GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-01-01 2025-06-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-07-01 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-01-01 2025-06-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-01-01 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-04-01 2025-06-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-01-01 2025-03-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-10-01 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-07-01 2024-09-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2023-01-01 2023-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2022-01-01 2022-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2020-01-01 2020-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2022-01-01 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2020-01-01 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2025-06-30 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2024-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2023-12-31 GVC GAESCO CONSCIOUS BUSINESS 1.0.0 2022-12-31 iso4217:EUR xbrli:pure GVC GAESCO CONSCIOUS BUSINESS 5946 02 02 2025 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 0.00 1.01 1.01 1 CLASE A EUR 3000.00 1 0.00 false 297421 99.1402 0.49 0.49 0.49 0.49 01 0.02 0.02 01 01 BENCHMARK CONSCIOUS BUSINESS 1.15 1.15 false F299vl.png png 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 false false false false false false false false false false No Aplicable true false false false false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 297.420,57 euros que supone el 100,00% 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. Los mercados de renta variable despideron un nuevo semestre con rentabilida des positivas a pesar de un contexto de mercado con momentos de tensionamie nto tanto por la política comercial estadounidense como de los conflictos g eoestratégicos. En Europa las plazas española y alemana lideraron las alzas , en EEUU recuperaron niveles para cerrar junio en zona de máximos históric os y los mercados emergentes registraron su mejor primer semestre desde 201 7. Tanto el índice de volatilidad VIX como el precio del barril de crudo re gistraron puntas de tensión durante el periodo, aunque volvieron de nuevo a niveles previos ante la expectativa de un escenario mejor de lo esperado a nivel de impacto económico. Respecto los Bancos Centrales, el BCE continuó con su política monetaria expansiva apoyado en gran medida por las continu as revisiones a la baja de la inflación, aunque ya avisó Christine Lagarde que podrían estar llegando al final del actual ciclo de bajadas. Contrariam ente, la Reserva Federal ha mostrado un tono más conservador a pesar de la desaceleración de la inflación, a la espera de calibrar los impactos que po drían tener en su economía la nueva política comercial de la Administración Trump. Respecto la curva de tipos de más largo plazo, continuan en niveles bajos respecto su media histórica, con el Bund alemán en el 2,61% y el Tre asury a 10 años en el 4,23%. En el mercado de divisas, sí que se evidencia un cambio relevante con la debilidad del dólar, ya que su cruce con el euro se apreciaba casi un 14% en lo que llevamos de ejercicio para cerrar el se mestre a 1,176 dólares por euro. b) Decisiones generales de inversión adoptadas. Durante estos próximos meses vamos empezar la construcción de la cartera. Hemos iniciado el seguimiento y estudio de las possibles opciones de invers ión. Esperamos empezar en los meses siguentes. c) Índice de referencia. La IIC se gestiona activamente conforme a sus objetivos y política de inver sión, de forma que su gestión no está vinculada ni limitada por ningún índi ce de referencia, sino que toma como referencia el comportamiento del índic e en términos meramente informativos o comparativos. El Tracking error o de sviación efectiva de la IIC con respecto a su índice de referencia ha sido del % durante el periodo y en los últimos doce meses ha sido del %. Un trac king error superior al 4% indica una gestión activa. La rentabilidad neta de la IIC en el periodo ha sido del -0,86%. En el mism o periodo el índice de referencia ha obtenido una rentabilidad de %. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variación nega tiva del -0,86% y el número de participes ha registrado una variación posit iva de 0 participes, lo que supone una variación del 0%. La rentabilidad neta de la IIC durante el periodo ha sido del -0,86%, con un impacto total de los gastos soportados en el mismo período del 1,15%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un -0,86%, a su v ez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesc o Gestión SGIIC, S.A. ha registrado una rentabilidad media durante el perio do del 2,76%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. No se han realizado operaciones durante el periodo. b) Operativa de préstamo de valores. La IIC no ha realizado durante el periodo operativa de préstamos de valo res. 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. N/A 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos políticos y económicos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gestión S GIIC se ha hecho, en todo caso, en interés exclusivo de los socios y partíc ipes 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 empr esas que están en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posición global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antigüedad superior a doce meses. Adicionalmente, la Sociedad G estora también ejerce el derecho de asistencia y/o voto en aquellos casos e n que, no dándose las circunstancias anteriores, el emisor se hubiera consi derado 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. Nuestras perspectivas a medio plazo para este activo son muy positivas. Cre emos que el mayor crecimiento y a la vez mayor potencial de creación de cla se consumidora y de riqueza en estos países se verá reflejado en mayores re ntabilidades de este tipo de activos. NO APLICA 53200150 1332 2.07 134565102 2959 1.70 47531241 1100 2.90 38316527 180 -0.10 1201450966 81 2.15 174178512 3806 3.53 93590119 4027 12.17 306447845 11972 2.33 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 76067738 2113 2.82 239157351 1851 4.72 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 203610180 12204 1.01 0 0 0.00 0 0 0.00 2568115731 41625 2.76