A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-07-01 2024-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-01-01 2024-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-01-01 2024-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2023-01-01 2023-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-10-01 2024-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-07-01 2024-09-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-04-01 2024-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-01-01 2024-03-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2022-01-01 2022-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2021-01-01 2021-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2019-01-01 2019-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2021-01-01 2023-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2019-01-01 2023-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2023-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2022-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2021-12-31 iso4217:EUR xbrli:pure A GLOBAL FLEXIBLE P, SICAV 4323 02 04 2024 EUR BBB false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2018-01-12 08 15 4 en una escala del 1 al 7 false true Política de inversión: La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IIC, en activos de renta variable, renta fija u otros activos permitidos por la normativa vigente, sin que exista predeterminación en cuanto a los porcentajes de exposición en cada clase de activo, pudiendo estarla totalidad de su exposición invertida en cualquiera de ellos. 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 de estados miembros de la OCDE sujetos a supervisión prudencial e instrumentos del mercado monetario no cotizados, que sean líquidos. La metodología aplicada para calcular la exposición total al riesgo de mercadoes el método del compromiso. 01 0.46 0.32 0.79 0.25 5.54 6.33 5.93 2.19 EUR 21850937.00 21032714.00 213 211 0.00 0.00 false 25661300 18490758 18241143 21078220 1.0400 0.8731 0.8513 0.9644 1.1849 1.0458 1.0328 1.0302 1.1744 1.0457 0.9418 1.0150 1.10 1.18 1.17 0.00 1.41 MERCADO ALTERNATIVO BURSATIL 0.18 0.35 0.18 0.35 01 0.03 0.05 01 12.31 1.81 4.37 1.35 4.28 11.03 -7.21 5.17 10.05 1.51 0.38 0.38 0.38 0.38 1.53 1.53 2.02 0.60 false true GraficaVL.png png 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2.42 585644.00 2.52 FR0013461795 Bonos|LA BANQUE POSTALE|3,875|2026-05-20 EUR 192609.00 0.75 182332.00 0.78 BE6357126372 Bonos|BELFIUS BANK SA|6,125|2049-05-06 EUR 803483.00 3.13 0.00 0.00 3367261.00 13.12 2098138.00 9.03 DE000CZ45WA7 Bonos|COMMERZBANK AKTIENGE|4,250|2049-04-09 EUR 377527.00 1.47 354401.00 1.52 BE0002582600 Bonos|BELFIUS BANK SA|3,625|2049-10-16 EUR 0.00 0.00 761890.00 3.28 BE0002592708 Bonos|KBC BANK FUNDING TRU|4,250|2049-10-24 EUR 0.00 0.00 388501.00 1.67 FR0013533999 Bonos|CREDIT AGRICOLE|4,000|2049-12-23 EUR 193851.00 0.76 185096.00 0.80 FR0013534336 Bonos|EDF|3,375|2049-09-15 EUR 373372.00 1.46 349951.00 1.51 FR001400F877 Bonos|SOCIETE GENERALE|7,875|2049-01-18 EUR 845276.00 3.29 815603.00 3.51 FR0014009HA0 Bonos|BNP PARIBAS|2,500|2032-03-31 EUR 192417.00 0.75 189464.00 0.82 BE0390152180 Bonos|KBC BANK FUNDING TRU|6,250|2059-03-17 EUR 413055.00 1.61 0.00 0.00 XS1640903701 Bonos|HSBC HOLDINGS PLC|4,750|2049-07-04 EUR 196615.00 0.77 187352.00 0.81 XS1691468026 Bonos|NIBC BANK NV|6,000|2049-10-15 EUR 0.00 0.00 760580.00 3.27 XS1693822634 Bonos|ABN-AMRO HOLDING|4,750|2049-09-22 EUR 592033.00 2.31 561728.00 2.42 XS1756703275 Bonos|RAIFFESEN BANK|4,500|2049-12-19 EUR 378004.00 1.47 330888.00 1.42 XS1808862657 Bonos|DEUTSCHE PFANDBRIEFB|5,750|2049-04-28 EUR 442742.00 1.73 357006.00 1.54 XS1886478806 Bonos|AEGON NV|5,625|2049-04-15 EUR 303460.00 1.18 0.00 0.00 XS2050933972 Bonos|RABOBANK|3,250|2049-12-29 EUR 581241.00 2.27 554623.00 2.39 XS2102912966 Bonos|BANCO SANTANDER CENT|4,375|2049-01-14 EUR 0.00 0.00 728122.00 3.13 XS2108494837 Obligaciones|ERSTE GROUP|3,375|2049-10-15 EUR 946829.00 3.69 888273.00 3.82 XS2121441856 Bonos|UNICREDIT GROUP|3,875|2049-12-03 EUR 387763.00 1.51 360317.00 1.55 XS2124979753 Bonos|INTESA SANPAOLO SPA|3,750|2049-08-27 EUR 399357.00 1.56 391364.00 1.68 XS2185997884 Bonos|REPSOL|3,750|2049-06-11 EUR 100178.00 0.39 98810.00 0.43 XS2186001314 Bonos|REPSOL|4,247|2049-12-11 EUR 609944.00 2.38 590948.00 2.54 XS2189784288 Bonos|COMMERZBANK AKTIENGE|6,125|2049-04-09 EUR 607387.00 2.37 595758.00 2.56 XS2199369070 Bonos|BANKINTER|6,250|2049-10-17 EUR 1008474.00 3.93 996387.00 4.29 XS2388378981 Bonos|BANCO SANTANDER CENT|3,625|2049-12-21 EUR 1799520.00 7.01 816736.00 3.51 XS2439232476 Bonos|MIKRO FUND|10,000|2026-08-15 EUR 474988.00 1.85 513516.00 2.21 XS2585553097 Bonos|BANKINTER|7,375|2049-08-15 EUR 849064.00 3.31 822896.00 3.54 XS2602037629 Bonos|NN GROUP NV|6,375|2059-09-12 EUR 315498.00 1.23 0.00 0.00 XS2684846806 Bonos|BAYER AG|7,000|2083-09-25 EUR 211091.00 0.82 206585.00 0.89 XS2755535577 Bonos|TELEFONICA|5,752|2052-04-15 EUR 214050.00 0.83 204985.00 0.88 XS2833374486 Bonos|CREDIT ANDORRA|7,500|2034-10-19 EUR 300626.00 1.17 0.00 0.00 XS2840032762 Bonos|BBVA|6,875|2049-09-13 EUR 419666.00 1.64 0.00 0.00 13534028.00 52.74 13011780.00 55.98 16901289.00 65.86 15109918.00 65.01 16901289.00 65.86 15109918.00 65.01 LU1453543073 Participaciones|VALUE TREE A.V. SA EUR 1012807.00 3.95 791460.00 3.41 LU1954206881 Participaciones|WAYSTONE MANAGEMENT CO EUR 108323.00 0.42 98476.00 0.42 1121130.00 4.37 889936.00 3.83 18022419.00 70.23 15999854.00 68.83 25657030.00 99.98 22870668.00 98.39 0.00 Distribucion1.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 No aplicable. true false false true true true false false d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.626.684,68 euros, suponiendo un 6,60% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 36,90 euros. 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 1.183.412,99 euros suponiendo un 4,80% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 27,00 euros. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 1.183.412,99 euros, suponiendo un 4,80% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 27,00 euros. f.) El importe de las enajenaciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 791.039,20 euros, suponiendo un 3,21% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 7,00 euros. Anexo: a.)Existe un Accionista significativo que supone el 29,86% sobre el patrimo nio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el último año, los mercados financieros enfrentaron un entorno mixto, marcado por desafíos macroeconómicos. La gestión del fondo se centró en identificar emisores y sectores con capacidad para generar valor sostenible, ajustándose siempre a los lineamientos establecidos en el folleto del fondo y priorizando la preservación del capital junto con una rentabilidad atractiva. En renta fija, las condiciones de mercado ofrecieron ventanas de oportunidad significativas. La normalización de las políticas monetarias, tras los ciclos de subidas de tipos de interés, estabilizó los mercados de deuda, favoreciendo una recuperación en los precios de los bonos corporativos. El fondo se posicionó estratégicamente en deuda corporativa del sector bancario, respaldada por métricas de solvencia más sólidas y un entorno regulatorio favorable. Asimismo, las inversiones en el sector energético y en deuda soberana permitieron diversificar el riesgo y aprovechar entornos de alta demanda en sectores estratégicos. En renta variable, las oportunidades surgieron en empresas con fundamentos sólidos y exposiciones a sectores clave como la transición energética y la tecnología. Estas inversiones fueron seleccionadas no solo por su potencial de crecimiento, sino también por su capacidad de resistir periodos de volatilidad e incertidumbre económica. b) Decisiones generales de inversión adoptadas. Informar de manera explícita tanto de las ?decisiones generales de inversión adoptadas?, como sobre las ?inversiones concretas realizadas por la IIC? La filosofía de inversión del fondo, basada en un análisis riguroso y en un enfoque prudente, permitió aprovechar la recuperación del mercado y generar un desempeño destacado. A pesar de los retos, como la volatilidad inicial en los mercados de bonos y las incertidumbres macroeconómicas, el fondo mantuvo su compromiso de optimizar el balance entre riesgo y rentabilidad, priorizando la creación de valor a largo plazo para sus inversores. El fondo adoptó una estrategia de inversión orientada a proteger el capital y generar ingresos, manteniendo un enfoque conservador y adaptable. La gestión se basó en identificar oportunidades de inversión interesantes en un contexto de mercados en constante evolución, priorizando la renta fija y con una menor exposición a la renta variable. El fondo optimizó el rendimiento en renta fija mediante la selección de activos de baja volatilidad y la gestión activa del riesgo de tasas de interés, manteniendo la flexibilidad necesaria para responder a las variaciones del mercado. En renta variable, se enfocó en sectores con perspectivas de alto crecimiento y empresas con sólidos fundamentos, aprovechando oportunidades. c) Índice de referencia. La rentabilidad de la IIC es de 12,31%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 3,57%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio de la IIC creció en un 38,78% hasta 25.661.300,06 euros frente a 18.490.758,06 euros del periodo anterior. El número de accionistas aumentó en el periodo en 9 pasando de 205 a 214 accionistas. La rentabilidad obtenida por la IIC en el periodo es de 12,31% frente a una rentabilidad de 11,03% del periodo anterior. Los gastos soportados por la IIC han sido del 1,51% sobre el patrimonio durante el periodo frente al 1,53% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de la IIC obtenida en el periodo de 12,31% es menor que el promedio de las rentabilidades del resto de IICs gestionadas por la gestora que es de 12,45%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Acudimos a la recompra de 800K del bono Nibcap 6% compra de 400K del Crèdit Andorra 7,5% venta de 400.000 nominales de KBC 4.25%Compra de 500.000 nominales del bono BTPS 4,45% Compra de 300.000 nominales NN Group 6.375% Compra de 300.000 nominales Aegon 5.625%compra de 400.000 nominales de BBVA 6,875% Compra de 1.000.000 nominales de Santander 3,625% Compra de 1.200.000 nominales de Caixa 3,625% Venta de 1.200.000 nominales de Caixa 5,25% Venta de 800.000 nominales de Santander 4,375% Acudimos a la recompra de 800K del bono Belifus 3,625% Compra de 800.000 nominales del bono Belfius 6,125% Venta de 800.000 nominales de Baden 4% Compra de 600.000 nominales de Baden 6,75% Compra de 242.000 ? efectivos del fondo Value tree Best b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En cuanto a la cobertura de renta variable, se utilizan diversos instrumentos, principalmente futuros y opciones para cubrir el riesgo de renta variable de los activos en cartera. A fin del periodo, el grado de cobertura de renta variable alcanza el 1,99%. d) Otra información sobre inversiones. Esta sociedad no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por la IIC, medido por la volatilidad del valor liquidativo, es de 3,3%, frente a una volatilidad de 0,2% de la letra del tesoro español con vencimiento un año. 5. EJERCICIO DERECHOS POLÍTICOS. La política de Gesalcala S.A., SGIIC en relación con el ejercicio de los derechos de voto se incluyen en su web, www.creand.es/gesalcala-sgiic.sau/ en el apartado ?Política de implicación del Accionista?, dicha política se actualiza anualmente en la web. 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2023 ha sido aprobado sin salvedades. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. Esta IIC soporta los gastos correspondientes al servicio de análisis financiero sobre inversiones, tal y como se recoge en el artículo 141. e) del texto refundido de la Ley del Mercado de Valores, en tanto en cuanto, i) así se recoge en el folleto informativo dela IIC, constituye pensamiento original y propone conclusiones significativas no evidentes ni de dominio público, ii) estos informe han estado relacionados con la vocación inversora de las respectivas IIC y iii) no se ha visto ni influido ni condicionado por el volumen de las operaciones intermediadas. Los proveedores del servicio de análisis más representativos son BBVA-Bernstein, Banco Santander, JBCM y Exane. Los servicios de análisis financiero contratados a terceros son nuestro principal soporte a la hora de realizar nuestras estimaciones y valoraciones de nuestras inversiones. Son un medio que nos permite seleccionar y encontrar valores que estimamos están infravalorados por las circunstancias del mercado y creemos van a aportar futura rentabilidad a las IIC. Además, los servicios prestados por estas compañías nos permiten mantenernos informados de la actualidad de las compañías y de los mercados. La información suministrada diariamente nos ayuda a la hora de profundizar en aquellos sectores y compañías especificas en las cuales estamos invertidos o tenemos interés en invertir. Asimismo, nos dan acceso a múltiples analistas, macroeconomistas e incluso a los equipos directivos de las propias compañías, lo cual nos aporta un gran valor añadido a la hora de realizar el análisis y seguimiento de nuestras inversiones. Los costes del servicio de análisis devengados en el periodo han sido de 3.536,52 euros mientras que el coste presupuestado para el siguiente ejercicio es de 3.388,48 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. De cara a 2025, se anticipa un entorno de mercado caracterizado por una moderación en el ritmo de las subidas de tipos de interés por parte de los principales bancos centrales, lo que podría ofrecer mayor estabilidad en los mercados de renta fija. A medida que las economías globales avanzan hacia una desaceleración controlada y se estabilizan los niveles de inflación, los inversores podrían beneficiarse de un entorno menos volátil en los mercados financieros. El fondo continuará implementando una estrategia prudente y diversificada, acorde con su política de inversión. En renta fija, se mantendrá el enfoque en deuda corporativa, particularmente en sectores como el financiero y el energético, donde se identifican emisores con sólidos fundamentales y capacidad para generar retornos atractivos en un contexto de recuperación económica. La exposición a bonos soberanos seguirá desempeñando un papel clave en la diversificación y la mitigación de riesgos. En renta variable, el fondo buscará aprovechar oportunidades en sectores con perspectivas de crecimiento estructural, como la transición energética, la tecnología y los servicios esenciales.. De manera previsible, la actuación del fondo se enfocará en preservar el capital y optimizar el perfil de riesgo-retorno, ajustando las posiciones tácticamente en respuesta a los cambios en las condiciones de mercado. Este enfoque permitirá a los inversores beneficiarse de la recuperación económica, al tiempo que se mitigan los impactos de posibles episodios de volatilidad. La filosofía de inversión del fondo sigue comprometida con la creación de valor sostenible a largo plazo, asegurando que la cartera esté alineada con los objetivos y necesidades de los partícipes. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. GESALCALÁ, S.G.I.I.C., S.A.U. cuenta con una política de remuneración a sus empleados compatible con una gestión adecuada y eficaz de los riesgos y con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo propios y de las instituciones de inversión colectiva que gestiona. En la remuneración total, los componentes fijos y los componentes variables estarán debidamente equilibrados; el componente fijo constituirá una parte suficientemente elevada de la remuneración total, de modo que la política de elementos variables de la remuneración pueda ser plenamente flexible, hasta tal punto que sea posible no pagar ningún componente variable de la remuneración. Dicha remuneración se calculará en base a una evaluación en la que se combinen los resultados de la persona y los de la unidad de negocio o las IIC afectadas y los resultados globales de la SGIIC, y en la evaluación de los resultados individuales se atenderá tanto a criterios financieros como no financieros. La evaluación de los resultados se llevará a cabo en un marco plurianual para garantizar que el proceso de evaluación se base en los resultados a más largo plazo. Parte Cuantitativa: En base a esta política, el importe total de remuneraciones a sus empleados durante el ejercicio 2024 ha ascendido a 2.981.455,96 euros, desglosadas en remuneración fija, correspondiente a 51 empleados que ascendió a 2.652.289,96 euros y remuneración variable relativa a 32 empleados por importe de 329.166,00 euros. La remuneración de los 5 empleados cuya actuación tiene una incidencia material en el perfil de riesgo de las IIC?s, fue de 736.670,42 euros, correspondiendo 600.060,42 euros a remuneración fija y 136.610,00 euros a la parte de remuneración variable. La remuneración correspondiente a 5 empleados altos cargos de la Gestora fue de 445.166,99 euros, de los cuales 385.054,99 euros se atribuyen a remuneración fija y 60.112,00 euros a la parte de remuneración variable. Parte Cualitativa: Remuneración Fija: La retribución fija está en consonancia con el mercado, la formación, la experiencia profesional, el nivel de responsabilidad y la trayectoria de cada empleado, y garantiza, en todo momento, una adecuada equidad interna, y el mínimo que legal o estatutariamente corresponda. Retribución Variable: La retribución variable tiene por objeto primar la creación de valor del Grupo y recompensar la aportación individual de las personas, los equipos y la agregación de todos ellos. La cuantía de la retribución variable se establece en función del grado de cumplimiento de los objetivos fijados, según el sistema aplicable, incluyendo los resultados del grupo, de la S.G.I.I.C y teniendo en cuenta la evaluación del desempeño del propio empleado, que se realiza de forma anual teniendo en cuenta diversos parámetros medibles y alcanzables. Para las IICs con comisión de éxito, no existe una remuneración directamente ligada a dicha comisión. En el caso de los miembros de la Alta Dirección y los empleados que puedan incidir en el perfil de riesgo de la entidad, la retribución variable está vinculada más directamente a los resultados del Grupo y al Marco de apetito al riesgo. Revisiones anuales: Anualmente, la Dirección de Recursos Humanos elabora una propuesta con las directrices y el sistema para aplicar la revisión de la retribución fija de la plantilla, excepto la de la Alta Dirección. Esta propuesta se eleva al Órgano de Administración para su aprobación, En la revisión de la retribución fija de cada empleado aplican, en su caso, indicadores de productividad del negocio, el resultado de su evaluación del desempeño, la equidad interna, etc. No aplicable