en Estados Unidos. En este contexto, el mercado terminó prestando más atención a la aceleración del capex tecnológico que al deterioro puntual de la inflación energética. Los bancos centrales han reaccionado con prudencia. El BCE ha realizado su primera subida en casi tres años y su tipo de depósito concluye junio en 2,25%, 25 pb por encima del nivel de cierre de 2025. En Estados Unidos, la Fed mantiene los tipos oficiales en 3,75%, aunque la primera comparecencia de Kevin Warsh, nuevo presidente de la Reserva Federal, endureció momentáneamente el tono del corto plazo y del dólar. El mensaje de fondo sigue siendo dual: preocupación por una inflación todavía elevada en el corto plazo, pero expectativa de que el efecto del petróleo sea transitorio y de que la IA tenga un sesgo desinflacionista a medio plazo. Estados Unidos ha seguido mostrando un mejor comportamiento gracias al soporte de beneficios, productividad e inversión, mientras Europa ha acusado más el encarecimiento energético y el debilitamiento de las sorpresas macro.. En paralelo, el extraordinario despliegue inversor ligado a la IA refuerza el crecimiento nominal y explica una parte relevante del dinamismo del ciclo americano. En bolsa, esto se ha traducido en revalorizaciones a cierre de junio del +10,2% del S&P 500 y del +19,9% del Nasdaq 100, frente al +11,1% del Euro Stoxx 50, +10,4% del Europe 600, +22,7% de emergentes y +20,0% de Japón. La divergencia sectorial ha sido extrema: el SOX, índice de semiconductores americano, avanzó un 101% en el semestre, mientras el software cayó en torno a un 15%. Esta dispersión explica la clara superioridad del Nasdaq y de mercados con mayor sesgo tecnológico como Japón y varios emergentes asiáticos. En divisas el dólar se apreció frente a la mayor parte de monedas por esa fortaleza de la economía americana y el tono más restrictivo de su política monetaria. Frente al Euro, el dólar se apreció un +2,8% en el semestre, En materias primas, el balance es mixto: el petróleo cierra cerca de 72,9 dólares, con un avance semestral del +19,8% pese a caer-36,0% en el segundo trimestre; el índice BBG Commodity sube +14,4% en el año; el cobre avanza +7,7%; y el oro deja de comportarse como activo refugio y retrocede-7,2% b) Decisiones generales de inversión adoptadas. Durante el semestre, se ha mantenido un posicionamiento prudente, con niveles de renta variable cercanos a la neutralidad. A nivel geográfico, hasta el mes de junio, hemos mantenido una mayor exposición a EE.UU respecto a Europa debido al mayor crecimiento de beneficios. Desde junio, hemos revertido la situación, aumentando más el peso en Europa que había sido más castigada por el impacto de la guerra. Durante el semestre hemos aumentado el peso en países emergentes. En renta fija, se ha incrementado la duración de las carteras mediante la inversión en deuda pública, aprovechando el repunte de los tipos de interés y el atractivo del carry en un entorno de curvas aplanadas. Asimismo, se ha mantenido una visión cauta en crédito, dada la compresión de los diferenciales. En divisas, se ha optado por una posición más neutral o ligeramente infraponderada en dólar, ante la expectativa de una eventual moderación de la política monetaria estadounidense. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice Letra del Tesoro español a 3 meses, a efectos meramente informativos y/o comparativos. El objetivo del fondo es mantener el principal y obtener una rentabilidad acorde con los tipos del mercado monetario. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El ratio de gastos soportados en el presente ejercicio en la clase A se situó en 0,11% mientras que en la clase L y en la D se situó en 0,04% y 0,21% respectivamente dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc. La evolución del patrimonio ha sido positiva este ejercicio un 10,68% en la clase A, en la L positiva con un 32,87% mientras que en la D la subida ha sido del 0,50%, el número total de partícipes del fondo asciende a 5.269. La rentabilidad neta acumulada del fondo se ha situado en el 0,86% en la clase A, 0,93% en la L y 0,76% en la D. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de FMM estándar de valor liquidativo variable gestionados por Mutuactivos SGIIC tuvieron una rentabilidad media de 0,69% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Continuamos sin cambios significativos en el porfolio del fondo, mantenemos la liquidez en cuenta y repo, en un alto porcentaje. Operativamente, se han ido renovando los vencimientos de los activos en cartera (Letras del Tesoro), dejando la misma, diversificada en un mínimo 6 referencias, y plazos inferiores a año. Durante el periodo se ha invertido las entradas en patrimonio y los vencimientos en letras a diferentes vencimientos a menos de un año Activos ilíquidos: 0%. Activos con rating HY o NR: N/A 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 99,82% y el apalancamiento medio en el 2,81%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente en las condiciones pactadas. El resto de los recursos que componen la liquidez han sido invertidos en operaciones con pacto de recompra diaria, con una remuneración media del 1,80%. Activos en situación de litigio: N/A Duración al final del periodo: 0,36 años Tir al final del periodo: 2,31% 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 del fondo se ha situado en el 0,21% para las clases A, L y D, aumentando respecto al periodo anterior. El nivel actual de volatilidad anual del fondo se encuentra en niveles inferiores en comparación con el Ibex 35, que se situó en el 19,33%, inferiores a la Letra del Tesoro con vencimiento a 1 año, que se situó en el 0,64%, e inferiores a su benchmark, que se situó en el 0,40%. 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 0,17% para la clase A, 0,18% para la clase L y 0,21% para la clase D a cierre del período, disminuyendo en todas las clases respecto al semestre anterior. 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 trimestre, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 0%. Durante el primer semestre se ha intercambiado colateral en tres ocasiones con Caixabank. La cuantía de los colaterales entregados y/o recibidos han representado en media el 0,02% del patrimonio del fondo. A cierre del semestre no hay colateral entregado y/o recibido. 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. De cara al próximo semestre, el escenario de mercado continuará determinado por la interacción entre inflación, política monetaria y ciclo económico, en un contexto en el que el shock energético parece perder intensidad a medida que se normaliza el precio del crudo. La evolución reciente apunta a un posible carácter transitorio del repunte inflacionista, lo que abre la puerta a una postura más flexible por parte de los bancos centrales si se confirma la moderación de precios en los próximos meses. Este cambio de tono, junto con unas expectativas de crecimiento todavía sostenidas, contribuiría a estabilizar las condiciones financieras tras el fuerte ajuste observado en los tramos cortos de las curvas. Al mismo tiempo, el ciclo de inversión ligado a la inteligencia artificial continúa ofreciendo soporte tanto al crecimiento económico como a los beneficios empresariales, si bien comienza a observarse una mayor dispersión entre sectores y compañías, especialmente en aquellos segmentos donde las valoraciones son más exigentes. Esta combinación de factores justifica un posicionamiento constructivo, aunque acompañado de episodios de volatilidad y una menor direccionalidad de los mercados. 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