LORETO PREMIUM GLOBAL, FI 1.0.0 2025-01-01 2025-06-30 LORETO PREMIUM GLOBAL, FI 1.0.0 2024-07-01 2024-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2025-01-01 2025-06-30 LORETO PREMIUM GLOBAL, FI 1.0.0 2024-01-01 2024-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2025-04-01 2025-06-30 LORETO PREMIUM GLOBAL, FI 1.0.0 2025-01-01 2025-03-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2024-10-01 2024-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2024-07-01 2024-09-30 LORETO PREMIUM GLOBAL, FI 1.0.0 2023-01-01 2023-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2022-01-01 2022-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2020-01-01 2020-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2022-01-01 2024-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2020-01-01 2024-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2025-06-30 LORETO PREMIUM GLOBAL, FI 1.0.0 2024-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2023-12-31 LORETO PREMIUM GLOBAL, FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure LORETO PREMIUM GLOBAL, FI 5290 02 02 2025 EUR A+ (FITCH) false PASEO DE LA CASTELLANA, 40 5ºPLANTA 28046 MADRID EM info@loretoinversiones.com WWW.loretoinversiones.com 05 PASEO DE LA CASTELLANA, 40 5ºPLANTA 28046 MADRID EM info@loretoinversiones.com 2018-08-02 08 15 3 en una escala del 1 al 7. Se invierte un 0-100% de la exposición total en renta variable o en renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos). La exposición al riesgo divisa será del 0-100%. Los emisores y mercados serán de países OCDE o de países emergentes, sin limitación. Podrá invertir hasta un 10% del patrimonio en IIC financieras (activo apto), armonizadas o no, del grupo o no de la gestora. 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. El fondo cumple con la Directiva 2009/65/CE (UCITS). Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles. 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 US TREASURY N/B T 4,000 30.04.2032 Compra Futuro|US TREASURY N/B T 4,000 30.04.2032|1 7758129 02 US TREASURY N/B T 4,125 30.11.2029 Compra Futuro|US TREASURY N/B T 4,125 30.11.2029|1 13239265 02 20997394 EUR/USD SPOT (SUBYACENTE) Compra Futuro|EUR/USD SPOT (SUBYACENTE)|125000| 4148955 01 4148955 25146349 false false true false false false false false false false c) Con fecha 25 de abril de 2025, se ha realizado un reembolso de participaciones que ha supuestouna disminución del 44,29% delpatrimonio del fondo de inversión, respecto al día anterior. true false false true false false false true a) Participes significativos a 30 de Junio de 2025. Partícipes (personas jurídicas) con una inversión en la Clase I del fondo de 16.571,567478 y 54.663,479978 participaciones, lo que representa un 21,087 % y 69,558 % respectivameente del patrimonio del mismo. d) La entidad depositaria ha actuado como vendedor para el Fondo en las siguientes operaciones: TOTAL VENTAS ACTIVOS RENTA FIJA: 441.225,97 EUR (0,36 % del patrimonio medio del Fondo) h) Existen operaciones relativas a compraventas de divisas con el Depositario, que están sometidas al procedimiento de operaciones vinculadas de la Gestora. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La primera mitad de 2025 ha estado marcada por una notable volatilidad en los mercados financieros, provocada por el inicio de una nueva guerra arancelaria por parte de EE.UU., que desencadenó fuertes caídas en abril seguidas de una rápida recuperación. A pesar de este sobresalto, el S&P 500 y el Nasdaq cerraron el mes de junio en máximos históricos. No obstante, Europa sigue liderando las rentabilidades en los mercados de renta variable en lo que va de año, con el Eurostoxx 50 un 8,32% frente al 5,50% del S&P 500. Desde comienzos de año hemos observado una notable dispersión en el comportamiento de los principales índices de renta variable a nivel global. Europa ha sido la región más beneficiada en lo que va de ejercicio. Los sectores industrial, financiero y eléctrico lideraron las subidas, con compañías europeas como Rheinmetall, Siemens Energy o Société Générale entre las más destacadas mientras que Estados Unidos ha registrado el peor desempeño relativo. A nivel sectorial, la dispersión también ha sido significativa, lo que pone de manifiesto los beneficios de una gestión activa bien ejecutada. Pese a la evolución favorable de los mercados, los niveles de valoración continúan siendo elevados, especialmente en EE.UU. El diferencial de valoración entre Europa y EE.UU. se mantiene próximo a máximos históricos. Este contexto, junto con un mayor estímulo fiscal previsto en Europa y un menor impacto arancelario, refuerza nuestra preferencia relativa por los activos europeos. Además, dada la elevada exposición de los inversores globales a activos estadounidenses, cualquier ajuste marginal en las asignaciones podría traducirse en flujos desproporcionadamente favorables hacia Europa. La renta fija ha registrado un comportamiento positivo en lo que va de año, aunque acompañado de una elevada volatilidad. Seguimos considerando adecuada una estrategia de duración ligeramente más larga, en un contexto de tipos de interés a la baja. La rentabilidad del bono americano a 10 años cierra el semestre en el 4,23%, aunque llegó a tocar el 4,80% a inicios de año y el 3,85% el día del anuncio de las tarifas por parte de Trump. El alemán por su parte cierra en el 2,59%, frente al 2,40% de inicios de año y los máximos del 2,95% de inicios de marzo con el anuncio del nuevo plan fiscal de Alemania. En cuanto al crédito, los actuales niveles de diferenciales ofrecen escaso atractivo. A pesar de que no anticipamos un deterioro económico significativo y que las compañías (especialmente las de grado de inversión) presentan sólidos fundamentos, el margen de protección ante eventos adversos es limitado. Un eventual repunte de la inflación podría generar presiones adicionales sobre esta clase de activo. El dólar registró su peor semestre en más de 50 años (-11%), lastrado por déficits persistentes y crecientes expectativas de recortes de tipos de interés, lo que favoreció tanto a Europa como a los mercados emergentes. b) Decisiones generales de inversión adoptadas. La exposición total a renta fija en contado se sitúa en el 44% del patrimonio frente al 47% de finales de diciembre, incluyendo los fondos con exposición en renta fija. El peso en deuda gobierno aumenta hasta el 37% del patrimonio frente al 34% de finales del período anterior, frente al descenso de un 5% en bonos corporativos, hasta situarlos en el 6%. Aprovechamos el repunte de rentabilidades de inicios de año para incrementar la duración a través de deuda gubernamental de la zona euro con vencimientos entre 5-10 años principalmente y futuros en deuda americana para no tener riesgo divisa, principalmente en el tramo 5 y 10 años. Si bien las perspectivas de un déficit más alto al otro lado del Atlántico unido a un posible repunte de inflación son lastres para nuestra estrategia creemos que el crecimiento económico se está desacelerando y obligará a la FED a rebajar más los tipos. Cerramos el semestre con una duración entorno al 2,9, donde los futuros sobre deuda americana son los principales contribuidores a dicha cifra, y un rating medio de cartera A. El peso en liquidez se sitúa en el 10%. En cuanto a la renta variable, la volatilidad de los mercados ha desempeñado un papel muy relevante, especialmente después del primer anuncio de aranceles por parte de Trump en los primeros días de abril. El Eurostoxx acabó marzo con una subida de más del 7%, mientras que el S&P 500 cayó más de un 4% (-8,4% si lo medimos en euros). A partir de los mínimos de abril, las bolsas han superado rápidamente los niveles previos al Día de la Liberación acabando junio cerca o por encima de máximos históricos en los principales mercados. La dispersión sectorial ha sido alta, destacando en el lado positivo bancos, eléctricas y compañías ligadas al sector defensa. En el lado negativo, los valores más ligados al consumo discrecional, salud y autos, son los que peor se han comportado. Las expectativas de crecimiento de las economías se están revisando a la baja por la incertidumbre de los aranceles. El consenso espera un crecimiento para este año en Europa del 1%, para Estados Unidos se espera un 1,5% mientras que para China se espera un 4,6%. Este menor crecimiento junto con la fuerte apreciación del euro, van a ser los factores que nos van a permitir valorar la visibilidad de las compañías para los próximos meses con la vista puesta en la presentación de resultados del segundo trimestre. A pesar de la cautela con la que entramos en el segundo semestre del año, somos positivos con la evolución de la renta variable a medida que se vayan alcanzando acuerdos comerciales entre las principales economías que ayuden a reactivar la actividad económica. Por ello seguimos apostando por el sector financiero que se va a beneficiar de esa mejora de la actividad y de la repatriación de capitales hacia Europa y por compañías del sector industrial que se van a beneficiar de los nuevos planes de estímulo. La exposición en renta variable, tanto en contado como en futuros incluyendo los fondos con exposición a renta variable, se sitúa en el 45% a cierre de semestre, habiendo aprovechado los momentos de mayor volatilidad para aumentar tácticamente el nivel de inversión. c) Índice de referencia. Con fecha 25.02.2025 se inscribió en el Registro Administrativo de la CNMV el folleto del fondo con la finalidad de suprimir el índice de referencia Euro Stoxx 50EURO STOXX 50 Net Return -para renta variable- y Bloomberg Barclays Series-E Euro Govt 1-3 Yr Bond Index -para renta fija-, utilizado como referencia para contextualizar su comportamiento. La razón fundamental por la que se suprimió el citado índice es que el fondo no se gestiona en referencia al mismo, por lo que la composición de la cartera del fondo no está indiciada al mismo, teniendo el fondo un comportamiento distinto al del índice. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo se sitúa en los 99.691.000 euros, con una disminución de 24.563.000 euros con respecto a finales del período anterior. El desglose de la variación patrimonial, en tanto por ciento sobre el patrimonio medio en el período, se resumiría en un -32.37% debido a suscripciones y reembolsos, un 11,65% debido a rendimientos de gestión y un -0,42% como consecuencia de los gastos repercutidos al fondo. El número de partícipes ha variado respecto al periodo anterior y pasa de 262 a 280. Durante el período, la rentabilidad del fondo en su clase institucional fue del 12,59% mientras que en su clase minorista fue del 12,37%. La rentabilidad media de la liquidez, en porcentaje anualizado, fue del 0,08%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los resultados de este fondo son dispares con respecto a otras IIC del grupo, así como también lo es su riesgo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En la parte de renta fija, en la deuda gubernamental se ha incrementado el peso en letras francesas e italianas frente al descenso en letras españolas, al proporcionar más rentabilidad las primeras. Se ha incrementado el peso en deuda gubernamental europea de medio -largo plazo al 24% frente al 16% del semestre anterior, con la compra de bonos Italia2032, Alemania 2035 ó Alemania 2030. El peso en deuda corporativa disminuye con la venta de bonos perpetuos de Rabobank, Intesa o Groupama entre otros, o el fondo de deuda emergente de Stone. Durante el semestre las posiciones en futuros sobre el diez años alemán (vencimiento junio) y americano (septiembre) unido al etf de deuda emergente en moneda local son los activos que más han aportado a la cartera en la parte de renta fija. En el lado contrario, la perpetua de Rabobank, Groupama y Credit Agricole son los principales detractores de rentabilidad, aunque muy reducida. En renta variable hemos hecho una gestión activa de la cartera aprovechando los picos de volatilidad. Durante el semestre, hemos aumentado peso en financieros, industriales y tecnología. Los sectores en los que hemos reducido peso han sido consumo discrecional, materiales y energía. Respecto a la renta variable, a lo largo del semestre hemos comprado Rheinmetall, Siemens Energy, Tesco, Deutsche Telekom, Microsoft, Dell, Inditex, Unicredit y un ETF de infraestructura de Cloud, entre otros. Hemos vendido posiciones en Prosegur, EON, RWE, Eiffage, BASF, Telecom Italia, Sanofi, BAMI y Alibaba, entre otros. Los valores que más han contribuido a la rentabilidad positiva del fondo han sido Alibaba, Siemens Energy, Dell, Eiffage y Unicredit. Por el contrario, los que más han contribuido negativamente al fondo han sido LVMH, Capgemini, Smurfit Westrock, y un ETF de biotecnología. b) Operativa de préstamo de valores. Ningún activo ha sido objeto de operaciones de préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. A lo largo del periodo se realizaron operaciones con instrumentos financieros derivados con finalidad de inversión y cobertura. La estrategia de inversión en derivados persigue, en todo momento, la consecución de una mayor o menor sensibilidad de la cartera a los movimientos de mercados. A fecha 30 de junio el importe comprometido en derivados ascendía a 25.146.000 euros El grado de cobertura medio durante el periodo ha sido del 99,10%. El nivel medio de apalancamiento durante el periodo ha sido del 12,70%. d) Otra información sobre inversiones. No se han realizado inversiones al amparo del artículo 48.1.j del RIIC, ni se mantienen productos estructurados en cartera. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplicable. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo a lo largo del semestre ha sido del 8,14%, frente al 0,48% de la letra española y del 19,89% del Eurostoxx 50 Net Return. La volatilidad histórica es un indicador de riesgo que nos da cierta información acerca de la magnitud de los movimientos que cabe esperar en el valor liquidativo del fondo, aunque no debe usarse como una predicción o un límite de pérdida máxima. 5. EJERCICIO DERECHOS POLITICOS. De acuerdo con lo previsto en sus procedimientos, Loreto Inversiones, SGIIC, S.A.U. ejerce los derechos inherentes a los valores que integran el patrimonio de los Fondos gestionados en beneficio de los partícipes, en particular el derecho de asistencia y voto en las juntas generales, siempre que el emisor sea una sociedad española y que la participación conjunta de los Fondos gestionados represente, al menos, el 1% del capital de la sociedad participada y que dicha participación tenga una antigüedad superior a 12 meses, así como en aquellos otros casos que estime conveniente el Departamento de Gestión de Inversiones. Durante este semestre, Loreto Inversiones, SGIIC ha ejercido los derechos de los valores en cuatro compañías (Endesa, Prosegur, Sacyr y Dia) que integran el conjunto de los Fondos gestionados, dándose cumplimiento a lo previsto en los procedimientos. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplicable. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplicable. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. El fondo no soporta costes por el servicio de análisis financiero, siendo los gastos soportados por la gestora. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplicable. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Nos mantenemos optimistas de cara al segundo semestre. Esperamos retornos moderadamente positivos en renta variable, con menor volatilidad que en la primera mitad del año. Seguimos pensando que Europa debería hacerlo mejor que EE.UU., aunque también vemos oportunidades atractivas en este último mercado, especialmente en el ámbito de la inteligencia artificial. La renta fija continuará aportando valor defensivo a nuestras carteras, ya que anticipamos nuevas bajadas de tipos tanto en Europa como en EE.UU. Como siempre, nuestra prioridad será la preservación del capital de nuestros inversores, identificando y aprovechando las mejores oportunidades de inversión a través de una gestión activa. No aplica No aplica 0 0 0.00 0 0 0.00 112721034 252 6.98 0 0 0.00 79132835 200 15.21 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 116130357 267 12.57 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 30982191 197 1.63 0 0 0.00 0 0 0.00 338966417 916 10.33