SIGMA INTERNACIONAL FI 1.0.0 2025-01-01 2025-06-30 SIGMA INTERNACIONAL FI 1.0.0 2024-07-01 2024-12-31 SIGMA INTERNACIONAL FI 1.0.0 2025-01-01 2025-06-30 SIGMA INTERNACIONAL FI 1.0.0 2024-01-01 2024-12-31 SIGMA INTERNACIONAL FI 1.0.0 2025-04-01 2025-06-30 SIGMA INTERNACIONAL FI 1.0.0 2025-01-01 2025-03-31 SIGMA INTERNACIONAL FI 1.0.0 2024-10-01 2024-12-31 SIGMA INTERNACIONAL FI 1.0.0 2024-07-01 2024-09-30 SIGMA INTERNACIONAL FI 1.0.0 2023-01-01 2023-12-31 SIGMA INTERNACIONAL FI 1.0.0 2022-01-01 2022-12-31 SIGMA INTERNACIONAL FI 1.0.0 2020-01-01 2020-12-31 SIGMA INTERNACIONAL FI 1.0.0 2022-01-01 2024-12-31 SIGMA INTERNACIONAL FI 1.0.0 2020-01-01 2024-12-31 SIGMA INTERNACIONAL FI 1.0.0 2025-06-30 SIGMA INTERNACIONAL FI 1.0.0 2024-12-31 SIGMA INTERNACIONAL FI 1.0.0 2023-12-31 SIGMA INTERNACIONAL FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure SIGMA INTERNACIONAL FI 5523 02 02 2025 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 2021-04-23 08 09 Medio Más del 75% de la exposición total se invertirá en renta variable de cualquier capitalización y sector, principalmente de emisores/mercados de la OCDE, pudiendo invertir hasta un 40% de la exposición total en emisores/mercados de países emergentes. Podrá existir concentración geográfica y/o sectorial.La exposición al riesgo divisa será del 0-100% de la exposición total. La parte no invertida en renta variable se invertirá en renta fija pública y/o privada de emisores/mercados OCDE (fundamentalmente zona euro). La calidad crediticia de las emisiones en el momento de la compra será al menos media (mínimo BBB-/Baa3) otorgada por alguna de las principales agencias de calificación crediticia del mercado, o la calidad de España en cada momento si fuera inferior. En caso de que las emisiones no estén calificadas, se atenderá al rating del emisor. La duración media de la cartera de renta fija oscilará entre o y 18 meses. El fondo podrá invertir hasta un 10% en IIC financieras, armonizadas o no, pertenecientes o no al grupo 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. 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Distribucion2.png png 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 ACCS ASMODEE GROUP AB-B Emisión Opcion|ACCS ASMODEE GROUP AB-B|100| 360174 01 ACCS ASMODEE GROUP AB-B Emisión Opcion|ACCS ASMODEE GROUP AB-B|100| 769365 01 ACCS EMBRACER GROUP AB Emisión Opcion|ACCS EMBRACER GROUP AB|100| 460320 02 ACCS GOLAR LNG LTD Emisión Opcion|ACCS GOLAR LNG LTD|100| 620512 02 ACCS GOLAR LNG LTD Emisión Opcion|ACCS GOLAR LNG LTD|100| 616089 02 ACCS GOLAR LNG LTD Emisión Opcion|ACCS GOLAR LNG LTD|100| 1523202 01 ACCS GOLAR LNG LTD Emisión Opcion|ACCS GOLAR LNG LTD|100| 1978892 01 6328554 DIV: NOK Compra Forward|Divisa NOK/EUR||Fisica 420911 02 DIV: USD Compra Forward|Divisa USD/EUR||Fisica 680793 02 1101704 7430258 false false false false false false false false false false No aplica. false false true false false false true true c.) La gestora y el depositario pertenecen al mismo grupo, habiendose adoptado todas la medidas oportunas para la separación según la legislación vigente. 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 6.399,43 euros durante el periodo de referencia, un 0,01 % sobre el patrimonio medio. h.) Durante el periodo se ha efectuado 14 operación de renta variable cuyo intermediario ha sido una entidad del grupo de la gestora por un total de 4.971 miles de euros. Esta operación ha supuesto una comisión de 0,0069% sobre el patrimonio medio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. A) VISIÓN DE LA GESTORA/SOCIEDAD SOBRE LA SITUACIÓN DE LOS MERCADOS.La reciente escalada del conflicto entre Israel e Irán representa un elemento más de desconfiguración del orden mundial, ya que el Gobierno de Netanyahu habría decidido por fin el programa nuclear de Irán e intentar provocar la caída del régimen de los Ayatolas. Esto representaría una quiebra para la alianza de China-Rusia-Irán-Corea del Norte, que ha sido clave para erosionar las democracias liberales, en un momento en el que Irán ha perdido parte de su influencia política y militar en la región tras la caída de la dictadura en Siria, y el debilitamiento de las milicias en el Líbano y Gaza. La clave está en que un bloqueo del Estrecho de Ormuz o una conflagración regional podrían disparar los precios del petróleo, lo que afectaría severamente a las perspectivas de crecimiento de las economías. En cuanto a EEUU, las presiones inflacionistas derivadas del endurecimiento de las políticas comerciales y migratoria de la Administración Trump 2.0 siguen sin reflejarse en la evolución del IPC debido a la caída de los precios de la energía, y el menor gasto de los consumidores que llevó a parte de las empresas a no trasladar por el momento el incremento de los aranceles. A la espera de que cuáles serán sus niveles finales, se mantiene la perspectiva de que la inflación en ese país aumentará en la segunda parte del año, por lo que la Reserva Federal mantendrá la cautela demorando unos meses más los recortes de sus tipos. Las perspectivas de la Eurozona siguen condicionadas al logro o no de un acuerdo comercial con EEUU. No obstante, los elevados niveles de ahorro, bajo desempleo, la rebaja de los tipos de interés y las medidas de estímulo (en especial en Alemania) sostendrán la demanda interna. Las cumbres de la OTAN y de la UE en junio podrían ser claves en el fortalecimiento de la autonomía estratégica y de la resiliencia económica. El Gobierno de China mantendrá los estímulos fiscales y monetarios necesarios para paliar el nuevo entorno arancelario (que ha ralentizado la actividad industrial y exportadora) y la atonía de la demanda interna, lastrada por la crisis inmobiliaria. El suministro de tierras raras se erige en un elemento crucial en sus relaciones comerciales y geopolíticas con EEUU y la UE. Los últimos acontecimientos aceleran la desconfiguración del orden internacional, pero la complacencia parece haber vuelto a las bolsas con los principales índices cerca de máximos. Las exigentes valoraciones de la renta variable con tipos de interés todavía altos en EEUU implican unas primas de riesgo de niveles insuficientes para compensar las numerosas incertidumbres económicas y geopolíticas, en ciernes de constatarse los impactos de sus aranceles, y ahora con el encarecimiento de la energía. No obstante, el entorno sigue siendo propicio para un crecimiento robusto de los beneficios de las empresas cotizadas, liderado por las tecnológicas, sanitarias y financieras. Esto debería frenar la magnitud de un posible recorte, y hace posible que las bolsas afiancen tan solo un breve periodo de consolidación en el que podrían surgir nuevas oportunidades tácticas. Las valoraciones y expectativas tan heterogéneas nos hacen mantener unos acusados sesgos hacia algunos sectores y mercados impulsados por las megatendencias, como Salud, Infraestructuras y como la tecnología y otros negocios de crecimiento en Asia-Pacífico. Las curvas de tipos tienen cierto margen para descender cuando la Fed pueda reanudar sus recortes, pero la mayor volatilidad de la deuda pública a largo plazo hace centrarnos en vencimientos intermedios. El crédito corporativo sigue sostenido por sólidas dinámicas de beneficios y de oferta-demanda, con la rentabilidad de los diferenciales algo debajo de sus niveles de equilibrio. B) DECISIONES GENERALES DE INVERSIÓN ADOPTADAS.Sigma Internacional A ha cerrado el primer semestre subiendo un 15,575% y la clase Z un 15,899%. Durante el semestre hemos ido reducido la exposición a renta variable hasta finalizar el periodo en el 83%. El excelente comportamiento del fondo y las fuertes entradas de nuevo capital al fondo ha reducido temporalmente nuestra exposición. Esperamos encontrar el momento óptimo para normalizar la exposición a renta variable en los próximos meses. C) ÍNDICE DE REFERENCIA.El índice de referencia indicado en el folleto se utiliza en términos meramente informativos o comparativos, esto es, sin condicionar la actuación del gestor. D) EVOLUCIÓN DEL PATRIMONIO, PARTICIPES, RENTABILIDAD Y GASTOS DE LA IIC.El patrimonio del fondo a cierre del periodo era de 69,432,980 EUR, correspondiendo 54,067,014 EUR al patrimonio contenido en la clase A del fondo y 15,365,966 EUR a la clase Z. Suponiendo un incremento de 18,329,497 EUR en la clase A y un incremento de 8,113,882 EUR en la clase Z respecto al periodo anterior. El número de partícipes es de 1914 en la clase A y de 35 en la clase Z. Aumentando en 742 partícipes en la clase A y aumentando en 26 partícipes en la clase Z. La rentabilidad en el periodo del fondo ha sido de un 15.57% en el caso de la clase A y de un 15.9% en el caso de la clase Z. La rentabilidad de los fondos con su misma vocación inversora en el periodo fue de un 9.65%. Los gastos soportados por el fondo han sido de un 0.37% en la clase A y de 0.22% en la clase Z. Siendo los gastos indirectos en otras IICs de un 0 %. E) RENDIMIENTO DEL FONDO EN COMPARACIÓN CON EL RESTO DE FONDOS DE LA GESTORA.N/A 2. INFORMACION SOBRE LAS INVERSIONES.A) INVERSIONES CONCRETAS REALIZADAS DURANTE EL PERIODO.Durante el semestre hemos vendido completamente la posición de Ab Inveb, Carrefour, Sonae, Eurogroup, Alantra, Pax Global, Adriatic Metals. En la parte de las compras, hemos tomado posición en Bakkafrost, Salmar, Mowi, Cadeler, Pluxee, Edenred y Bluenord. Con estas compras y ventas aumentamos el potencial de la cartera ya que consideramos que las compañías que hemos vendido presentan un menor potencial que las compañías que incorporamos en cartera. Los mayores detractores han sido Kosmos, Litigation Capital y Navios Maritime Partners. Por otra parte, los mayores contribuidores han sido Ama Group, Zegona y Alibaba. Nuestra estrategia de venta de opciones ha contribuido positivamente durante el semestre, aumentando su contribución respecto a los últimos semestres gracias al repunte de volatilidad. Así, hemos vuelto a generar un alfa considerable con la venta de opciones put y call. B) OPERATIVA DE PRÉSTAMO DE VALORES.N/A C) OPERATIVA EN DERIVADOS Y ADQUISICIÓN TEMPORAL DE ACTIVOS.Se han realizado operaciones con derivados con la finalidad de cobertura y/o inversión con un resultado durante el periodo de 534,136 EUR. 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. A fecha del informe la IIC no tenía inversiones dudosas, morosas o en litigio. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.La volatilidad del fondo acumulada en el año ha sido de 17.32% y la volatilidad de la Letra del Tesoro a 1 año ha sido del 0.08%, debiéndose la diferencia a la estrategia y exposición anteriormente detalladas. 4. RIESGO ASUMIDO POR EL FONDO.Al final del semestre la cartera estaba invertida aproximadamente en un 81.98% en renta variable, lo que implica un incremento del 51.98% con respecto al periodo anterior Alrededor de un 0.00% estaba invertido en renta fija al final del periodo. 5. EJERCICIO DERECHOS POLITICOS.Respecto a las Instituciones de Inversión Colectiva (IICs) de las cuales Singular Asset Management S.G.I.I.C, S.A. (Singular Asset Management) es su entidad gestora, distinguimos entre: Fondos de Inversión: Singular Asset Management puede ejercer el derecho de asistencia y voto en representación de los fondos de inversión, en las Juntas Generales de Accionistas de las sociedades domiciliadas en Europa (salvo que existan motivos que justifiquen el no ejercicio de tales derechos), tomando en consideración, además, si está previsto el pago de una prima por asistencia. Sociedades de Inversión SICAV: expresamente en los correspondientes contratos de gestión se ha establecido que éstas se reservan el ejercicio de los derechos de voto, por lo tanto, Singular Asset Management no ejercerá dichos derechos. Adicionalmente, Singular Asset Management 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 Asset Management) sea mayor o igual al 1% del capital de dicha sociedad, siempre que la participación tenga una antigüedad superior a 12 meses. En el último periodo no se ha ejercido el derecho de voto teniendo en cuenta los criterios arriba mencionados. 6. INFORMACION Y ADVERTENCIAS CNMV.N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO ALAS MISMAS.N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.El presupuesto total de gastos por servicio de análisis a nivel Gestora aprobado para el año 2025 es de 346.000 euros que se distribuirá entre todas las IIC bajo gestión directa o delegada y su distribución se ajustará trimestralmente en función en función de la vocación inversora y del patrimonio de cada IIC. El coste del servicio de análisis soportado por SIGMA INTERNACIONAL FI, en el primer semestre de 2025 ha sido de 12.188 euros. 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 PROPOSITO ESPECIAL (SIDE POCKETS).N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.A pesar de las incertidumbres geopolíticas y las políticas erráticas de Trump, el mercado se ha comportado positivamente en el primer semestre de 2025. Sin embargo, los grandes índices americanos se han quedado rezagados, especialmente si tomamos en cuenta el efecto de la divisa. En este entorno, Sigma Internacional se ha comportado muy positivamente, generando excelentes rentabilidades con menor volatilidad que los índices más representativos. No aplicable. Se han realizado operaciones de financiación durante el periodo. En concreto, se han cerrado operaciones Repo sobre deuda pública española. La posición del cierre del semestre asciende a 12.961.630,05 eur, lo que supone 18,67 % sobre el patrimonio. La contraparte de estas operaciones ha sido Cecabank. Como garantía la IIC ha obtenido 13.185.000,00 eur nominales de ES0000012G2 REPO BONO ESTADO ESPA#A 0.80% 30/07/2027 con vencimiento de un día. El país en el que se han establecido las contrapartes es España. La liquidación y compensación se realiza por acuerdo tripartido entre la Sociedad Gestora, la Entidad Depositaría y la contraparte. La garantía recibida está custodiada por la Entidad Depositaria. Por esta operativa durante el período la sociedad ha obtenido un rendimiento de 3465,01 eur, 0,00 % del patrimonio al cierre del semestre. 205726647 2399 0.40 83935764 1522 1.83 0 0 0.00 2334655 66 1.97 0 0 0.00 102177038 702 1.76 24196777 906 20.06 115681835 3356 9.65 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 43352093 423 6.67 310247322 3376 4.49 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 887652131 12750 4.17