GVC GESCO RF HORIZONTE 2031 1.0.0 2026-01-01 2026-06-30 GVC GESCO RF HORIZONTE 2031 1.0.0 2025-07-01 2025-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2026-01-01 2026-06-30 GVC GESCO RF HORIZONTE 2031 1.0.0 2025-01-01 2025-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2026-04-01 2026-06-30 GVC GESCO RF HORIZONTE 2031 1.0.0 2026-01-01 2026-03-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2025-10-01 2025-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2025-07-01 2025-09-30 GVC GESCO RF HORIZONTE 2031 1.0.0 2024-01-01 2024-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2023-01-01 2023-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2021-01-01 2021-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2023-01-01 2025-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2021-01-01 2025-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2026-06-30 GVC GESCO RF HORIZONTE 2031 1.0.0 2025-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2024-12-31 GVC GESCO RF HORIZONTE 2031 1.0.0 2023-12-31 iso4217:EUR xbrli:pure GVC GESCO RF HORIZONTE 2031 6043 02 02 2026 EUR BBB+ false C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es https://fondos.gvcgaesco.es/ 05 C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es 2026-04-17 08 02 5 El objetivo del fondo es tratar de obtener una rentabilidad acorde con los activos en que se invierte, descontadas comisiones, al plazo remanente en cada momento hasta el horizonte temporal (31/03/2031). Para ello el fondo invertirá un 100% en renta fija privada (principalmente) y pública, de emisores y mercados pertenecientes o no a la OCDE, con un máximo del 15% emergentes, incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos, y hasta 20% en bonos contingentes convertibles (CoCos), no convertibles en acciones, se emiten generalmente a perpetuidad con opciones de recompra para el emisor, y en caso de que se produzca la contingencia, se aplicará una quita al princpal del bono, afectando negativamente al valor liquidativo, todo con vencimiento próximo al horizonte temporal. La calidad crediticia de las emisiones será al menos media (mínimo BBB-) o, si es inferior, el rating de Reino de España en cada momento y hasta 30% en baja calidad( inferior a BBB-), o sin rating. Ante bajadas sobrevenidas de rating, los activos podrán mantenrse en cartera. La suma de la RF de baja calidad crediticia, la RF sin clasificación y los CoCos no superarà el 30%. La duración media de la cartera será inferior a los 4,89 años e irá disminuyendo al acercarse el horizonte temporal. No existe riesgo divisa. Podrá invertir en instrumentos derivados negociados en mercados organizados Con finalidad de inversión. 01 0.00 0.00 0.74 0.74 1 CLASE A EUR 120256.23 283 0.00 false 12184999 101.3253 0.12 0.12 0.12 0.12 01 0.01 0.01 01 01 0.15 0.15 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 aplica false false false false false false false false No aplica 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora sobre la situación de los mercados. El primer semestre del año ha estado marcado por el recrudecimiento del conflicto geopolítico en Irán, que ha generado un significativo shock energético, impulsando el precio del petróleo desde niveles cercanos a 70 USD hasta superar los 100 USD. Este contexto reabre el riesgo de un escenario de estanflación a nivel global, con potencial impacto negativo sobre el crecimiento y nuevas presiones inflacionistas. A pesar de ello, los activos de riesgo finalizaron el semestre con un comportamiento positivo gracias a los beneficios empresariales publicados. Aun así, la economía mundial continúa mostrando resiliencia. EE. UU. mantuvo un crecimiento sólido apoyado por un mercado laboral y la inversión. Los indicadores adelantados, como los PMI tanto en la Eurozona como en Estados Unidos, comienzan a reflejar un entorno de mayor incertidumbre. En la Eurozona, el IPC armonizado del primer semestre de 2026 se situó en el 2,6%, mientras en EE. UU. se sitúa en una media del 3,9% aproximadamente. En los mercados de renta variable, la primera parte del semestre registró correcciones significativas, que erosionaron parte de las ganancias acumuladas en los dos primeros meses del año, para recuperar posteriormente en la segunda parte del semestre. En Europa, el Ibex 35 subió un 12,5%, el Euro Stoxx 50 un +9,27%, el CAC 40 +3,12%, el DAX + 1,86% y el FTSE MIB + 13,9%. Por sectores, destacaron positivamente tecnología (25,5%), energía (+20,78%), recursos básicos (+16,07%), utilities (+14,8%). En contra, los sectores con peor comportamiento fueron autos (-18,43%), media (-7,88%), y personal care (-4,05%). En Estados Unidos, el S&P 500 cerró el trimestre con una subida del +8,65%, el Dow Jones del +6,82% y el Nasdaq del +19,19%. En conjunto, el semestre ha supuesto una ruptura del escenario de desinflación ordenada, resurgiendo las preocupaciones en torno al riesgo inflacionista en un entorno de crecimiento más débil. En renta fija, destacó el tensionamiento de las curvas, especialmente en los tramos cortos e intermedios (2-5 años). La curva alemana registró un incremento de rentabilidades de más de 60 pb en el tramo a 2 años, frente a movimientos más moderados en los vencimientos a 10 años (+40 pb), 15 años (+25 pb) y 30 años (+20 pb). Como consecuencia, la pendiente 2-10 años se aplanó, reduciéndose el diferencial desde niveles de 70-80 pb hasta aproximadamente 35 pb. De esta forma, los tipos a 2 años alemán pasaron del 2,11% al 2,55% y el 10 años del 2,85% al 3%. El BCE decidió a final del semestre subir los tipos en 25pb, situándolos en el 2,4%, con un tono prudente y pendiente de los datos futuros de cara a tomar nuevas decisiones de subidas de tipos. En palabras de Lagarde, si la situación geopolítica continua, no descartaran nuevas subidas de tipos en septiembre. No obstante, mantuvo un mensaje prudente indicando que las próximas decisiones de tipos, dependerán de los datos. Por tanto, Lagarde evito dar cualquier forward guidance y reiteró que las decisiones se tomaran reunión a reunión. La Reserva Federal mantuvieron un tono prudente en sus últimas reuniones con su nuevo presidente a la cabeza Kevin M. Warsh. Destacar que el nuevo presidente indico que iban a revisar la forma en que la FED calcula los datos de inflación y que no estaba convencido de dar un forward guidance. Actualmente mantienen los tipos en el 3,5%-3,65% En los mercados de crédito, al final de semestre se han comprimido los spreads tanto de crédito como de high yield. Actualmente, situándose en niveles mínimos, lo que ha tenido un gran impacto en el mercado de bonos, reduciendo el impacto que han tenido por el lado de tipos. b) Decisiones generales de inversión adoptadas. GVC Gaesco Horizonte 2031 es fondo a vencimiento con una cartera construida a una tir de compra del 4,72%. El fondo vence el 31/03/2031. La cartera en el momento de su lanzamiento tiene un 5,2% en High Yield y un 13,4% en emergentes. La cartera es 100% euro y el 80% de la cartera vencerá 6 meses antes o después de la fecha de vencimiento de la estrategia. La cartera está compuesta en un 7,5% en deuda de gubernamental y el resto en crédito corporativo, siendo el sector bancario el más relevante (40,2%) seguido por el sector consumo (18%) y el sector industrial (13,7%). El resto está diversificado entre utilities, comunicaciones, inmobiliario, y tecnología como más representados. Tiene actualmente un 1,70% de liquidez. La TIR bruta de compra es del 4,7% y la duración de la cartera 4,1. La TIR al finalizar el semestre es del 4,54% y duración de 4,06 No hacemos derivados. c) Índice de referencia. La rentabilidad neta de la IIC en el periodo ha sido del 1,33%. En el mismo periodo el índice de referencia ha obtenido una rentabilidad de 1,19%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variación positiva del 4046,18% y el número de participes ha registrado una variación positiva de 284 participes, lo que supone una variación del 28400%. La rentabilidad neta de la IIC durante el periodo ha sido del 1,33%, con un impacto total de los gastos soportados en el mismo período del 0,15%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La IIC ha obtenido una rentabilidad neta en el periodo de un 1,33%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gestión SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del 5,70%. En el cuadro del apartado 2.2.B) del informe se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocación gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. El fondo se constituyo a lo largo del semestre, y se compraron los bonos acorde al folleto del fondo. 20% en AT1 tipo write down, 10% en high yield corporativo y 70% en bonos investment grade b) Operativa de préstamo de valores. La IIC no ha realizado durante el periodo operativa de préstamos de valores. c) Operativa en derivados y adquisición temporal de activos. Durante el periodo el fondo no se han realizado operaciones en instrmentos derivados. d) Otra información sobre inversiones. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 2,42%. En el mismo periodo el índice de referencia ha registrado una volatilidad del 0,10%. La duración de la cartera de renta fija a final del trimestre era de 47,24 meses. El cálculo de la duración para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la próxima fecha de renovación de intereses. GVC Gaesco Gestión SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociación habitual y el volumen invertido. En condiciones normales se tardaría días en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos políticos y económicos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gestión SGIIC se ha hecho, en todo caso, en interés exclusivo de los socios y partícipes de las IIC. GVC Gaesco Gestión SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que están en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posición global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antigüedad superior a doce meses. Adicionalmente, la Sociedad Gestora también ejerce el derecho de asistencia y/o voto en aquellos casos en que, no dándose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos económicos a favor de los inversores, tales como primas de asistencia a juntas. 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. Durante el periodo la IIC no ha soportado costes derivados del servicio de análisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Este fondo es una cartera estable a vencimiento y sólo prevemos reinvertir cupones cuando los recibamos. NO APLICA 63840000 1531 0.87 167547050 3551 1.14 67379303 1438 1.77 28795492 179 3.83 41046616 86 4.55 203338548 4330 6.09 113714380 4909 7.39 365213596 13345 10.23 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 70842422 1949 7.50 235801180 2190 8.39 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 254089052 12507 0.79 0 0 0.00 0 0 0.00 1611607639 46015 5.70