xbrli:pure iso4217:EUR EDM-AHORRO, FI 1.0.0 2026-01-01 2026-06-30 EDM-AHORRO, FI 1.0.0 2025-07-01 2025-12-31 EDM-AHORRO, FI 1.0.0 2026-01-01 2026-06-30 EDM-AHORRO, FI 1.0.0 2025-01-01 2025-12-31 EDM-AHORRO, FI 1.0.0 2026-04-01 2026-06-30 EDM-AHORRO, FI 1.0.0 2026-01-01 2026-03-31 EDM-AHORRO, FI 1.0.0 2025-10-01 2025-12-31 EDM-AHORRO, FI 1.0.0 2025-07-01 2025-09-30 EDM-AHORRO, FI 1.0.0 2024-01-01 2024-12-31 EDM-AHORRO, FI 1.0.0 2023-01-01 2023-12-31 EDM-AHORRO, FI 1.0.0 2021-01-01 2021-12-31 EDM-AHORRO, FI 1.0.0 2023-01-01 2025-12-31 EDM-AHORRO, FI 1.0.0 2021-01-01 2025-12-31 EDM-AHORRO, FI 1.0.0 2026-06-30 EDM-AHORRO, FI 1.0.0 2025-12-31 EDM-AHORRO, FI 1.0.0 2024-12-31 EDM-AHORRO, FI 1.0.0 2023-12-31 EDM-AHORRO, FI 0047 02 02 2026 EUR nd false EDM-AHORRO, FI Av Diagonal 399 Barcelona EM edm@edm.es www.edm.es 05 AV Diagonal 399 Barcelona tel.934160143 EM edm@edm.es 1987-03-18 08 02 2 (En una escala del 1 al 7) El Fondo invierte en Renta Fija en euro. Se gestiona activamente la estructura de vencimientos de acuerdo con las expectativas de tipos de interés y la calidad crediticia de los emisores. El Fondo invertirá en Renta Fija pública y/o privada y no exigirá una calidad crediticia mínima. El Fondo invertirá principalmente en valores emitidos en países pertenecientes a la Unión Económica y Monetaria Europea, no obstante, no se descarta invertir minoritariamente en otros países pertenecientes a la OCDE. La gestora no invertirá en aquellas emisiones que a su juicio tengan una calidad crediticia inferior a la emitida por agencias de calificación crediticia. La exposición a riesgo divisa distinta al euro no será superior al 10%. Dentro de la Renta fija también se incluyen depósitos e instrumentos del mercado monetario no negociados, que sean líquidos. El Fondo no invertirá más de un 10% de su patrimonio en IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la gestora, con una política de inversión coherente a la de este fondo. La exposición máxima al riesgo de mercado a través de derivados es el patrimonio neto. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.14 0.24 0.14 1.08 0.84 1.21 0.84 1.33 2 EDM AHORRO, FI CLASE R EUR 2279918.69 3023403.00 1231 1345 0.00 0.00 false 65230235 85733381 88618842 102840624 28.6108 28.3566 27.6297 26.8371 0.45 0.45 0.00 0.00 0.45 0.45 01 0.03 0.03 01 0.90 1.38 -0.48 -0.24 -0.24 2026-05-15 2026-05-15 0.50 0.50 2026-04-08 2026-04-08 01 1.66 1.92 1.32 19.06 17.58 19.66 0.30 0.28 0.14 BofA Merrill Lynch 1-3 Year Euro Broad Market Index (RF) 6.46 6.67 6.08 0.00 0.00 0.00 0.49 0.25 0.24 0.25 0.25 0.98 0.98 0.99 1.01 1011_20260630_VL png 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true El 21/11/2025 se modificó la vocación inversora del Fondo y por ello solo se muestra la evolución del valor liquidativo y de la rentabilidad a partir de este momento 1 EDM AHORRO, FI CLASE L EUR 11225369.02 11162076.10 888 971 0.00 0.00 false 326925019 321641805 324750438 285192003 29.1238 28.8156 27.9810 27.0844 0.27 0.27 0.00 0.00 0.27 0.27 01 0.03 0.03 01 1.07 1.47 -0.39 -0.24 -0.24 2026-05-15 2026-05-15 0.50 0.50 2026-04-08 2026-04-08 01 1.66 1.92 1.32 19.06 17.58 19.66 0.30 0.28 0.14 BofA Merrill Lynch 1-3 Year Euro Broad Market Index (RF) 6.46 6.67 6.08 0.00 0.00 0.00 0.31 0.16 0.16 0.16 0.16 0.63 0.63 0.64 0.67 1012_20260630_VL png 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 true El 21/11/2025 se modificó la vocación inversora del Fondo y por ello solo se muestra la evolución del valor liquidativo y de la rentabilidad a partir de este momento 3 EDM AHORRO CLASE F, FI EUR 0.00 0.00 0 0 0.00 0.00 false 0 0 0 0 0.0000 0.0000 0.0000 0.0000 0.00 0.00 0.00 0.00 0.00 0.00 01 0.00 0.00 01 0.00 0.00 0.00 0.00 0.00 2026-06-30 0.00 0.00 2026-06-30 01 0.00 0.00 0.00 19.06 17.58 19.66 0.30 0.28 0.14 BofA Merrill Lynch 1-3 Year Euro Broad Market Index (RF) 6.46 6.67 6.08 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1013_20260630_VL png 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true El 21/11/2025 se modificó la vocación inversora del Fondo y por ello solo se muestra la evolución del valor liquidativo y de la rentabilidad a partir de este momento 387621703 380822192 75411911 86279869 306157839 288029953 6051953 6512370 0 0 5125598 27070469 -592047 -517475 392155254 407375186 407375186 433350086 407375186 -4.74 -7.07 -4.74 -37.64 0.00 0.00 0.00 0.00 0.99 1.13 0.99 -17.89 1.35 1.52 1.35 0.00 1.69 1.71 1.69 -7.59 0.00 0.00 0.00 0.00 -0.36 -0.06 -0.36 410.85 0.00 0.00 0.00 -8.33 0.00 0.00 0.00 0.00 0.02 -0.14 0.02 -111.82 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -98.97 0.00 0.01 0.00 -61.81 -0.36 -0.39 -0.36 -10.67 -0.30 -0.32 -0.30 -12.31 -0.03 -0.04 -0.03 -8.47 -0.01 -0.01 -0.01 0.05 0.00 0.00 0.00 229.78 -0.02 -0.02 -0.02 6.40 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 392155254 407375186 392155254 ES00000127C8 DEUDA|SPAIN I/L BOND|1,000|2030-11-30 EUR 2578305 0.66 0 0.0 ES0000012K20 DEUDA|SPAIN LETRAS DEL TES|0,700|2032-04-30 EUR 3446281 0.88 3453002 0.85 ES0000012K61 DEUDA|BONOS Y OBLIG DEL ES|2,550|2032-10-31 EUR 1946562 0.5 1949100 0.48 ES0000012L78 DEUDA|BONOS Y OBLIG DEL ES|3,550|2033-10-31 EUR 4121788 1.05 4127187 1.01 ES0000012M51 DEUDA|BONOS Y OBLIG DEL ES|3,500|2029-05-31 EUR 0 0.0 4149041 1.02 ES0000012M77 DEUDA|BONOS Y OBLIG DEL ES|2,500|2027-05-31 EUR 0 0.0 20145974 4.95 ES0000012N35 DEUDA|BONOS Y OBLIG DEL ES|3,450|2034-10-31 EUR 2046894 0.52 2042928 0.5 ES0000012O00 DEUDA|BONOS Y OBLIG DEL ES|2,700|2030-01-31 EUR 3997029 1.02 4022066 0.99 ES0000012O18 DEUDA|SPAIN I/L BOND|1,150|2036-11-30 EUR 2093500 0.53 0 0.0 ES0000012P33 DEUDA|BONOS Y OBLIG DEL ES|3,200|2035-10-31 EUR 1992794 0.51 1985642 0.49 22223153 5.67 41874940 10.29 ES0213679JR9 RENTA|BANKINTER SA|0,625|2027-10-06 EUR 2582318 0.66 2609981 0.64 ES0213679OP3 BONOS|BANKINTER SA|4,875|2031-09-13 EUR 2147873 0.55 2161026 0.53 ES0305229009 RENTA|PROSEGUR CASH SA|3,380|2030-10-09 EUR 4995698 1.27 4949634 1.22 XS2109608724 BONOS|FASTIGHETS AB 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 0 Bloomberg Liquidity Screened FUTURO|Bloomberg Liquidity Screened|200| 23882240 02 Bloomberg MSCI Euro Corporate FUTURO|Bloomberg MSCI Euro Corporate|1000| 77422500 02 101304740 101304740 false false false false false false false false false true J- Otros hechos relevantes 19/06/2026: Nombramiento de auditor. Renovación auditor. false false false false false false false false No existen accionistas significativos en la IIC para el primer semestre del año. No existen operaciones vinculadas durante el primer semestre del año. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2026 ha estado marcado por un entorno geopolítico especialmente complejo y por elevados niveles de volatilidad en los mercados financieros. Durante los primeros meses del año, el aumento de las tensiones entre Estados Unidos e Irán provocó movimientos significativos en materias primas, divisas y mercados de deuda, al tiempo que incrementó la dispersión sectorial en la renta variable. La persistencia de las presiones inflacionistas, unida a la incertidumbre generada en torno al estrecho de Ormuz, llevó a los principales bancos centrales a mantener una actitud prudente, retrasando las expectativas de relajación monetaria. La situación se deterioró durante el primer trimestre debido a la escalada del conflicto en Oriente Medio y a la interrupción de varias rutas comerciales estratégicas. Estos factores impulsaron el precio del petróleo, elevaron las expectativas de inflación y provocaron una notable corrección en los mercados globales. En este contexto, el sector de energía ha sido de los que mejor se ha comportado. Asimismo, siguen mostrando un excelente comportamiento todas aquellas compañías vinculadas a inteligencia artificial, especialmente los relacionados con la memoria y semiconductores. Sin embargo, a medida que avanzó el segundo trimestre, el sentimiento inversor mejoró significativamente gracias a las expectativas de un acuerdo de paz en la región y, posteriormente, a la consolidación de un alto el fuego que permitió reducir gradualmente la prima de riesgo geopolítica. La progresiva reapertura del estrecho de Ormuz impulsó una fuerte corrección del precio del petróleo y favoreció la recuperación de la actividad económica y de los mercados financieros. Desde una perspectiva sectorial, la tecnología volvió a consolidarse como uno de los principales motores de rentabilidad. La inversión global en inteligencia artificial, centros de datos y semiconductores continuó acelerándose, impulsando el desempeño de empresas líderes en equipamiento e infraestructura tecnológica. Los resultados empresariales publicados durante el periodo confirmaron la solidez operativa de las compañías expuestas a estas tendencias estructurales. No obstante, la principal incógnita para el mercado se centra ahora en la sostenibilidad de las elevadas tasas de crecimiento y en la capacidad de mantener los actuales niveles de márgenes y beneficios implícitos en las valoraciones del sector. Paralelamente, se observaron comportamientos muy diferenciados entre industrias. Mientras que el sector de energía se ha visto favorecido por el contexto geopolítico, áreas más sensibles al ciclo económico, como la industria o determinados segmentos del consumo discrecional, registraron episodios de volatilidad asociados a las expectativas de inflación, la evolución de los costes energéticos y las perspectivas de demanda global. En renta fija, los bancos centrales mantuvieron un enfoque flexible con el foco en los datos macroeconómicos y la geopolítica. El Banco Central Europeo continuó ajustando su política monetaria con una subida de 0,25% ante la persistencia de ciertas presiones inflacionarias, mientras que la Reserva Federal conservó una postura más prudente, manteniendo sin cambios los tipos de interés. A pesar de ello, los mercados han mostrado capacidad para adaptarse a un escenario de tipos de interés más elevados durante un periodo prolongado. A lo largo del semestre hemos mantenido un enfoque disciplinado, centrado en compañías de alta calidad y ventajas competitivas sostenibles, evitando aquellas áreas del mercado donde las valoraciones incorporan expectativas excesivamente optimistas o donde la visibilidad sobre la creación de valor a largo plazo es más limitada. Dentro del universo vinculado a la inteligencia artificial, hemos priorizado empresas que se benefician de forma directa del aumento de la inversión en infraestructura tecnológica y en ciertos segmentos de semiconductores con mayor visibilidad, frente a otros nichos más expuestos a dinámicas cíclicas o especulativas como memoria. Esta aproximación nos ha permitido participar en algunas de las principales tendencias estructurales de crecimiento, manteniendo al mismo tiempo nuestra disciplina en valoración y calidad. De cara a los próximos trimestres, consideramos que las compañías en cartera se encuentran bien posicionadas para desenvolverse en un entorno que previsiblemente seguirá marcado por la incertidumbre geopolítica. La combinación de balances sólidos, liderazgo competitivo, elevada generación de caja y capacidad de fijación de precios debería permitirles continuar ganando cuota de mercado, aprovechar nuevas oportunidades de crecimiento y sostener una evolución atractiva del beneficio por acción a medio y largo plazo. Aunque seguimos siendo constructivos respecto al potencial de las compañías que forman parte de la cartera, mantenemos una actitud prudente ante unos mercados que, en determinados segmentos, descuentan escenarios muy favorables. En este contexto, creemos que la selección rigurosa de compañías, el análisis fundamental y la disciplina en valoración seguirán siendo los principales determinantes de la rentabilidad para los inversores en los próximos años. b) 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 los fondos de Renta Fija, el posicionamiento ha estado centrado en deuda soberana, donde hemos ido aprovechando la volatilidad para aumentar duración y crédito Investment Grade, En el segmento de más riesgo, hemos sido muy selectivos con los emisores ya que en un entorno como el actual muchas compañías podría tener problemas para refinanciar su deuda y con los spreads de crédito en niveles tan bajos no vemos valor para el riesgo que estas asumiendo. c) Índice de referencia. El índice de referencia, BAML 1-3yr Broad Market Index se revaloriza un 0,62% en el semestre vs EDM Ahorro que se revaloriza un 1,07% en la clase L y 0,90% en la clase R. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. El patrimonio total de EDM Ahorro alcanza en el semestre los 392.155.253,77 euros. La clase EDM Ahorro R, acaba el semestre con 65.230.235,18 euros mientras la clase EDM Ahorro L se sitúa en 326.925.018,59 euros. El número de partícipes del fondo en el semestre se sitúa en los 2.119. El número de partícipes por clases se sitúa en 1.231 de clase Retail y 888 para la clase L. EDM Ahorro R ha tenido una rentabilidad semestral del 0,90%. La clase L, finaliza el semestre con una rentabilidad del 1,07%. Los gastos totales soportados (TER) por EDM Ahorro clase R son 0,49% y para la clase L 0,31% en el último semestre. e) 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 0,57%. El fondo está por encima de la rentabilidad media del semestre de las IIC con la misma vocación inversora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A lo largo del semestre se han comprado MOLSM 2033, SIKASW 2030, TEVA 2027, GT 2028 y BTPS 2028. Se han vendido soberanos a largo plazo, BBVA 2027, TRAGR 2026, IFF 2026. Nos han recomprado LORCAT 2029, VERISR 2028, ETLFP 2029 y VGPBB 2027. b) Operativa de préstamo de valores. La sociedad no ha realizado préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. Por lo que respecta a la operativa en derivados, el fondo ha cubierto una parte del riesgo de crédito vendiendo contratos del LXYM6 y del AHWM6 y se compensando duración con Schatz, Bobl y Bund. d) Otra información sobre inversiones. A fecha de referencia (30/06/2026), el fondo mantiene una cartera de activos de renta fija con una duración de 2,31 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,60%. El rating medio de la cartera sube hasta BBB. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad acumulada anual de EDM Ahorro en el semestre fue de 1,66% en ambas clases. 5. EJERCICIO DERECHOS POLITICOS. No aplica. 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 2026. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO Encaramos la segunda mitad de 2026 con un optimismo prudente, apoyado en una economía global que sigue mostrando una notable capacidad de resistencia pese a la incertidumbre geopolítica, las tensiones energéticas y una inflación que continúa moderándose solo de forma gradual. El comportamiento de los mercados de renta variable esconde dos realidades muy distintas. Las valoraciones en algunos segmentos del mercado han alcanzado niveles exigentes, sobre todo en los más favorecidos por la narrativa de la IA. Sin embargo, han surgido oportunidades muy atractivas en compañías de calidad, con crecimiento rentable y balances sólidos que se han dejado de lado en un mercado marcado por el momentum. Esta dispersión entre sectores ofrece oportunidades atractivas para quienes mantienen un enfoque fundamental y de largo plazo. Más allá de los grandes líderes tecnológicos, el proceso de adopción de la inteligencia artificial continúa extendiéndose al conjunto de la economía, impulsando inversiones en centros de datos, automatización, software empresarial, digitalización industrial, electrificación y modernización de infraestructuras. Al mismo tiempo, observamos tendencias estructurales que previsiblemente seguirán siendo relevantes durante los próximos años. La reconfiguración de las cadenas de suministro, el incremento del gasto en defensa y seguridad, la búsqueda de mayor independencia energética y el desarrollo de infraestructuras estratégicas están impulsando nuevos ciclos de inversión a nivel global. Este proceso está favoreciendo la aparición de nuevos ganadores en distintos sectores y geografías, ampliando significativamente el universo de oportunidades de inversión. En EDM seguiremos centrando nuestros esfuerzos en el análisis fundamental riguroso, convencidos de que la calidad empresarial volverá a ser un factor diferencial en un entorno caracterizado por esta mayor dispersión de resultados. Las compañías con balances sólidos, capacidad de generación de caja, retornos elevados sobre el capital y ventajas competitivas duraderas están mejor posicionadas para navegar escenarios de incertidumbre y seguir creando valor para sus accionistas. En resumen, afrontamos la segunda mitad del año con confianza, aunque sin complacencia. La combinación de crecimiento económico positivo, expansión de la inversión vinculada a la inteligencia artificial y oportunidades derivadas de las grandes transformaciones estructurales de la economía mundial ofrece un escenario atractivo para los inversores de largo plazo. Al mismo tiempo, la persistencia de riesgos geopolíticos y macroeconómicos refuerza la importancia de mantener una filosofía de inversión basada en la calidad, la disciplina en valoración y la preservación del capital. En renta fija mantenemos una visión favorable sobre el crédito de Grado de Inversión (Investment Grade), respaldada por unos fundamentales sólidos y unas rentabilidades que siguen resultando atractivas frente a los niveles observados durante gran parte de la última década. Continuaremos aprovechando los movimientos de mercado para incrementar exposición de forma selectiva y, en caso de ampliaciones de diferenciales, evaluaremos oportunidades en emisores "High Yield" que combinen buenos balances con modelos de negocio de alta visibilidad y elevada capacidad de generación de caja. No aplicable 459161857 2517 1.04 0 0 0.00 0 0 0.00 20198979 105 0.67 0 0 0.00 0 0 0.00 0 0 0.00 105375668 740 -3.96 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 145647975 749 0.85 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 206564613 1340 1.09 0 0 0.00 187314263 3124 0.76 1124263355 8575 0.50