GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2026-01-01 2026-03-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-10-01 2025-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2026-01-01 2026-03-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-01-01 2025-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-07-01 2025-09-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-04-01 2025-06-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-01-01 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2023-01-01 2023-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2021-01-01 2021-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2023-01-01 2025-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2021-01-01 2025-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2026-03-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2023-12-31 iso4217:EUR xbrli:pure GVC GAESCO CONSCIOUS BUSINESS 5946 01 01 2026 EUR A+ 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 2025-04-11 08 09 4 GVC Gaesco Conscious Business Equity Fund, FI es un fondo que promueve características medioambientales o sociales (art. 8 Reglamento (UE) 2019/2088) que, aplica criterios extrafinancieros ESG y criterios de evaluación empresarial consciente. Tanto los criterios financieros como los criterios ESG serán definidos por la propia sociedad gestora, mientras que los criterios de Evaluación de Capitalismo Consciente serán establecidos por la empresa brasileña denominada Humanizadas , que confecciona un rating propio Hu Rating, que ayuda a medi r y monitorizar el viaje evolutivo de una organización, así como a expresar lacalidad de sus relaciones con sus accionistas y grupos de interés. El fondo invertirá más del 85% de la exposición total en renta variable de cualquier sector, de emisores y mercados de países de la OCDE (preferentemente europeos y, en menor medida, norteamericanos), mayoritariamente de alta capitalización, pudiendo invertir hasta un máximo del 20% en valores de media y/o de baja capitalización. La cartera de renta variable estará formada en todo momento por 25 empresas seleccionadas conforme a la metodología descrita en el anexo de sostenibilidad, con el objetivo de concentrar la inversión en pocas empresas, eligiendo aquellas que estén más alineadas con los criterios anteriormente citados. Podrá invertir en instrumentos derivados negociados en mercados organizados con finalidad de cobertura e inversión. 01 0.00 0.16 0.00 0.00 1.39 1.42 1.39 1.25 1 CLASE A EUR 3162.40 3152.50 3 2 0.00 0.00 false 299726 316224 94.7778 100.3090 0.55 0.55 0.55 0.55 01 0.02 0.02 01 -5.51 -5.51 1.85 -0.66 -2.61 -2.61 2026-03-03 2026-03-03 1.21 1.21 2026-03-04 2026-03-04 01 12.76 12.76 9.26 0.46 19.59 19.59 11.55 12.82 0.08 0.08 0.08 0.08 BENCHMARK CONSCIOUS BUSINESS 12.97 12.97 8.83 8.24 5.83 5.83 1.37 1.37 1.29 1.21 1.15 3.66 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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Existe un Partícipe significativo con un volumen de inversión de 284.333,49 euros que supone el 94,86% sobre el patrimonio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora sobre la situación de los mercados. Durante el primer trimestre de 2026, los mercados financieros han estado marcados por un entorno de elevada volatilidad y mayor incertidumbre, derivado principalmente del recrudecimiento del conflicto geopolítico en Oriente Medio y su impacto directo sobre los precios energéticos. El fuerte repunte del petróleo y del gas ha supuesto un shock inflacionista relevante, reactivando el debate sobre un posible escenario de crecimiento más débil acompañado de presiones inflacionarias persistentes.Este contexto ha deteriorado las expectativas macroeconómicas tanto en Estados Unidos como en Europa. Los indicadores adelantados reflejan una moderación del crecimiento y un aumento de la cautela por parte de empresas y consumidores, mientras que la inflación ha mostrado resistencia a la baja, impulsada por el encarecimiento de la energía. En la zona euro, la inflación se ha situado por encima del objetivo del BCE, y en Estados Unidos se mantiene en niveles todavía elevados.En los mercados de renta variable, el trimestre se ha saldado con correcciones generalizadas, especialmente en los sectores de crecimiento y en las grandes compañías tecnológicas. Por el contrario, los sectores ligados a energía, materias primas y estilos value han mostrado un comportamiento relativo más favorable. La volatilidad ha repuntado de forma significativa, reflejando un mayor grado de aversión al riesgo por parte de los inversores.En renta fija, se ha observado un tensionamiento de las curvas, con incrementos relevantes de las rentabilidades en los tramos cortos y medios, así como una ampliación moderada de los diferenciales de crédito. En este entorno, tanto el Banco Central Europeo como la Reserva Federal han mantenido una postura prudente, reafirmando su dependencia de los datos y priorizando la cautela ante un escenario económico más incierto. b) Decisiones generales de inversión adoptadas. Seguimos con la misma cartera construïda a finales del año pasado, esta cartera cuenta actualment con 25 compañias, de las cuales 9 son de países distintos y de distintos sectores, dónde los que más ponderan son Seguros, Tecnologia y Farmaceutico. Mantemos un sesgo value con un indicador de 5,16 en una escala que va de 0 - extreme value - a 10 - extreme growth -y con un sesgo hacia la gran empresa, con un indicador de 8,16, en una escala que va de 0 - extreme small - a 10 - extreme Large. c) Índice de referencia. La IIC se gestiona activamente conforme a sus objetivos y política de inversión, de forma que su gestión no está vinculada ni limitada por ningún índice de referencia, sino que toma como referencia el comportamiento del índice en términos meramente informativos o comparativos. El Tracking error o desviación efectiva de la IIC con respecto a su índice de referencia ha sido del 4,86% durante el periodo y en los últimos doce meses ha sido del 6,52%. Un tracking error superior al 4% indica una gestión activa. La rentabilidad neta de la IIC en el periodo ha sido del -5,51%. En el mismo periodo el índice de referencia ha obtenido una rentabilidad de -1,4%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variación negativa del -5,22% y el número de participes ha registrado una variación positiva de 1 participes, lo que supone una variación del 50%. La rentabilidad neta de la IIC durante el periodo ha sido del -5,51%, con un impacto total de los gastos soportados en el mismo período del 1,37%. 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 -5,51%, 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 -0,95%.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. Durante el periodo, no hemos realizado ningún moviemiento a la espera de más aportaciones con la idea de manterner la estructura de cartera iniciada a finales del año 25. 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. La remuneración media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,3902%. d) Otra información sobre inversiones. En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el artículo 48.1j del RIIC, la IIC no posee ninguno.GVC Gaesco Conscious Business, promueve características medioambientales o sociales ( ART. 8 Reglamento (1E) 2019/2088, la puntuación ESG de la cartera a final de periodo era del 3,99 sobre 5. La información sobre las características medioambientales y sociales que promueve el Fondo está disponible en el anexo de Sostenibilidad al Informe Anual. 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 12,762523%. En el mismo periodo el índice de referencia ha registrado una volatilidad del 12,972711%. 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 0,02 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 ALAS 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.Durante el mes de marzo, hemos asistido a un tensionamiento del precio del petróleo, que ha activado las alertas sobre nuevas tensiones inflacionistas, y su posible impacto en el crecimiento mundial.La cartera que tiene actualmente el fondo, está diseñada para minimizar el impacto negativo que este nuevo escenario pueda tener en los mercados financieros.Aún así vamos a seguir ajustando los pesos de inversión en las distintas clases de activos en función del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado. 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