THISHUL INVESTMENT SICAV SA 1.0.0 2026-01-01 2026-06-30 THISHUL INVESTMENT SICAV SA 1.0.0 2025-07-01 2025-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2026-01-01 2026-06-30 THISHUL INVESTMENT SICAV SA 1.0.0 2025-01-01 2025-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2026-04-01 2026-06-30 THISHUL INVESTMENT SICAV SA 1.0.0 2026-01-01 2026-03-31 THISHUL INVESTMENT SICAV SA 1.0.0 2025-10-01 2025-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2025-07-01 2025-09-30 THISHUL INVESTMENT SICAV SA 1.0.0 2024-01-01 2024-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2023-01-01 2023-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2021-01-01 2021-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2023-01-01 2025-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2021-01-01 2025-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2026-06-30 THISHUL INVESTMENT SICAV SA 1.0.0 2025-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2024-12-31 THISHUL INVESTMENT SICAV SA 1.0.0 2023-12-31 iso4217:EUR xbrli:pure THISHUL INVESTMENT SICAV SA 1061 02 02 2026 EUR n.d. false c/ Goya, 11. Madrid 28001 EM info@singularam.es https://www.singularam.es 05 c/ Goya, 11. Madrid 28001 EM info@singularam.es 2000-04-07 06 15 alto true false La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IICs, en activos de renta variable y renta fija sin que exista predeterminación en cuanto a los porcentajes de inversión en cada clase de activo pudiendo estar la totalidad de su patrimonio invertido en renta fija o renta variable. Dentro de la renta fija además de valores se incluyen depósitos a la vista o con vencimiento inferior a un año en entidades de crédito de la UE o que cumplan la normativa específica de solvencia e instrumentos del mercado monetario no cotizados, que sean líquidos.No existe objetivo predeterminado ni límites máximos en lo que se refiere a la distribución de activos por tipo de emisor (publico o privado), ni por rating de emisión/emisor, ni duración, ni por capitalización bursátil, ni por divisa, ni por sector económico, ni por países. Se podrá invertir en países emergentes. La exposición al riesgo de divisa puede alcanzar el 100% del patrimonio. La Sociedad no tiene ningún índice de referencia en su gestión. 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Distribucion2.png png 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 Distribucion3.png png 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 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 570694 01 570694 570694 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 511069 02 511069 EURO- DOLAR Compra Futuro|EURO- DOLAR|125000| 627902 01 627902 VOLKSWAGEN INTL 3.75% 28/09/2027 Compra Plazo|VOLKSWAGEN INTL 3.75% 28/09/2027|1000 100890 02 100890 1239861 false false false false false false false No aplica. true false true false true false true true a.) Existen dos Accionistas significativos con un volumen de inversión que supone el 43,96% y el 48,26% sobre el patrimonio de la IIC. c.) La gestora y el depositario pertenecen al mismo grupo, habiendose adoptado todas la medidas oportunas para la separación según la legislación vigente. 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 82.221,33 euros suponiendo un 0,71% sobre el patrimonio medio de la IIC en el periodo de referencia. Estas operaciones han soportado 0 eur de gastos de liquidación y brokerage. g.) El importe satisfecho en concepto de comisiones de brokerage y liquidación de operaciones percibido por alguna empresa del grupo de la gestora asciende a 1.418,45 euros durante el periodo de referencia, un 0,01% sobre el patrimonio medio. h.) Durante el periodo se han efectuado 7 operaciones de renta variable o IIC cuyo intermediario ha sido una entidad del grupo de la gestora por un total de 648 miles de euros. Estas operaciones han supuesto comisiones de 0,0020% sobre el patrimonio medio de la IIC. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. A) VISIÓN DE LA GESTORA/SOCIEDAD SOBRE LA SITUACIÓN DE LOS MERCADOS. La interrupción prolongada de suministros desde el Golfo Pérsico aboca a un periodo de inflación y tipos de interés más elevados de lo previsto a principios de año, pero es improbable que dé al traste con el ciclo de crecimiento económico y de los resultados empresariales. Por ello, los mercados seguirán enfocados en la revolución tecnológica y en discernir entre los beneficiados y perjudicados por la disrupción de la inteligencia artificial. Las inmensas inversiones que requiere su despliegue y las esperadas mejoras de eficiencia y productividad continuarán impulsando los beneficios, proporcionando un potencial alcista adicional que justifica mantenerse invertido en renta variable. El mercado ya descuenta que el BCE elevará este año su tipo efectivo al menos 50 puntos básicos y que la Reserva Federal difícilmente podrá recortar más los tipos. Este cambio de expectativas ha desplazado al alza las curvas de tipos y explica el discreto comportamiento de la renta fija en la primera parte del año. Aun así, el aumento de las rentabilidades ofrece una oportunidad para invertir la liquidez y los fondos monetarios en el tramo corto (1-3 años) de la deuda pública, ya que permite capturar los niveles actuales de rentabilidad tanto si las subidas finalmente se producen como si posteriormente se revierten o incluso no llegan a materializarse. Los mercados de crédito mantienen unas dinámicas técnicas y fundamentales favorables. La elevada demanda está absorbiendo sin dificultad el incremento de emisiones, especialmente en Estados Unidos por parte de las grandes compañías tecnológicas, mientras que el temor a un contagio sistémico derivado de la deuda privada se ha moderado. No obstante, los diferenciales presentan un riesgo asimétrico al alza, por lo que sigue siendo aconsejable concentrar la exposición en emisores de mayor calidad crediticia y en vencimientos cortos e intermedios. En el mercado de divisas, la reducción del diferencial de tipos entre Europa y Estados Unidos apunta a una depreciación gradual del dólar. Se espera que el tipo de cambio permanezca durante algunos meses en el rango de 1,15-1,20 EUR/$, con un nivel de equilibrio cercano a 1,18 a finales de año y una evolución hacia 1,20 a lo largo de 2027. En cualquier caso, dado el papel del dólar como activo refugio en un entorno de incertidumbre geopolítica y energética, resulta prudente mantener cubierta únicamente una parte de la exposición derivada de la renta variable estadounidense. No se aprecia una inflexión en el sólido crecimiento de los beneficios empresariales. De hecho, la aceleración de los resultados, especialmente en el sector tecnológico, ha permitido moderar las valoraciones bursátiles. En este contexto, se estima un potencial de revalorización para la renta variable del 7%-9% en los próximos doce meses, a pesar de una posible compresión moderada de múltiplos provocada por unos tipos de interés elevados durante más tiempo y un ligero aumento de las primas de riesgo. Todo ello justifica mantener una exposición a renta variable, al menos, en línea con la asignación estratégica de cada cartera, aprovechando las correcciones para incrementar posiciones. Desde un punto de vista temático, seguimos siendo favorables al sector tecnológico, con especial relevancia de la cadena de valor de Asia Emergente. Asimismo, continuamos viendo un importante recorrido en los sectores que hacen posible el despliegue de la inteligencia artificial, especialmente las infraestructuras y la electrificación necesarias para el desarrollo de centros de datos. En materias primas, preferimos una exposición indirecta a través de compañías mineras diversificadas. En el caso del oro, consideramos razonable esperar a que su precio se estabilice antes de incorporar nuevas posiciones o reforzar las existentes, utilizándolo como un elemento de diversificación estructural dentro de las carteras. B) DECISIONES GENERALES DE INVERSIÓN ADOPTADAS. Durante el semestre se ha rebajado la exposición media del vehículo en unos 2 puntos aproximadamente, comprando renta fija. Se deja el fondo con una estructura similar al cierre del ejercicio anterior, donde prima el stock picking, combinado con suscripciones a fondos de renta variable. A su vez, se tiene construida una estructura de bonos corporativos remunerando a un tipo superior al 3.3 % para una duración superior de 1,3 años. C) ÍNDICE DE REFERENCIA. N/A D) EVOLUCIÓN DEL PATRIMONIO, PARTÍCIPES, RENTABILIDAD Y GASTOS DE LA IIC. El patrimonio de la SICAV a cierre del periodo era de 11.974.685 EUR, lo que supone un incremento de 1.272.891 EUR respecto al periodo anterior. El número de accionistas es de 112, disminuyendo en 12 accionistas respecto al periodo anterior. La liquidez de la IIC se ha remunerado al ESTR - 1%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. A) INVERSIONES CONCRETAS REALIZADAS DURANTE EL PERIODO. Las mayores inversiones en gestoras de IIC a cierre del semestre se encontraban en SINGULAR ASSET MANAGEMENT SGII (11,03%), SSGA (4,36%) y LA MUZA DE INVERSIONES (3,38%), siendo la inversión en Instituciones de Inversión Colectiva de un 35,86%. B) OPERATIVA DE PRÉSTAMO DE VALORES. N/A C) OPERATIVA EN DERIVADOS. Se han realizado operaciones con derivados con la finalidad de cobertura y/o inversión con un resultado durante el periodo de -53.277 EUR. Como consecuencia del uso de derivados, la IIC tuvo un grado de apalancamiento medio en el periodo del 11,58%. D) OTRA INFORMACIÓN SOBRE INVERSIONES. A cierre del periodo no se han superado los límites y coeficientes establecidos. A fecha del informe la IIC no tenía inversiones integradas dentro del artículo 48.1.j del RIIC. A fecha del informe la IIC no tenía inversiones en productos estructurados. No ha habido inversiones dudosas, morosas o en litigio en el periodo. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR LA IIC. La volatilidad de la cartera acumulada en el año ha sido de 6,04% y la volatilidad de la Letra del Tesoro a 1 año ha sido del 0,48%, debiéndose la diferencia a la estrategia y exposición anteriormente detalladas. El índice de referencia se utiliza en términos meramente informativos o comparativos, esto es, sin condicionar la actuación del gestor. Al final del semestre la cartera estaba invertida aproximadamente en un 20,15% en renta variable, lo que implica una disminución del 9,83% con respecto al periodo anterior. Se trata de una reducción de la exposición a renta variable significativa. Un 49,60% estaba invertido en renta fija al final del periodo. 5. EJERCICIO DERECHOS POLÍTICOS. Respecto a las Sociedades de Inversión SICAV, en los correspondientes contratos de gestión se ha establecido que éstas se reservan el ejercicio de los derechos de voto, por lo tanto, Singular AM no ejercerá dichos derechos. Adicionalmente, Singular AM ejercerá el derecho de asistencia y voto cuando la posición global en la sociedad objeto de inversión (de los fondos de inversión y de las SICAV que, en su caso, hayan delegado el ejercicio de los derechos de voto en Singular AM) sea mayor o igual al 1% del capital de dicha sociedad, siempre que la participación tenga una antigüedad superior a 12 meses. 6. INFORMACIÓN 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 ANÁLISIS. El presupuesto total de gastos por servicio de análisis a nivel Gestora aprobado para el año 2026 es de 360.000 euros que se distribuirá entre todas las IIC bajo gestión directa o delegada y su distribución se ajustará trimestralmente en función del patrimonio de cada IIC. El coste del servicio de análisis soportado por THISHUL INVESTMENT SICAV SA, en el primer semestre del año 2026 ha sido de 1.246 euros. Los principales proveedores de análisis durante el primer semestre han sido: BNP Exane, UBS, Kepler Cheuvreux, Deutsche Bank y Berenberg Bank. El servicio de análisis proporcionado mejora la gestión de las inversiones mediante la recepción de informes sobre las compañías, el acceso a sus páginas web con contenido de análisis, los informes recibidos de los proveedores y las llamadas o visitas recibidas o realizadas. Se realiza una evaluación periódica de la calidad del servicio de análisis y su contribución a la adopción de mejores decisiones de inversión mediante las calificaciones del equipo de gestión que son recopiladas y analizadas por la Unidad de Gestión de Riesgos y Cumplimiento Normativo. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DE LA SICAV. Prevemos retornos más moderados en todas las clases de activos. En lo que se refiere a los mercados de renta variable, los retornos serán discretos y apoyados en el crecimiento de beneficios, y no tanto en la expansión de múltiplos y la contracción en las primas de riesgo. Respecto a la política monetaria, Estados Unidos se mantiene en la misma posición que a finales del semestre anterior, motivado por unas presiones inflacionistas, derivadas del conflicto de Hormuz. Este hecho, junto a su consecuente shock energético ha trastocado muchas hojas de ruta en lo que ha política monetaria se refiere. Por el lado europeo, se comienzan a subir los tipos de interés, buscando ese objetivo del 2% en inflación. En lo que se refiere al dólar, pronosticamos un rango de fluctuación entre el 1.125 y 1.185. Por último, y en lo que se refiere a la rentabilidad esperada de las bolsas en su conjunto, deberían situarse en el rango entre el 5 % y el 10 % de acuerdo con las expectativas que manejamos en la actualidad. No aplicable. No se han realizado operaciones de financiación durante el periodo.