xbrli:pure iso4217:EUR EDM RENTA, FI 1.0.0 2025-07-01 2025-12-31 EDM RENTA, FI 1.0.0 2025-01-01 2025-06-30 EDM RENTA, FI 1.0.0 2025-01-01 2025-12-31 EDM RENTA, FI 1.0.0 2024-01-01 2024-12-31 EDM RENTA, FI 1.0.0 2025-10-01 2025-12-31 EDM RENTA, FI 1.0.0 2025-07-01 2025-09-30 EDM RENTA, FI 1.0.0 2025-04-01 2025-06-30 EDM RENTA, FI 1.0.0 2025-01-01 2025-03-31 EDM RENTA, FI 1.0.0 2023-01-01 2023-12-31 EDM RENTA, FI 1.0.0 2022-01-01 2022-12-31 EDM RENTA, FI 1.0.0 2020-01-01 2020-12-31 EDM RENTA, FI 1.0.0 2022-01-01 2024-12-31 EDM RENTA, FI 1.0.0 2020-01-01 2024-12-31 EDM RENTA, FI 1.0.0 2025-12-31 EDM RENTA, FI 1.0.0 2025-06-30 EDM RENTA, FI 1.0.0 2024-12-31 EDM RENTA, FI 1.0.0 2023-12-31 EDM RENTA, FI 1.0.0 2022-12-31 EDM RENTA, FI 0530 02 04 2025 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 1994-12-22 02 20 1 (En una escala del 1 al 7) El Fondo invertirá la totalidad de su patrimonio en Renta Fija pública y privada, sin exigirse calidad crediticia mínima lo que puede influir negativamente en la liquidez del fondo y con una duración máxima de la cartera de 12 meses. El Fondo invertirá principalmente en valores emitidos en países pertenecientes a la Unión Económica y Monetaria Europea. La exposición al 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 acciones o participaciones de 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. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España. La IIC diversifica las inversiones en los activos mencionados anteriormente en, al menos, seis emisiones diferentes. La inversión en valores de una misma emisión no supera el 30% del activo de la IIC. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura. 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 0.09 0.06 0.00 1.33 1.21 1.33 2.92 1 EDM RENTA CLASE L FI EUR 13361017.72 13203473.15 807 807 0.00 0.00 false 152275338 145674389 90799509 26852654 11.3970 11.1091 10.6847 10.3534 0.08 0.15 0.00 0.00 0.08 0.15 01 0.04 0.07 01 2.59 0.58 0.54 0.66 0.79 3.97 3.20 0.07 -0.30 2.23 0.52 0.51 0.53 0.64 3.70 3.53 0.34 -0.43 15.51 15.51 16.50 21.30 13.19 5.46 13.50 7.65 8.80 -0.02 -0.04 -0.28 2025-12-08 2025-03-05 2022-05-18 0.02 0.04 0.29 2025-12-24 2025-01-31 2022-05-17 01 0.15 0.08 0.12 0.17 0.20 0.17 0.33 0.51 0.31 14.27 7.31 14.70 13.96 17.28 13.18 13.75 19.57 34.39 0.14 0.15 0.20 0.10 0.02 0.58 0.89 0.53 0.54 Euribor a 3 meses 0.01 0.00 0.00 0.01 0.01 0.02 0.02 0.04 0.00 0.17 0.17 0.17 0.17 0.17 0.40 0.40 0.82 0.48 0.24 0.06 0.06 0.06 0.06 0.23 0.24 0.40 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ES05051050F2 PAGARÉS|TEKNIA|2,696|2026-02-24 EUR 397353 0.19 0 0.0 ES05051050G0 PAGARÉS|TEKNIA|2,722|2026-05-20 EUR 395897 0.19 0 0.0 ES0505105959 PAGARÉS|TEKNIA|3,084|2025-07-21 EUR 0 0.0 496157 0.24 ES0505105967 PAGARÉS|TEKNIA|2,944|2025-10-22 EUR 0 0.0 494428 0.24 ES0505105975 PAGARÉS|TEKNIA|2,625|2025-09-22 EUR 0 0.0 496763 0.24 ES0505122533 PAGARÉS|METROVACESA S.A.|2,544|2026-01-23 EUR 198776 0.09 0 0.0 ES0505122558 PAGARÉS|METROVACESA S.A.|2,623|2026-02-20 EUR 496814 0.23 0 0.0 ES0505122566 PAGARÉS|METROVACESA S.A.|2,670|2026-04-24 EUR 198128 0.09 0 0.0 ES0505122574 PAGARÉS|METROVACESA S.A.|2,718|2026-06-26 EUR 295924 0.14 0 0.0 ES0505130676 PAGARÉS|GLOBAL DOMINION ACCE|4,800|2025-07-18 EUR 0 0.0 675820 0.33 ES0505130684 PAGARÉS|GLOBAL DOMINION ACCE|4,100|2025-09-19 EUR 0 0.0 683042 0.33 ES0505130700 PAGARÉS|GLOBAL DOMINION ACCE|3,414|2025-10-17 EUR 0 0.0 684445 0.34 ES0505130726 PAGARÉS|GLOBAL DOMINION ACCE|3,314|2025-11-14 EUR 0 0.0 588001 0.29 ES0505130734 PAGARÉS|GLOBAL DOMINION ACCE|3,450|2026-02-13 EUR 587716 0.28 291249 0.14 ES0505130759 PAGARÉS|GLOBAL DOMINION ACCE|3,350|2026-03-06 EUR 678498 0.32 679838 0.33 ES0505130783 PAGARÉS|GLOBAL DOMINION ACCE|2,817|2026-04-10 EUR 785454 0.37 0 0.0 ES0505130825 PAGARÉS|GLOBAL DOMINION ACCE|2,901|2026-07-10 EUR 781200 0.37 0 0.0 ES0505130841 PAGARÉS|GLOBAL DOMINION ACCE|2,719|2026-05-08 EUR 197499 0.09 0 0.0 ES0505130858 PAGARÉS|GLOBAL DOMINION ACCE|2,957|2026-09-18 EUR 195102 0.09 0 0.0 ES0505223331 PAGARÉS|GESTAMP|2,920|2025-09-16 EUR 0 0.0 987740 0.48 ES0505223356 PAGARÉS|GESTAMP|2,470|2025-10-15 EUR 0 0.0 495893 0.24 ES0505223364 PAGARÉS|GESTAMP AUTOMOCION S|2,674|2026-01-19 EUR 689655 0.33 492151 0.24 ES0505223372 PAGARÉS|GESTAMP|2,809|2026-02-16 EUR 685814 0.32 685836 0.34 ES0505223380 PAGARÉS|GESTAMP|2,718|2025-11-14 EUR 0 0.0 691030 0.34 ES0505223398 PAGARÉS|GESTAMP AUTOMOCION S|2,870|2026-06-16 EUR 782294 0.37 486138 0.24 ES0505223406 PAGARÉS|GESTAMP|2,719|2026-04-15 EUR 686821 0.32 0 0.0 ES0505223414 PAGARÉS|GESTAMP|2,820|2026-07-15 EUR 681625 0.32 0 0.0 ES0505223455 PAGARÉS|GESTAMP|2,607|2026-03-16 EUR 494001 0.23 0 0.0 ES0505223463 PAGARÉS|GESTAMP|2,723|2026-05-12 EUR 689073 0.33 0 0.0 ES0505223471 PAGARÉS|GESTAMP|2,902|2026-09-16 EUR 681222 0.32 0 0.0 ES0505223489 PAGARÉS|GESTAMP|2,890|2026-10-16 EUR 680634 0.32 0 0.0 ES0505223505 PAGARÉS|GESTAMP AUTOMOCION S|2,920|2026-11-17 EUR 582808 0.28 0 0.0 ES0505223521 PAGARÉS|GESTAMP AUTOMOCION S|2,910|2026-12-17 EUR 777979 0.37 0 0.0 ES0505229106 PAGARÉS|PROSEGUR CASH SA|2,419|2025-09-08 EUR 0 0.0 992232 0.49 ES0505229114 PAGARÉS|PROSEGUR CASH SA|2,437|2025-10-02 EUR 0 0.0 990829 0.49 ES0505229163 PAGARÉS|PROSEGUR CASH SA|2,364|2026-03-05 EUR 692239 0.33 0 0.0 ES0505229171 PAGARÉS|PROSEGUR CASH SA|2,354|2026-03-26 EUR 692437 0.33 0 0.0 ES0505229189 PAGARÉS|PROSEGUR CASH SA|2,520|2026-09-30 EUR 683372 0.32 0 0.0 ES0505229205 PAGARÉS|PROSEGUR CASH SA|2,336|2026-05-04 EUR 495340 0.23 0 0.0 ES05052870I6 PAGARÉS|AEDAS HOMES|2,823|2025-10-17 EUR 0 0.0 98941 0.05 ES05052870M8 PAGARÉS|AEDAS HOMES|3,429|2025-07-18 EUR 0 0.0 688656 0.34 ES05052870N6 PAGARÉS|AEDAS HOMES|3,650|2026-04-24 EUR 671180 0.32 672803 0.33 ES05052870R7 PAGARÉS|AEDAS HOMES|2,473|2025-09-19 EUR 0 0.0 298219 0.15 ES05052870W7 PAGARÉS|AEDAS HOMES|2,668|2025-12-19 EUR 0 0.0 296187 0.15 ES0505293482 PAGARÉS|GREENALIA SA|4,145|2026-01-30 EUR 692565 0.33 0 0.0 ES0505324527 PAGARÉS|GRUPO JORGE S.L.|2,962|2025-07-09 EUR 0 0.0 694877 0.34 ES0505324535 PAGARÉS|GRUPO JORGE S.L.|2,738|2025-08-01 EUR 0 0.0 695705 0.34 ES0505324543 PAGARÉS|GRUPO JORGE S.L.|2,676|2025-09-05 EUR 0 0.0 695518 0.34 ES05054010A4 PAGARÉS|TRADEBE S.L.|4,520|2026-10-16 EUR 467204 0.22 0 0.0 ES05054010B2 PAGARÉS|TRADEBE S.L.|4,090|2026-04-01 EUR 674575 0.32 675831 0.33 ES05054010D8 PAGARÉS|TRADEBE S.L.|3,521|2025-10-15 EUR 0 0.0 491888 0.24 ES05054010E6 PAGARÉS|TRADEBE S.L.|3,557|2025-07-16 EUR 0 0.0 695123 0.34 ES05054010F3 PAGARÉS|TRADEBE S.L.|3,429|2025-11-12 EUR 0 0.0 295220 0.14 ES05054010G1 PAGARÉS|TRADEBE S.L.|3,770|2026-05-13 EUR 679471 0.32 482535 0.24 ES05054010H9 PAGARÉS|TRADEBE S.L.|3,780|2026-06-10 EUR 193059 0.09 192903 0.09 ES0505401937 PAGARÉS|TRADEBE S.L.|3,337|2025-12-10 EUR 0 0.0 295261 0.14 ES0505401952 PAGARÉS|TRADEBE S.L.|4,120|2026-01-14 EUR 480460 0.23 482515 0.24 ES0505401978 PAGARÉS|TRADEBE S.L.|3,861|2025-09-10 EUR 0 0.0 688440 0.34 ES0505401986 PAGARÉS|TRADEBE S.L.|4,190|2026-02-11 EUR 881019 0.42 289493 0.14 ES0505401994 PAGARÉS|TRADEBE S.L.|6,895|2026-09-09 EUR 476117 0.22 0 0.0 ES0505438566 PAGARÉS|URBASER S.A.|3,336|2025-07-21 EUR 0 0.0 692516 0.34 ES0505438590 PAGARÉS|URBASER S.A.|2,822|2025-11-27 EUR 0 0.0 691720 0.34 ES0505438608 PAGARÉS|URBASER S.A.|3,077|2025-09-30 EUR 0 0.0 691758 0.34 ES0505438616 PAGARÉS|URBASER S.A.|3,026|2025-10-21 EUR 0 0.0 692910 0.34 ES0505438657 PAGARÉS|URBASER S.A.|2,779|2026-02-25 EUR 794615 0.37 0 0.0 ES0505438665 PAGARÉS|URBASER S.A.|2,907|2026-03-31 EUR 792483 0.37 0 0.0 ES0505461592 PAGARÉS|SIDENOR S.L.|3,332|2025-07-18 EUR 0 0.0 197332 0.1 ES0505461618 PAGARÉS|SIDENOR S.L.|2,975|2025-10-20 EUR 0 0.0 98891 0.05 ES0505461626 PAGARÉS|SIDENOR S.L.|2,877|2025-09-19 EUR 0 0.0 297625 0.15 ES0505461634 PAGARÉS|SIDENOR S.L.|2,668|2025-12-19 EUR 0 0.0 197454 0.1 ES0505461642 PAGARÉS|SIDENOR S.L.|2,768|2026-01-23 EUR 395211 0.19 0 0.0 ES0505461667 PAGARÉS|SIDENOR S.L.|2,526|2026-02-20 EUR 198991 0.09 0 0.0 ES0505461675 PAGARÉS|SIDENOR S.L.|2,625|2026-03-20 EUR 198558 0.09 0 0.0 ES0505461683 PAGARÉS|SIDENOR S.L.|2,823|2026-05-22 EUR 197820 0.09 0 0.0 ES0505521502 PAGARÉS|ARTECHE S.A.|3,430|2025-07-18 EUR 0 0.0 295328 0.14 ES0505521510 PAGARÉS|ARTECHE S.A.|2,972|2025-09-19 EUR 0 0.0 295991 0.15 ES0505521528 PAGARÉS|ARTECHE S.A.|2,870|2025-10-16 EUR 0 0.0 394872 0.19 ES0505521536 PAGARÉS|ARTECHE S.A.|2,668|2025-11-21 EUR 0 0.0 98759 0.05 ES0505521544 PAGARÉS|ARTECHE S.A.|2,566|2025-12-16 EUR 0 0.0 98736 0.05 ES0505521551 PAGARÉS|ARTECHE S.A.|2,566|2026-01-20 EUR 394916 0.19 0 0.0 ES0505521577 PAGARÉS|ARTECHE S.A.|2,546|2026-04-21 EUR 197521 0.09 0 0.0 ES0505521585 PAGARÉS|ARTECHE S.A.|2,566|2026-05-21 EUR 197565 0.09 0 0.0 ES0505630048 PAGARÉS|CIE AUTOMOTIVE SA|3,710|2025-09-11 EUR 0 0.0 975344 0.48 ES0505630147 PAGARÉS|CIE AUTOMOTIVE SA|3,104|2025-07-14 EUR 0 0.0 689732 0.34 ES0505630154 PAGARÉS|CIE AUTOMOTIVE SA|3,185|2025-07-29 EUR 0 0.0 689668 0.34 ES0505630162 PAGARÉS|CIE AUTOMOTIVE SA|3,008|2025-09-29 EUR 0 0.0 1385117 0.68 ES0505630170 PAGARÉS|CIE AUTOMOTIVE SA|2,917|2025-10-15 EUR 0 0.0 689314 0.34 ES0505630188 PAGARÉS|CIE AUTOMOTIVE SA|3,100|2026-03-13 EUR 679757 0.32 680472 0.33 ES0505630196 PAGARÉS|CIE AUTOMOTIVE SA|2,728|2025-10-29 EUR 0 0.0 691412 0.34 ES0505630212 PAGARÉS|CIE AUTOMOTIVE SA|2,607|2026-03-26 EUR 691659 0.33 0 0.0 ES0505630220 PAGARÉS|CIE AUTOMOTIVE SA|2,597|2026-04-14 EUR 691554 0.33 0 0.0 ES0505630238 PAGARÉS|CIE AUTOMOTIVE SA|2,830|2026-04-29 EUR 680545 0.32 680605 0.33 ES0505630246 PAGARÉS|CIE AUTOMOTIVE SA|2,800|2026-05-14 EUR 681796 0.32 681352 0.33 ES0505630253 PAGARÉS|CIE AUTOMOTIVE SA|2,667|2025-11-17 EUR 0 0.0 691163 0.34 ES0505630261 PAGARÉS|CIE AUTOMOTIVE SA|2,880|2026-05-29 EUR 879053 0.41 681235 0.33 ES0505630279 PAGARÉS|CIE AUTOMOTIVE SA|2,698|2025-11-28 EUR 0 0.0 691285 0.34 ES0505630295 PAGARÉS|CIE AUTOMOTIVE SA|2,709|2026-06-15 EUR 687933 0.32 0 0.0 ES0505630303 PAGARÉS|CIE AUTOMOTIVE SA|2,800|2026-06-30 EUR 680151 0.32 680910 0.33 ES0505630311 PAGARÉS|CIE AUTOMOTIVE SA|2,614|2026-01-29 EUR 689280 0.33 689449 0.34 ES0505630329 PAGARÉS|CIE AUTOMOTIVE SA|2,770|2026-07-15 EUR 681781 0.32 0 0.0 ES0505630337 PAGARÉS|CIE AUTOMOTIVE SA|2,546|2026-01-15 EUR 691192 0.33 0 0.0 ES0505630352 PAGARÉS|CIE AUTOMOTIVE SA|2,830|2026-07-28 EUR 486905 0.23 0 0.0 ES0505630360 PAGARÉS|CIE AUTOMOTIVE SA|2,538|2026-02-12 EUR 794128 0.37 0 0.0 ES0505630378 PAGARÉS|CIE AUTOMOTIVE SA|2,840|2026-09-14 EUR 486574 0.23 0 0.0 ES0505630386 PAGARÉS|CIE AUTOMOTIVE SA|2,820|2026-09-28 EUR 681349 0.32 0 0.0 ES0505630402 PAGARÉS|CIE AUTOMOTIVE SA|2,460|2026-02-26 EUR 893386 0.42 0 0.0 ES0505630410 PAGARÉS|CIE AUTOMOTIVE SA|2,967|2026-12-14 EUR 680622 0.32 0 0.0 ES0505666125 PAGARÉS|ALUDIUM|4,984|2025-10-29 EUR 0 0.0 391293 0.19 ES0505666158 PAGARÉS|ALUDIUM|5,582|2025-07-14 EUR 0 0.0 392404 0.19 ES0505666174 PAGARÉS|ALUDIUM|5,449|2025-09-15 EUR 0 0.0 290998 0.14 ES0505666182 PAGARÉS|ALUDIUM|5,107|2025-12-23 EUR 0 0.0 96659 0.05 ES0505849036 PAGARÉS|SONNEDIX|4,549|2025-09-30 EUR 0 0.0 673510 0.33 ES0505849044 PAGARÉS|SONNEDIX|4,300|2025-12-18 EUR 0 0.0 673287 0.33 ES0505849069 PAGARÉS|SONNEDIX|0,523|2026-03-31 EUR 296601 0.14 291341 0.14 ES0505849077 PAGARÉS|SONNEDIX|4,500|2026-06-30 EUR 283899 0.13 284852 0.14 ES0505854036 PAGARÉS|PALLADIUM|2,952|2025-07-22 EUR 0 0.0 994569 0.49 ES0505854044 PAGARÉS|PALLADIUM|2,847|2025-09-22 EUR 0 0.0 497861 0.24 ES0505854051 PAGARÉS|PALLADIUM|2,715|2025-10-22 EUR 0 0.0 495874 0.24 ES0505854069 PAGARÉS|PALLADIUM|2,841|2025-12-22 EUR 0 0.0 493446 0.24 ES0505854085 PAGARÉS|PALLADIUM|2,840|2026-01-22 EUR 493173 0.23 0 0.0 ES0505854093 PAGARÉS|PALLADIUM|2,931|2026-03-23 EUR 493611 0.23 0 0.0 ES0505854101 PAGARÉS|PALLADIUM|2,683|2026-02-23 EUR 595911 0.28 0 0.0 ES0505854119 PAGARÉS|PALLADIUM|2,870|2026-04-22 EUR 493742 0.23 0 0.0 ES0505854127 PAGARÉS|PALLADIUM|2,850|2026-06-22 EUR 197335 0.09 0 0.0 ES0505988016 PAGARÉS|MASORANGE|3,033|2026-06-12 EUR 197222 0.09 0 0.0 ES0505988032 PAGARÉS|MASORANGE|3,374|2026-09-11 EUR 195244 0.09 0 0.0 ES0505988040 PAGARÉS|MASORANGE|3,610|2026-12-11 EUR 675800 0.32 0 0.0 ES0521975526 PAGARÉS|CONSTRUCCIONES Y AUX|2,365|2025-10-24 EUR 0 0.0 396050 0.19 ES0521975559 PAGARÉS|CONSTRUCCIONES Y AUX|2,196|2026-01-23 EUR 397700 0.19 0 0.0 ES0521975583 PAGARÉS|CONSTRUCCIONES Y AUX|2,216|2026-04-24 EUR 496236 0.23 0 0.0 ES05297433X7 PAGARÉS|ELECNOR|2,432|2025-12-19 EUR 0 0.0 493266 0.24 ES05297433Z2 PAGARÉS|ELECNOR|2,404|2025-07-14 EUR 0 0.0 498116 0.24 ES05297434A3 PAGARÉS|ELECNOR|2,302|2025-07-28 EUR 0 0.0 498191 0.24 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682489 0.33 ES0505293409 PAGARÉS|GREENALIA|4,535|2025-10-31 EUR 0 0.0 290559 0.14 ES0505293417 PAGARÉS|GREENALIA|5,233|2025-11-28 EUR 0 0.0 681332 0.33 ES0505293425 PAGARÉS|GREENALIA|4,890|2026-02-27 EUR 490457 0.23 193132 0.09 ES0505293441 PAGARÉS|GREENALIA|5,170|2026-05-29 EUR 582332 0.27 190286 0.09 ES0505293458 PAGARÉS|GREENALIA|4,126|2026-03-27 EUR 692254 0.33 0 0.0 ES0505293466 PAGARÉS|GREENALIA|4,641|2026-06-26 EUR 195418 0.09 0 0.0 ES0505293474 PAGARÉS|GREENALIA|4,840|2026-07-24 EUR 291223 0.14 0 0.0 ES0505293490 PAGARÉS|GREENALIA|5,019|2026-09-25 EUR 482016 0.23 0 0.0 ES0505293532 PAGARÉS|GREENALIA|5,330|2026-12-18 EUR 285133 0.13 0 0.0 ES0505450504 PAGARÉS|ATLANTICA|4,590|2025-09-11 EUR 0 0.0 479560 0.24 ES0505450512 PAGARÉS|ATLANTICA|4,450|2025-10-03 EUR 0 0.0 672654 0.33 ES0505450520 PAGARÉS|ATLANTICA|4,033|2025-07-04 EUR 0 0.0 195479 0.1 ES0505450546 PAGARÉS|ATLANTICA|4,050|2025-12-03 EUR 0 0.0 679209 0.33 ES0505869026 PAGARÉS|ATLANTICA|3,694|2025-07-04 EUR 0 0.0 1083169 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 0 0 false false false false false false false false false true 31/07/2025 Renovación de auditor La Sociedad EDM GESTIÓN SA SGIIC acordó renovar como Entidad Auditora del Fondo de Inversión EDM RENTA, F.I., por un plazo de un año a contar a partir del ejercicio 2025, a la firma PricewaterhouseCoopers Auditores, S.L. false false false false false false false false No tiene operaciones vinculadas durante el segundo semestre 2025. No hay accionistas significativos en el segundo semestre 2025. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El segundo semestre de 2025 ha sido positivo para los mercados internacionales tras la fuerte volatilidad observada en la primera mitad del año. A medida que se fueron moderando las tensiones asociadas a los cambios en la política comercial estadounidense, la atención de los inversores se desplazó hacia la evolución de los fundamentales macroeconómicos y empresariales, así como hacia la sostenibilidad del crecimiento de beneficios. Este cambio de foco dio lugar a un mercado más selectivo, con un mayor énfasis en la visibilidad de resultados, la solidez de los balances y la calidad de las compañías. La política monetaria volvió a situarse en el centro del debate durante el semestre. La Reserva Federal mantuvo un enfoque prudente, subrayando la necesidad de ver más datos que indiquen que la inflación avanza hacia el objetivo del 2% antes de iniciar un ciclo de recortes más claro. Este tono cauteloso, junto con una actividad económica resiliente, contribuyó a un menor número de bajadas de tipos de interés de lo esperado a principio del semestre. En Europa, el contexto fue algo más estable, apoyado en una inflación más contenida y en expectativas de una política monetaria gradualmente más acomodaticia. En los mercados de renta variable, el semestre estuvo marcado por una elevada dispersión en el comportamiento de los activos. Tras el fuerte rally inicial del año, el mercado mostró una mayor sensibilidad a las valoraciones, especialmente en aquellos segmentos con expectativas de crecimiento más exigentes. Este entorno favoreció una rotación hacia sectores y modelos de negocio considerados más defensivos o de mayor calidad. La temática de la inteligencia artificial continuó siendo un factor estructural clave, aunque el mercado fue mucho más selectivo. A lo largo del semestre ganaron peso las dudas sobre la rentabilidad del CAPEX necesario para desplegar nuevas infraestructuras, lo que se tradujo en episodios de volatilidad en el mercado. Paralelamente, aumentó el interés por aquellas compañías capaces de integrar estas tecnologías de forma eficiente en sus procesos, mejorando márgenes y productividad. Desde una perspectiva geográfica, Europa volvió a mostrar un comportamiento relativo más sólido frente a Estados Unidos durante gran parte del semestre. Las valoraciones más atractivas, una menor exposición directa a las tensiones comerciales y el impulso procedente de políticas fiscales orientadas a inversión en infraestructura, transición energética y defensa ayudaron a sostener el apetito por activos europeos que se habia debilitado tras la fuerte recuperación de la bolsa americana. En los mercados de renta fija, predominó una mayor estabilidad en las curvas soberanas, tras las tensiones observadas a comienzos de año. Los rendimientos de los bonos tendieron a moverse lateralmente, con una ligera compresión de los tipos largos ante la confirmación de una inflación más benigna y un tono progresivamente más acomodaticio por parte de los principales bancos centrales. Las expectativas de recortes de tipos por la FED fueron menos de los esperados debido a la reticencia de Powell. El BCE por su parte siguió bajando tipos a partir del verano lo que ayudó al comportamiento de los activos de duración. En crédito, el trimestre resultó constructivo, con una compresión moderada de spreads, especialmente en Investment Grade, que se benefició de la búsqueda de carry en un contexto de incierto, pero sin señales claras de recesión. El segmento High Yield mostró un comportamiento más desigual, condicionado por factores idiosincráticos y una mayor dispersión sectorial, aunque sin un deterioro significativo de las condiciones financieras. En conjunto, la renta fija ofreció rentabilidades positivas ajustadas por riesgo, consolidando su papel como elemento estabilizador en las carteras. Cerramos un segundo semestre de 2025 que se caracterizó por un entorno de mercado más exigente y selectivo, en el que la evolución de los fundamentales volvió a situarse en el centro de las decisiones de inversión. Tras un primer semestre marcado por episodios de elevada volatilidad y una rápida recuperación, la segunda mitad del año puso de relieve la importancia de la visibilidad de resultados, la generación de caja y la disciplina financiera, en un contexto de condiciones monetarias todavía restrictivas y persistente incertidumbre. Este escenario favoreció una aproximación más prudente, con mayor diferenciación entre activos y un énfasis creciente en la calidad. 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. En el semestre el indice Euribor a 3 meses ha tenido una volatilidad del 0,01% y una rentabilidad del 0,85% d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio total de EDM Renta, FI alcanza en el semestre hasta los 211.913.432,49 euros. La clase EDM Renta R, acaba el semestre con 35.525.749,20 euros, la clase EDM Renta I cierra con 24.112.345,25 euros mientras la clase EDM Renta L se sitúa en 152.275.338,04 euros. El número de partícipes del fondo ha aumentado durante el semestre hasta los 1.208. El número de partícipes por clases se sitúa en 393 para clase Retail, 807 para la clase L y 8 para la clase I. EDM Renta R ha tenido una rentabilidad semestral del 1,08%. La clase L, finaliza el semestre con una rentabilidad del 1,12% y la clase I 1,10%. Los gastos totales soportados (TER) en el último semestre son para EDM Renta clase R 0,16%, EDM Renta I 0,14% y para la clase L 0,12%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del semestre del fondo está por debajo de la rentabilidad media del semestre de las IIC gestionadas por el grupo situada en 1,67%. Por otro lado, el fondo está por debajo 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 compraron letras alemanas, letras españolas, letras italianas, Pagarés Masorange y PSHNA 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, durante el periodo el fondo no ha realizado operaciones. d) Otra información sobre inversiones. A fecha de referencia (31/12/2025), el fondo mantiene una cartera de activos de renta fija con una duración de 0,34 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2,50%. El rating medio de la cartera se mantiene en A2. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad acumulada anual de EDM Renta fue de 0,15% para las tres clases (R, I, L). 5. EJERCICIO DERECHOS POLITICOS. No aplica para el fondo durante el año 2025. 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. Los gastos por Research, aplicados al fondo de inversión, siendo el principal proveedor Creditsights, son 16.362,71 EUR en el total del año 2025. 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 2026, el presupuesto para gastos de Research son 17.887,30 EUR. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO De cara a 2026, esperamos que la inflación continúe moderándose, especialmente en Estados Unidos, lo que permitiría a los bancos centrales avanzar en un proceso de reducción gradual de los tipos de interés oficiales. Este entorno ejercerá presión a la baja sobre los costes de financiación y contribuirá a mejorar las condiciones financieras en general. Unos tipos más bajos deberían favorecer una reactivación progresiva de la inversión, particularmente en sectores industriales, con un impacto positivo en los beneficios empresariales a lo largo del año. Consideramos que este escenario es especialmente favorable para compañías industriales de alta calidad, cuyos modelos de negocio se benefician directamente de una mayor actividad económica y una mejor visibilidad de demanda. Otro punto de inflexión relevante en 2026 estará relacionado con las fuertes inversiones realizadas en inteligencia artificial y centros de datos. Esperamos que el mercado comience a exigir pruebas claras y cuantificables sobre la rentabilidad de estos proyectos, así como mayor visibilidad sobre los plazos en los que dichas inversiones empezarán a generar retornos. El volumen de capital invertido en AI deja de ser suficiente. El foco se desplaza hacia la eficiencia del capital y la rentabilidad incremental de estas inversiones. En la medida en que las compañías sean capaces de demostrar retornos atractivos y sostenible creación de valor, el impacto positivo podría extenderse al conjunto del ecosistema de la inteligencia artificial. A ello se suma un entorno geopolítico todavía inestable, donde los acontecimientos políticos y geoestratégicos han demostrado en los últimos años su capacidad para impactar de forma relevante y transversal en los mercados financieros. Esperamos que esta fuente de incertidumbre continúe presente y se refleje en niveles estructuralmente más altos de volatilidad. En el caso de Renta Fija, seguimos positivos en Investment Grade europeo y aprovecharemos la volatilidad del mercado para ir aumentando la exposición. En este escenario si hubiera ampliación de spreads de crédito, también aprovecharíamos para incorporar compañías de High Yield con gran capacidad de generación de caja y modelos de negocio resilientes. No aplicable EDM Gestión SGIIC, S.A.U. 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 2025. En base a esta política, el importe total de remuneraciones durante el ejercicio 2025 ha ascendido a 6.091.185,28 euros de remuneración fija a 87 empleados y a 2.256.280,82 euros de remuneración variable a 73 de esos 87 empleados. Del importe total de remuneraciones, 1.868.235,03 euros (1.305.139,98 euros de remuneración fija y 563.095,05 euros de remuneración variable) han sido percibidos por 8 empleados considerados altos cargos y 2.472.890,16 euros (1.646.133,25 euros de remuneración fija y 826.756,91 euros de remuneración variable) por 21 empleados cuya actuación tiene una incidencia material en el perfil de riesgos de la IIC. 504764997 2602 1.18 0 0 0.00 0 0 0.00 20451014 62 0.63 0 0 0.00 0 0 0.00 0 0 0.00 143594272 885 3.52 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 167738698 801 2.30 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 200626137 1211 1.11 0 0 0.00 233196370 4108 1.13 1270371488 9669 1.56