xbrli:pure iso4217:EUR EDM CARTERA, FI 1.0.0 2024-07-01 2024-12-31 EDM CARTERA, FI 1.0.0 2024-01-01 2024-06-30 EDM CARTERA, FI 1.0.0 2024-01-01 2024-12-31 EDM CARTERA, FI 1.0.0 2023-01-01 2023-12-31 EDM CARTERA, FI 1.0.0 2024-10-01 2024-12-31 EDM CARTERA, FI 1.0.0 2024-07-01 2024-09-30 EDM CARTERA, FI 1.0.0 2024-04-01 2024-06-30 EDM CARTERA, FI 1.0.0 2024-01-01 2024-03-31 EDM CARTERA, FI 1.0.0 2022-01-01 2022-12-31 EDM CARTERA, FI 1.0.0 2021-01-01 2021-12-31 EDM CARTERA, FI 1.0.0 2019-01-01 2019-12-31 EDM CARTERA, FI 1.0.0 2021-01-01 2023-12-31 EDM CARTERA, FI 1.0.0 2019-01-01 2023-12-31 EDM CARTERA, FI 1.0.0 2024-12-31 EDM CARTERA, FI 1.0.0 2024-06-30 EDM CARTERA, FI 1.0.0 2023-12-31 EDM CARTERA, FI 1.0.0 2022-12-31 EDM CARTERA, FI 1.0.0 2021-12-31 EDM CARTERA, FI 4043 02 04 2024 EUR nd false EDM Gestión, S.A. SGIIC AV Diagonal 399 Barcelona EM edm@edm.es www.edm.es 05 AV Diagonal 399 Barcelona tel.934160143 EM edm@edm.es 2008-07-11 06 15 3 (En una escala del 1 al 7) El fondo invertirá, en activos de renta variable y renta fija sin predeterminación de porcentajes de exposición para cada activo pudiendo ser la totalidad en cualquiera de ellos. En 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 Estado OCDE sujeto a supervisión prudencial e instrumentos del mercado monetario no cotizados que sean líquidos. Las inversiones podrán materializarse a través de IIC entre 0% y 100% incluidas las del grupo. La metodología aplicada para calcular la exposición total al riesgo de mercado es la metodología del compromiso Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.00 0.00 0.00 0.46 3.54 3.54 3.54 1.81 1 EDM CARTERA CLASE L, FI EUR 56501007.78 57478664.64 318 328 0.00 0.00 false 127614011 126897161 130646461 154650486 2.2586 2.1016 1.7884 2.1362 0.48 0.95 0.00 0.00 0.48 0.95 01 0.04 0.07 01 7.47 0.85 1.18 -0.47 5.81 17.51 -16.28 12.98 16.12 -0.89 -1.51 -2.40 2024-10-31 2024-08-02 2022-06-13 0.74 1.13 2.73 2024-11-06 2024-02-22 2022-11-10 01 6.02 5.92 7.58 5.12 5.13 7.57 13.45 7.51 6.44 13.18 12.82 12.82 13.68 13.68 13.75 19.57 19.44 12.37 0.58 0.53 0.69 0.25 0.25 0.89 0.53 0.30 0.25 8.89 8.89 8.89 8.89 8.89 8.89 8.89 4.61 4.53 1.30 0.33 0.32 0.31 0.31 1.30 1.33 1.37 1.47 true false 161_20241231_VL png 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 0 EURO/US DOLLAR FUTURO|EURO/US DOLLAR|125000| 16286560 01 16286560 INVESCO FUNDS-INVESC FONDO|INVESCO FUNDS-INVESC 3337800 02 3337800 19624360 false false false false false false false false false true Con fecha 13/09/2024 se procede a comunicar a la CNMV como Hecho Relevante que con fecha 24 de julio de 2024 el Consejo de Administración de la Sociedad EDM GESTIÓN SA SGIIC acordó renovar como Entidad Auditora del Fondo de Inversión EDM CARTERA, F.I., por un plazo de un año a contar a partir del ejercicio 2024, a la firma PricewaterhouseCoopers Auditores, S.L., inscrita en el Registro Oficial de Auditores de Cuentas con el número S0242 y con CIF B79.031.290 En 2024 se ha eliminado el índice del fondo false false false false true false false false Durante el segundo semestre del año se ha procedido a la venta de posiciones del fondo en EDM LATAM CLASE I EUR por un total de 944.432,34 Euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. Visión de la gestora/sociedad sobre la situación de los mercados. El segundo semestre de 2024 ha estado marcado por la sorprendente resiliencia de la economía a pesar de los persistentes desafíos macroeconómicos y geopolíticos. La previsión de crecimiento global del PIB real se ha mantenido en torno al 3%, respaldada por la solidez del consumo, especialmente en Estados Unidos y la recuperación de los mercados emergentes. En el ámbito monetario, los bancos centrales han comenzado a relajar progresivamente sus políticas, un movimiento anticipado que ha dado cierto alivio a los mercados de renta fija y variable. En Estados Unidos, la Reserva Federal ha reducido los tipos de interés en dos ocasiones durante este semestre, situándolos en el rango del 4.75%-5.00%. A pesar de estas bajadas, la parte larga de la curva no ha reflejado este movimiento al completo ya que los inversores han empezado a preocuparse por el déficit de EE.UU y las políticas fiscales de Trump. El rendimiento del bono del Tesoro americano a 10 años cerró el año en 4.56%, ligeramente por encima del 4.39% registrado a mitad de año, pero lejos del 3.61% que registró a mitad de septiembre. En Europa, el Banco Central Europeo también ha reducido los tipos en 25 puntos básicos en noviembre, apoyado por una moderación sostenida de la inflación, que cerró 2024 en un 3.2% interanual. El bono alemán a 10 años finalizó el año en 2.75%, mientras que el español lo hizo en 3.55%, ambos reflejando un estrechamiento en los spreads. Los mercados de renta variable globales han mostrado un desempeño positivo en la segunda mitad del año, beneficiándose de una política monetaria más laxa y la mejora de las expectativas económicas que se han ido confirmando a lo largo del semestre. En Estados Unidos, el S&P 500 cerró 2024 con una revalorización anual del 25%, mientras que el NASDAQ 100 registró un impresionante +27%, impulsado por el sector tecnológico y por la elección de Donald Trump como nuevo presidente. En Europa, el MSCI Europe ganó un 8.6% en el año, con un desempeño destacable de sectores cíclicos como el industrial y el financiero. El impacto de la inteligencia artificial (IA) continuó siendo un factor clave para los mercados de renta variable. Empresas relacionadas con la infraestructura de semiconductores y análisis de datos consolidaron su posición como líderes de esta revolución tecnológica. A diferencia de la burbuja tecnológica del 2000, las compañías tecnológicas cuentan con balances saneados, generan caja y ya están facturando por productos y servicios relacionados con la IA. En el universo de la renta fija, el apetito por el riesgo sigue disparado llevando al High Yield a ser el mejor subsector dentro de la categoría por cuarto año consecutivo con retornos por encima del 8%. Los bonos corporativos Investment Grade y High Yield en Estados Unidos experimentaron una reducción en los diferenciales, situándose cerca de mínimos históricos. En Europa, el crédito corporativo también se comportó de forma positiva especialmente en los sectores que más habían sufrido este último año como el industrial y el energético. Los bonos gubernamentales europeos se comportaron mejor que los americanos debido a una mayor debilidad en la economía europea que ofrece mayor visibilidad en la senda de bajadas de tipos de los bancos centrales. Los bonos de Reino Unido fueron lo que tuvieron peor comportamiento especialmente en la parte larga de la curva por riesgo de error en política fiscal. Por último, los bonos del Gobierno Francés sufrieron una ampliación de spreads por el bloqueo político que están sufriendo y ofrecen rendimientos superiores a los bonos españoles por primera vez desde la crisis financiera. Decisiones generales de inversión adoptadas. En EDM nos caracterizamos por un estilo de inversión Bottom Up. Por ello, realizamos un análisis exhaustivo de la evolución de los negocios en los que invertimos. En el escenario actual, debemos evitar la tentación de intentar predecir variables macroeconómicas y centrarnos en conocer en profundidad los riesgos y fortalezas de las compañías. Para entender mejor los riesgos de las actuales condiciones económicas, hemos estado en contacto con las compañías en las que invertimos. En las próximas semanas, conoceremos las publicaciones de resultados para el cierre del 2024 que nos ayudaran a posicionar la cartera de cara al 2025. Nuestro foco sigue puesto en el largo plazo y ello pasa por el análisis continuo de las compañías en las que estamos invertidos. Estamos convencidos que la mejor manera de batir a los índices de referencia es a través de compañías de calidad, lideres sectoriales, con poca deuda y manteniendo una visión de largo plazo en nuestras inversiones. Durante este semestre, no hemos hecho cambios estratégicos relevantes. Si hemos realizado ajustes tácticos en la cartera, aprovechando la volatilidad del mercado para llevar a cabo operaciones de compraventa, tal y como detallamos más adelante. Índice de referencia. En el semestre, la letra del tesoro 1Y ha tenido una volatilidad del 0,62%, con un resultado del 0,402%. Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio de EDM Cartera agregado alcanza los 199.216.924,65 Euros en el semestre. El patrimonio de la clase EDM Cartera Retail se sitúa en 71.602.913,16 Euros a final de semestre mientras que la clase L llega a 127.614.011,49 Euros. El número de partícipes es de 838. El desglose por clases es de 520 partícipes en la clase Retail y 318 en la clase L. El fondo EDM Cartera clase Retail tiene una rentabilidad del 1,65% en el semestre. La clase L acumula una rentabilidad en el semestre del 2,05%. Los gastos totales soportados (TER) por el fondo EDM Cartera clase R son 1,08% y para la clase L 0,65% en el último semestre. Las comisiones indirectas por inversiones en terceras IIC en el semestre son 0,05% por EDM Credit Portfolio, 0,04% por EDM Latam Eur, 0,01% por EDM Latam USD, 0,04% por EDM Global Equity Impact, 0,06% por EDM Ahorro, un 0,002% por EDM Renta, un 0,04% por EDM High Yield Short Duration y un 0,02% por Invesco Asian Equity. Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del semestre del fondo está por encima de la rentabilidad media del semestre de las IIC gestionadas por el grupo situada en 1,75%. 2. INFORMACION SOBRE LAS INVERSIONES. Inversiones concretas realizadas durante el periodo. En Renta Variable durante el semestre se ha comprado Air Liquide, The Trade Desk y Merlin Properties. Hemos incrementado el peso en Iberdrola, Richemont y Eli Lilly. Se ha procedido a la venta de Estee Lauder, Heineken y CCEP. Se ha reducido la posición en Inditex, Safran y Nvidia. En Renta Fija, hemos comprado Societe 32, BNP 34 y soberanos a largo plazo. Hemos vendido soberanos a corto plazo, Apple 25 y Lar 26. Operativa de préstamo de valores. La sociedad no ha realizado préstamo de valores. Operativa en derivados y adquisición temporal de activos. Por lo que respecta a la operativa en derivados, el fondo puede cubrir hasta la totalidad de la exposición en USD. Otra información sobre inversiones. El Fondo tiene invertido un 25,96% de su patrimonio en otras IIC de renta fija y renta variable. Un 24,19% de las IIC donde invierte están gestionadas por EDM y un 1,77% por terceros. A fecha de referencia (31/12/2024), el fondo mantiene una cartera de activos de renta fija con duración de 2.87 y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,46%. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad acumulada en el año de EDM Cartera, F.I. clase R ha sido 6,00% y del 6,02% para la clase L. 5. EJERCICIO DERECHOS POLITICOS. La sociedad gestora cuenta con una Política de Implicación que puede ser consultada en todo momento en su página web www. edm.es. Durante el ejercicio 2024 el fondo asistió a las siguientes juntas de accionistas: 02/02/2024 ES0105027009-LOGISTA HOLDINGS - A favor en todos los puntos 23/02/2024 DE0006231004 Infineon Technologies AG - En contra punto 8 y 9, A favor el resto 14/03/2024 DK0060079531 DSV A/S - A favor en todos los puntos 21/03/2024 ES0113679I37 Bankinter SA - Voto a favor en todos los puntos, excepto abstención el punto 10 21/03/2024 DK0062498333 Novo Nordisk A/S - A favor en todos los puntos 10/04/2024 NL0000235190 Airbus Group SE - A favor en todos los puntos 09/04/2024 FR0000125486 Vinci SA - A favor todas excepto abstención en puntos 7, 8 y 10, y en contra a puntos 12 y 13 23/04/2024 FR0000120321 L'Oreal SA - L'Oreal, todos los puntos sí con excepción de puntos 19, 20 y 21 donde votamos en contra 24/04/2024 SE0007100581 Assa Abloy AB - A favor en todos los puntos 17/04/2024 ES0184262212 Viscofan SA - A favor en todos los puntos 18/04/2024 FR0000121014 LVMH Moet Hennessy Louis Vuitt - En LVMH todo a favor, excepto puntos 7 y 8. 24/04/2024 ES0105015012 Lar Espana Real Estate Socimi - A favor en todos los puntos 25/04/2024 ES0116920333 Grupo Catalana Occidente SA - A favor en todos los puntos 25/04/2024 ES0105066007 Cellnex Telecom SA - A favor en todos los puntos 22/04/2024 ES0105130001 Global Dominion Access SA - A favor en todos los puntos, excepto en contra en el punto 7 24/04/2024 ES0105229001 Prosegur Cash SA - Votamos a favor todo menos punto 7 donde nos abstenemos 24/04/2024 ES0130670112 Endesa - A favor en todos los puntos, excepto abstención en el punto 16 y 17 24/04/2024 NL0010273215 ASML HOLDING NV - A favor en todos los puntos 30/04/2024 ES0183746314 VIDRALA - Votamos a favor de todos, excepto abstención para el punto 8 30/04/2024 FR0000121667 Essilor International SA - A favor en todos los puntos, excepto puntos de 26 a 32 ambos inclusive 02/05/2024 IE0004906560 KERRY GROUP PLC - Kerry, todo a favor a excepción de en contra a puntos 9, 10 y 11. 07/05/2024 GB00BNTJ3546 Allfunds Group Ltd - Voto a favor en todos los puntos, excepto abstención la 3 y la 4 08/05/2024 ES0137650018 Fluidra SA - Voto a favor en todos los puntos, excepto abstención en los puntos 9, 10 y 11. 08/05/2024 ES0105630315 CIE Automotive SA - A favor en todos los puntos 09/05/2024 ES0105223004 Gestamp Automocion SA - Voto a favor en todos los puntos, excepto abstención en el punto 7. 09/05/2024 ES0173516115 Repsol SA - A favor en todos los puntos 13/05/2024 NL0000334118 ASM INTERNATIONAL NV - A favor en todos los puntos 15/05/2024 DE0007164600 SAP SE - A favor en todos los puntos 17/05/2024 ES0144580Y14 Iberdrola SA - A favor en todos los puntos 23/05/2024 FR0000121972 Schneider Electric SE - A favor en todos los puntos 23/05/2024 FR0000073272 Safran SA - A favor en todos los puntos 31/05/2024 FR0000120404 ACCOR - A favor en todos los puntos, excepto en contra en el punto 13 11/06/2024 Inmobiliaria Colonial SA Ordinaria: Voto a favor en todos los puntos excepto Abstención en el 8 y 9. 12/06/2024 Inmobiliaria Colonial SA Extraordinaria: A favor en todos los puntos, excepto en contra en el punto 3.1. 19/06/2024 ES0164180012 Miquel y Costas & Miquel SA - A favor en todos los puntos, excepto abstención 5, 6, 7 y 8. 14/06/2024 ES0121975009 CAF - A favor en todos los puntos 24/06/2024 ES0157261019 Rovi - A favor en todos los puntos 26/06/2024 ES0132945017 Tubacex SA - A favor en todos los puntos 09/07/2024 ES0148396007 INDITEX - A favor en todos los puntos En el caso de que el emisor sea una sociedad española o extranjera y la participación de las IIC en la misma tenga una antigüedad superior a 12 meses y dicha participación sea igual o superior al 1% del capital de la sociedad participada, se ejercerá el derecho de las IIC gestionadas. Si no se cumpliesen las condiciones anteriores, la SGIIC delegará su derecho de asistencia y voto a las Juntas Generales de las sociedades, en el Presidente del Consejo de Administración, sin indicación del sentido del voto. No obstante, cuando la SGIIC lo considere necesario para la mejor defensa de los intereses de los partícipes, asistirá a las Juntas Generales y ejercitará el voto en beneficio exclusivo de los partícipes. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. La sociedad gestora imputa el coste anual derivado del servicio de análisis durante todo el 2024. Los gastos por Research, aplicados al fondo de inversión, siendo el principal proveedor Exane, son 56.200,86 euros en el total del año 2024. Dicho análisis ha permitido realizar una selección de ideas de inversión más amplia y diversificada además de añadir una visión del ciclo macroeconómico. Para el año 2025, el presupuesto para gastos de Research es de 45.005,68 euros. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO Enfocamos 2025 con convicción en nuestra capacidad para generar valor seleccionando buenos negocios de calidad, y con capacidad para hacer crecer sus beneficios de manera consistente a valoraciones atractivas. Ante un entorno geopolítico que se prevé más incierto tras la llegada de Donald Trump a la Casa Blanca, especialmente en cuanto a políticas fiscales y comerciales, seguimos confiando en que la selección de compañías de calidad con modelos de negocio sólidos pueda sortear los cambios que vienen e incluso salir reforzados de este nuevo paradigma. En el caso específico de la Renta Fija, seguiremos cautos con el crédito, ya que los diferenciales están a unos niveles inusualmente bajos para el riesgo que vemos en el mercado, tanto financieros como geopolíticos. En cuanto a duración, iremos ajustándola aprovechando la volatilidad del mercado especialmente en Investment Grade y bonos gubernamentales.  En cuanto a la Renta Variable, seguiremos analizando los impactos que puedan tener las tarifas en nuestra selección de compañías y realizaremos los ajustes necesarios si fuera preciso. Conocer en profundidad los activos en los que invertimos, ser conscientes de su calidad y el poder de marca de nuestras compañías, ayuda a tranquilizar a nuestros inversores además de permitir aprovechar las irracionalidades del mercado en tiempos tan volátiles como los actuales. Para dar cumplimento a lo establecido por el artículo 50.2 del Reglamento Delegado (UE) 2022/1288 de la comisión de 6 de Abril de 2022, las cuentas anuales del Fondo contarán con un Anexo de sostenibilidad, conforme establece el artículo 11.2 del Reglamento (UE) 2019/2088 sobre la divulgación de información relativa a la sostenibilidad en el sector de los servicios financieros (SFDR), como parte integrante del Informe Anual correspondiente al ejercicio 2024. EDM Gestión SGIIC, S.A. cuenta con una política de remuneración 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. La política de remuneración sigue un esquema de remuneración fija como base de la remuneración total, a la que se añade una remuneración variable que depende de factores tanto financieros como no financieros. La política no contempla remuneraciones ligadas a la comisión variable de las IIC gestionadas que incluyen comisiones de este tipo. La política de remuneraciones se revisa anualmente, no habiéndose producido incidencias ni modificaciones en 2024. En base a esta política, el importe total de remuneraciones durante el ejercicio 2024 ha ascendido a 6.339.716,27 euros de remuneración fija a 87 empleados y a 2.612.259,48 euros de remuneración variable a 76 de esos 87 empleados. Del importe total de remuneraciones, 2.037.059,08 euros (1.488.571,55 euros de remuneración fija y 548.487,53 euros de remuneración variable) han sido percibidos por 8 empleados considerados altos cargos y 2.668.373,69 euros (1.499.188,56 euros de remuneración fija y 1.169,185,13 euros de remuneración variable) por 17 empleados cuya actuación tiene una incidencia material en el perfil de riesgos de la IIC. 489277262 2674 2.68 0 0 0.00 0 0 0.00 14070545 34 0.00 0 0 0.00 0 0 0.00 0 0 0.00 136711262 702 0.64 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 197781822 835 1.91 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 189151731 1037 1.98 0 0 0.00 62273730 1142 2.72 1089266351 6424 2.13