FON FINECO RENTA FIJA INT. FI 1.0.0 2026-01-01 2026-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-07-01 2025-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2026-01-01 2026-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-01-01 2025-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2026-04-01 2026-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2026-01-01 2026-03-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-10-01 2025-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-07-01 2025-09-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-01-01 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-01-01 2023-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2021-01-01 2021-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-01-01 2025-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2021-01-01 2025-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2026-06-30 FON FINECO RENTA FIJA INT. FI 1.0.0 2025-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2024-12-31 FON FINECO RENTA FIJA INT. FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure FON FINECO RENTA FIJA INT. FI 3591 02 02 2026 EUR BBB+ false c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com www.fineco.com 05 c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com 2006-10-24 08 02 2 en una escala de 1 a 7 La gestión toma como referencia la rentabilidad del índice Bloomberg Euro- Aggregate Treasury 1-3 Year Index (Total Return). Además de criterios financieros, se aplican criterios extra-financieros ESG,excluyentes (contrarios a defensa de derechos humanos/salud, protección medioambiente, reducción producción de armas) y valorativos (emisores que consideren aspectosaspectos medioambientales, sociales y de gobernanza corporativa). Invierte, directa o indirectamente a través de IIC (máximo 10% del patrimonio en IIC financieras de renta fija (activo apto), armonizadas o no, del grupo o no de la gestora), en renta fija pública/privada, incluidas titulizaciones y bonos subordinados, negociados en mercados organizados, depósitos e instrumentos delmercado monetario, cotizados o no, líquidos. Emisores/mercados OCDE y no OCDE,incluidos emergentes. Riesgo divisa máximo: 5% de la exposición total. Los activos tendrán al menos media calidad crediticia (mínimo BBB-/Baa3), salvo unmáximo del 30% de la exposición total que podrán ser activos de baja calidad (inferior a BBB-/Baa3). Para emisiones no calificadas se atenderá al rating del emisor. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Se podrán utilizar derivados de riesgo de crédito (CDS) o índices de CDS, todos ellos líquidos, de compra o de venta de protección, como inversión o cobertura de crédito, sin apalancamiento del fondo. La exposición máxima a riesgo de mercado por instrumentos financieros derivados es el importe del patrimonio neto. 01 1.49 0.17 1.49 0.18 1.96 1.92 1.96 2.17 1 FON FINECO RF INT. 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EUR 0.00 0.00 774896.00 0.10 XS2353182020 Bonos|ENEL FINANCE INTL NV|3,529|2027-06-17 EUR 0.00 0.00 193724.00 0.03 XS3008888953 Bonos|ENEL FINANCE INTL NV|2,625|2028-02-24 EUR 0.00 0.00 5385670.00 0.71 XS2531420656 Bonos|ENEL FINANCE INTL NV|3,875|2029-03-09 EUR 1636753.00 0.23 0.00 0.00 FR001400KHF2 Bonos|ENGIE ALLIANCE GIE|3,750|2027-09-06 EUR 0.00 0.00 713155.00 0.09 XS2623957078 Bonos|ENI SPA|3,625|2027-05-19 EUR 0.00 0.00 2851849.00 0.38 XS2066706909 Bonos|ENEL FINANCE INTL NV|0,375|2027-06-17 EUR 0.00 0.00 763934.00 0.10 XS1702729275 Bonos|E.ON INTERNATIONAL F|1,250|2027-10-19 EUR 0.00 0.00 1169353.00 0.16 XS2822505439 Bonos|EPH FIN INTERNATIONA|5,875|2029-11-30 EUR 6624574.00 0.94 0.00 0.00 XS2304340263 Bonos|EQUINIX INC|0,250|2027-03-15 EUR 0.00 0.00 1676763.00 0.22 XS2463988795 Bonos|EQT AB|2,375|2028-04-06 EUR 491768.00 0.07 489586.00 0.06 XS3073596341 Bonos|EQUINIX INC|3,250|2029-05-19 EUR 2100469.00 0.30 0.00 0.00 FR001400HZE3 Bonos|ERAMET|7,000|2028-05-22 EUR 0.00 0.00 508215.00 0.07 AT0000A2GH08 Bonos|ERSTE BANK DER OESTE|0,875|2027-05-13 EUR 0.00 0.00 2599153.00 0.34 AT0000A33MP9 Bonos|ERSTE BANK DER OESTE|3,125|2027-10-14 EUR 0.00 0.00 7417317.00 0.98 XS1239586594 Bonos|ESB FINANCE LIMITED|2,125|2027-06-08 EUR 0.00 0.00 1185899.00 0.16 XS2491664137 Bonos|EUROFINS SCIENTIFIC|4,000|2029-07-06 EUR 1224448.00 0.17 0.00 0.00 XS3201899856 Bonos|EUROGRID GMBH|2,886|2029-10-16 EUR 4454897.00 0.63 0.00 0.00 XS2919679816 Bonos|EUROGRID GMBH|3,075|2027-10-18 EUR 0.00 0.00 5951651.00 0.79 XS2904504979 Bonos|EUROBANK SA|4,000|2030-09-24 EUR 3383066.00 0.48 0.00 0.00 XS2586123965 Bonos|FORD MOTOR|4,867|2027-08-03 EUR 0.00 0.00 1446304.00 0.19 XS1794675931 Bonos|FAIRFAX|2,750|2028-03-29 EUR 494856.00 0.07 489979.00 0.06 XS2337252931 Bonos|FEDEX CORP|0,450|2029-05-04 EUR 3862337.00 0.55 0.00 0.00 XS2804501208 Bonos|FIBERCOP|1,625|2029-01-18 EUR 663137.00 0.09 0.00 0.00 XS3104481257 Bonos|FIBERCOP|2,375|2030-06-30 EUR 2045377.00 0.29 0.00 0.00 XS1843435923 Bonos|FIDELITY INV MANAGEM|2,000|2030-05-21 EUR 1328025.00 0.19 0.00 0.00 XS1843436228 Bonos|FIDELITY INV MANAGEM|1,500|2027-05-21 EUR 0.00 0.00 4182824.00 0.55 XS1843434280 Bonos|FISERV INC|1,125|2027-07-01 EUR 0.00 0.00 772951.00 0.10 FR0013515871 Bonos|SOCIETE FONCIERE LYO|1,500|2027-06-05 EUR 0.00 0.00 2331086.00 0.31 XS3006514536 Bonos|FORD MOTOR|4,066|2030-08-21 EUR 1708649.00 0.24 0.00 0.00 XS3299544711 Bonos|FORD MOTOR|3,305|2029-05-17 EUR 1778388.00 0.25 0.00 0.00 XS2530444624 Bonos|FRESENIUS MEDICAL CA|3,875|2027-09-20 EUR 0.00 0.00 408588.00 0.05 XS2152329053 Bonos|FRESENIUS AG-PFD|1,625|2027-10-08 EUR 0.00 0.00 784874.00 0.10 XS3036647694 Bonos|FRESENIUS MEDICAL CA|3,125|2028-12-08 EUR 100108.00 0.01 100888.00 0.01 FR0013181898 Bonos|LA BANQUE POSTALE|3,000|2028-06-09 EUR 0.00 0.00 3979072.00 0.53 XS3025205850 Bonos|GALDERMA FINANCE EUR|3,500|2030-03-20 EUR 2717650.00 0.38 0.00 0.00 XS2806377268 Bonos|GOODMAN AUSTRALIA FI|4,250|2030-05-03 EUR 2160604.00 0.31 0.00 0.00 XS2855975285 Bonos|GRAND CITY PROPERTIE|4,375|2030-01-09 EUR 4421393.00 0.63 0.00 0.00 XS2029713349 Bonos|GELF BOND ISSUER I S|1,125|2029-07-18 EUR 1296219.00 0.18 0.00 0.00 XS3193932699 Bonos|GESTAMP AUTOMOCION S|2,187|2030-10-15 EUR 1002590.00 0.14 0.00 0.00 XS2937174196 Bonos|GETLINK SE|2,062|2030-04-15 EUR 2033654.00 0.29 0.00 0.00 XS2747270630 Bonos|GENERAL MOTORS|3,900|2028-01-12 EUR 0.00 0.00 1432694.00 0.19 XS3140075816 Bonos|GENERAL MOTORS|3,100|2029-08-04 EUR 4779915.00 0.68 0.00 0.00 XS2625985945 Bonos|GENERAL MOTORS|4,500|2027-11-22 EUR 0.00 0.00 4545924.00 0.60 XS2828685631 Bonos|GRENKE FINANCE PLC|5,750|2029-07-06 EUR 4987950.00 0.71 0.00 0.00 XS2961445090 Bonos|GRIFOLS|3,562|2030-05-01 EUR 1042641.00 0.15 0.00 0.00 XS2077646391 Bonos|GRIFOLS|1,125|2027-11-15 EUR 0.00 0.00 994216.00 0.13 XS1781401085 Bonos|GRAND CITY PROPERTIE|1,500|2027-02-22 EUR 0.00 0.00 4566463.00 0.61 XS2282101539 Bonos|GRAND CITY PROPERTIE|0,125|2028-01-11 EUR 0.00 0.00 452983.00 0.06 DE000HCB0BZ1 Bonos|HAMBURG COMMERCIAL B|4,875|2027-03-30 EUR 0.00 0.00 720791.00 0.10 XS2344772426 Bonos|HAMMERSON PLC|1,750|2027-06-03 EUR 0.00 0.00 1676692.00 0.22 DE000HCB0B69 Bonos|HAMBURG COMMERCIAL B|3,500|2028-03-17 EUR 0.00 0.00 3400097.00 0.45 XS1629387462 Bonos|HEIDELBERGCEMENT AG|1,500|2027-06-14 EUR 0.00 0.00 2050443.00 0.27 XS2018637327 Bonos|HEIDELBERGCEMENT AG|1,125|2027-12-01 EUR 0.00 0.00 4482066.00 0.59 XS3379436325 Bonos|HEIDELBERG MATERIALS|3,500|2029-10-10 EUR 100815.00 0.01 0.00 0.00 XS3040333638 Bonos|HLD EUROPE|4,125|2030-04-02 EUR 2118842.00 0.30 0.00 0.00 XS2918553855 Bonos|HLDNG D´INFRA METIER|4,875|2029-10-24 EUR 3699359.00 0.52 0.00 0.00 XS3081808837 Bonos|H LUNBECK A/S|3,375|2029-06-02 EUR 2104540.00 0.30 0.00 0.00 XS2243299463 Bonos|H LUNBECK A/S|0,875|2027-10-14 EUR 0.00 0.00 1540123.00 0.20 XS2657613720 Bonos|AMERICAN HONDA FINAN|3,750|2027-10-25 EUR 0.00 0.00 2296348.00 0.30 DE000A2YN2U2 Bonos|HOCHTIEF AG|0,500|2027-09-03 EUR 0.00 0.00 958144.00 0.13 FR0013510823 Bonos|HOLDING D'INFRAESTRU|2,500|2027-05-04 EUR 0.00 0.00 1189153.00 0.16 XS2286441964 Bonos|HOLCIM FINANCE LUX S|0,125|2027-07-19 EUR 0.00 0.00 1144516.00 0.15 XS3416873738 Bonos|AMERICAN HONDA FINAN|3,501|2029-07-07 EUR 199981.00 0.03 0.00 0.00 XS1379184473 Bonos|HSBC|2,500|2027-03-15 EUR 0.00 0.00 4701473.00 0.62 XS2904540775 Bonos|HSBC|3,445|2030-09-25 EUR 5235592.00 0.74 0.00 0.00 XS2753429047 Bonos|HUNGARY|4,000|2029-07-25 EUR 2360311.00 0.33 0.00 0.00 XS2903447519 Bonos|HYUNDAI CAPITAL AMER|2,875|2028-06-26 EUR 298581.00 0.04 300969.00 0.04 FR0013281755 Bonos|ICADE|1,500|2027-09-13 EUR 0.00 0.00 3996200.00 0.53 XS3190744907 Bonos|IDS FINANCING PLC|3,250|2029-10-01 EUR 2173373.00 0.31 0.00 0.00 XS2673969650 Bonos|INT DISTRIBUTIONS|5,250|2028-09-14 EUR 0.00 0.00 1373058.00 0.18 XS1908370171 Bonos|INTERCONTINENTAL HOT|2,125|2027-05-15 EUR 0.00 0.00 1183513.00 0.16 XS2723593187 Bonos|IHG FINANCE LLC|4,375|2029-11-28 EUR 3203218.00 0.45 0.00 0.00 FR001400EJI5 Bonos|ILIAD SA|5,375|2027-06-14 EUR 0.00 0.00 831390.00 0.11 XS2677668357 Bonos|IMCD NV|4,875|2028-09-18 EUR 0.00 0.00 1149565.00 0.15 XS2884003778 Bonos|IMCD NV|3,625|2030-04-30 EUR 2104175.00 0.30 0.00 0.00 FR0013330099 Bonos|INDIGO GROUP|1,625|2028-04-19 EUR 0.00 0.00 768531.00 0.10 XS2919102207 Bonos|INFORMA PLC|3,250|2030-10-23 EUR 2183877.00 0.31 0.00 0.00 XS2767979052 Bonos|INFINEON TECHNOLOGIE|3,375|2027-02-26 EUR 0.00 0.00 505099.00 0.07 XS2068065163 Bonos|INFORMA PLC|1,250|2028-04-22 EUR 0.00 0.00 759927.00 0.10 XS2891742731 Bonos|ING GROEP N.V.|3,500|2030-09-03 EUR 1210378.00 0.17 0.00 0.00 XS3225326282 Bonos|ING BANK NV|2,875|2030-11-10 EUR 1481100.00 0.21 0.00 0.00 XS2673808486 Bonos|INTESA SANPAOLO SPA|4,375|2027-08-29 EUR 0.00 0.00 2060934.00 0.27 XS2835773255 Bonos|INTL PERSONAL FINANC|5,375|2029-12-14 EUR 845026.00 0.12 0.00 0.00 XS2305744059 Bonos|IQVIA INC|1,125|2029-03-15 EUR 677011.00 0.10 0.00 0.00 XS2036798150 Bonos|IQVIA INC|1,125|2028-01-15 EUR 392004.00 0.06 490258.00 0.07 XS2529233814 Bonos|INTESA SANPAOLO SPA|4,750|2027-09-06 EUR 0.00 0.00 1871031.00 0.25 XS1673102734 Bonos|ISSDC|1,500|2028-08-31 EUR 0.00 0.00 780183.00 0.10 FR001400WTD7 Bonos|ITM ENTREPRISES SASU|4,125|2030-01-29 EUR 2136165.00 0.30 0.00 0.00 XS2848652272 Bonos|IWG US FINANCE LLC|6,500|2030-06-28 EUR 2052580.00 0.29 0.00 0.00 DE000A1919H2 Bonos|JAB HOLDINGS BV|2,500|2029-06-25 EUR 2847227.00 0.40 0.00 0.00 DE000A2SBDE0 Bonos|JAB HOLDINGS BV|1,000|2027-12-20 EUR 0.00 0.00 7255038.00 0.96 FR001400F0H3 Bonos|JCDECAUX SE|5,000|2029-01-11 EUR 2613737.00 0.37 743771.00 0.10 XS2407010656 Bonos|JDE PEET´S NV|0,625|2028-02-09 EUR 0.00 0.00 1213729.00 0.16 XS1960248919 Bonos|MORGAN JP & CO|1,090|2027-03-11 EUR 0.00 0.00 1967123.00 0.26 BE0002900810 Bonos|KBC BANCASSURANCE HO|4,375|2027-11-23 EUR 0.00 0.00 1120746.00 0.15 FR001400KHZ0 Bonos|KERING|3,625|2027-09-05 EUR 0.00 0.00 4075157.00 0.54 FR001400ZZC9 Bonos|KERING|3,125|2029-11-27 EUR 4191637.00 0.59 0.00 0.00 XS1196817586 Bonos|KINDER MORGAN ENER P|2,250|2027-03-16 EUR 0.00 0.00 3649331.00 0.48 XS3227294132 Bonos|LATVENERGO AS|3,612|2030-11-13 EUR 2184561.00 0.31 0.00 0.00 XS2720896047 Bonos|LEASYS SPA|4,625|2027-02-16 EUR 0.00 0.00 2657291.00 0.35 XS3124322424 Bonos|LEVI STRAUSS & CO|2,000|2030-08-15 EUR 2113535.00 0.30 0.00 0.00 XS2561647368 Bonos|LIBERTY MUTUAL|4,625|2030-12-02 EUR 2214806.00 0.31 0.00 0.00 XS2128499105 Bonos|SIGNIFY NV|2,375|2027-05-11 EUR 0.00 0.00 1473578.00 0.20 XS2463961321 Bonos|LINDE AG|1,000|2027-03-31 EUR 0.00 0.00 1456320.00 0.19 XS2628821873 Bonos|LLOYDS TSB BANK PLC|4,125|2027-05-30 EUR 0.00 0.00 1338299.00 0.18 XS1681050610 Bonos|LLOYDS TSB BANK PLC|1,500|2027-09-12 EUR 0.00 0.00 489971.00 0.06 XS2868171229 Bonos|LLOYDS TSB BANK PLC|3,500|2030-11-06 EUR 1719528.00 0.24 0.00 0.00 XS2027364327 Bonos|LOGICOR FINANCING|1,625|2027-07-15 EUR 0.00 0.00 1167589.00 0.15 BE6321076711 Bonos|LONZA FINANCE|1,625|2027-04-21 EUR 0.00 0.00 488708.00 0.06 XS2982117694 Bonos|LOXAM SAS|2,125|2030-02-15 EUR 1004792.00 0.14 0.00 0.00 XS2904651093 Bonos|LONDON STOCK EXCHANG|2,750|2027-09-20 EUR 0.00 0.00 1203939.00 0.16 XS1918000107 Bonos|LONDON STOCK EXCHANG|1,750|2027-12-06 EUR 0.00 0.00 295369.00 0.04 XS2679904685 Bonos|LSEG NETHERLANDS BV|4,231|2030-09-29 EUR 3851827.00 0.54 0.00 0.00 XS2408458730 Bonos|DEUTSCHE LUFTHANSA-R|2,875|2027-05-16 EUR 0.00 0.00 3604462.00 0.48 FR001400TSJ2 Bonos|LVMH MOET HENNESSY L|2,750|2027-11-07 EUR 0.00 0.00 100704.00 0.01 FR001400ZED2 Bonos|LVMH MOET HENNESSY L|2,625|2029-03-07 EUR 297876.00 0.04 299832.00 0.04 XS3320664710 Bonos|MAPLE PARENT HLDS|3,881|2030-03-26 EUR 1108820.00 0.16 0.00 0.00 IT0005611790 Bonos|MCC SPA|3,750|2029-09-20 EUR 1017422.00 0.14 0.00 0.00 XS2726262863 Bonos|MCDONALD´S CORPORATI|3,625|2027-11-28 EUR 0.00 0.00 1938073.00 0.26 XS1725633413 Bonos|MCDONALD´S CORPORATI|1,500|2029-11-28 EUR 2173708.00 0.31 0.00 0.00 DE000A382962 Bonos|MERCEDES-BENZ GROUP|3,250|2027-09-15 EUR 0.00 0.00 1519230.00 0.20 XS2347367018 Bonos|MERLIN PROPERTIES SO|1,375|2030-06-01 EUR 1295860.00 0.18 0.00 0.00 XS2778370051 Bonos|METRO AG|4,625|2029-03-07 EUR 620258.00 0.09 0.00 0.00 XS2758931880 Bonos|MITSUBISHI HC CAP UK|3,733|2027-02-02 EUR 0.00 0.00 1016031.00 0.13 XS2349788377 Bonos|MITSUBISHI UFJ FINAN|0,337|2027-06-08 EUR 0.00 0.00 1173069.00 0.16 XS3300158964 Bonos|SUMITOMO MITSUI BANK|1,450|2030-03-05 EUR 3849235.00 0.54 0.00 0.00 XS2465984107 Bonos|MIZUHO FINANCIAL GRO|1,631|2027-04-08 EUR 0.00 0.00 2921052.00 0.39 XS2528323780 Bonos|MIZUHO FINANCIAL GRO|3,490|2027-09-05 EUR 0.00 0.00 1116415.00 0.15 XS2672967234 Bonos|MOLNLYCKE HOLDING|4,250|2028-09-08 EUR 0.00 0.00 724123.00 0.10 XS1197270819 Bonos|MONDELEZ|1,625|2027-03-08 EUR 0.00 0.00 781944.00 0.10 XS2676882900 Bonos|PATERNINA|6,750|2027-09-05 EUR 0.00 0.00 724865.00 0.10 XS1117298163 Bonos|MOODY'S CORPORATION|1,750|2027-03-09 EUR 0.00 0.00 785237.00 0.10 XS2595028536 Bonos|MORGAN STANLEY|4,656|2029-03-02 EUR 1134014.00 0.16 0.00 0.00 XS2338643740 Bonos|MORGAN STANLEY|0,406|2027-10-29 EUR 0.00 0.00 1666048.00 0.22 XS1645722262 Bonos|MUNDYS SPA|1,875|2027-07-13 EUR 0.00 0.00 403352.00 0.05 XS2750308483 Bonos|MUNDYS SPA|4,750|2029-01-24 EUR 1646440.00 0.23 0.00 0.00 XS2931916972 Bonos|NATWEST BANK|2,750|2027-11-04 EUR 0.00 0.00 4015808.00 0.53 XS2680745119 Bonos|NATIONAL GRID PLC|4,151|2027-09-12 EUR 0.00 0.00 1129597.00 0.15 XS3087810548 Bonos|NATIONWIDE BLDG SOCI|4,625|2029-10-29 EUR 0.00 0.00 1104320.00 0.15 XS2575973776 Bonos|NATIONAL GRID PLC|3,875|2029-01-16 EUR 1631316.00 0.23 0.00 0.00 XS3069320474 Bonos|NATWEST BANK|3,240|2030-05-13 EUR 2498664.00 0.35 0.00 0.00 XS1689535000 Bonos|NORDEA ASSET MANAGEM|1,125|2027-09-27 EUR 0.00 0.00 3406884.00 0.45 FR00140142Q7 Bonos|NEW IMMO HOLDING SA|4,950|2030-11-14 EUR 2995106.00 0.42 0.00 0.00 XS2434763483 Bonos|NE PROPERTY BV|2,000|2030-01-20 EUR 2168150.00 0.31 0.00 0.00 XS2203802462 Bonos|NE PROPERTY BV|3,375|2027-07-14 EUR 0.00 0.00 801895.00 0.11 XS2462321212 Bonos|NESTLE FINANCE INTL|0,875|2027-03-29 EUR 0.00 0.00 1964867.00 0.26 XS1821883102 Bonos|NETFLIX INC|1,812|2027-05-15 EUR 0.00 0.00 1827782.00 0.24 XS2107435617 Bonos|NEW YORK LIFE GLOBAL|0,250|2027-01-23 EUR 0.00 0.00 761275.00 0.10 FR001400OL29 Bonos|NEXANS SA|4,250|2030-03-11 EUR 1943467.00 0.27 0.00 0.00 FR001400Q5V0 Bonos|NEXANS SA|4,125|2029-05-29 EUR 1626077.00 0.23 0.00 0.00 XS3186949585 Bonos|NJJ CONTINENTAL SA|1,940|2030-10-15 EUR 1095828.00 0.15 0.00 0.00 DK0030523030 Bonos|NYKREDIT REALKREDIT|3,625|2030-07-24 EUR 2114712.00 0.30 0.00 0.00 XS2443893255 Bonos|NORDEA ASSET MANAGEM|1,125|2027-02-16 EUR 0.00 0.00 771995.00 0.10 XS3320129599 Bonos|NOVONESIS NOVOZYMES|3,250|2030-03-19 EUR 1705223.00 0.24 0.00 0.00 XS2825558328 Bonos|NOVA LJUBLJANSKA BAN|4,500|2030-05-29 EUR 1334766.00 0.19 0.00 0.00 XS2449911143 Bonos|NATWEST BANK|1,375|2027-03-02 EUR 0.00 0.00 3588979.00 0.48 XS2473346299 Bonos|NATIONWIDE BLDG SOCI|2,000|2027-04-28 EUR 0.00 0.00 4724082.00 0.63 DK0030393665 Bonos|NYKREDIT REALKREDIT|3,875|2027-07-05 EUR 0.00 0.00 713308.00 0.09 XS2102924383 Bonos|OP CORPORATE BANK PL|0,600|2027-01-18 EUR 0.00 0.00 4775115.00 0.63 FR001400OLD1 Bonos|OPMOBILITY|4,875|2029-03-13 EUR 824858.00 0.12 0.00 0.00 FR0013396520 Bonos|ORANGE S.A.|2,000|2029-01-15 EUR 1658616.00 0.23 0.00 0.00 FR00140144A7 Bonos|ORANGE S.A.|2,500|2028-11-13 EUR 0.00 0.00 1093474.00 0.15 XS2051788219 Bonos|ORIGIN ENERGY FINANC|1,000|2029-09-17 EUR 185981.00 0.03 0.00 0.00 XS1721760541 Bonos|ORSTED A/S|1,500|2029-11-26 EUR 2247620.00 0.32 0.00 0.00 XS2611221032 Bonos|PERMANENT TSB GROUP|6,625|2028-04-25 EUR 0.00 0.00 744638.00 0.10 XS3103620186 Bonos|PRICOA GLOBAL FUNDIN|3,000|2030-07-03 EUR 2670041.00 0.38 0.00 0.00 XS2049582625 Bonos|PROLOGIS EURO FINANC|0,250|2027-09-10 EUR 0.00 0.00 953184.00 0.13 XS2384697830 Bonos|PUBLIC STORAGE OP CO|0,500|2030-09-09 EUR 2740571.00 0.39 0.00 0.00 XS2957471373 Bonos|PUBLIC PROPERTY INVE|4,625|2030-03-12 EUR 2165842.00 0.31 0.00 0.00 XS2436807940 Bonos|P3 GROUP 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5743814.00 0.76 FR0014016SU0 Bonos|SANOFI-SYNTHELABO SA|3,000|2029-05-05 EUR 200534.00 0.03 0.00 0.00 XS2310951103 Bonos|SAPPI PAPIER HOLDING|1,812|2028-03-15 EUR 954181.00 0.13 0.00 0.00 XS2676395077 Bonos|SARTORIUS FINANCE BV|4,375|2029-09-14 EUR 725143.00 0.10 730527.00 0.10 DE000A383HC1 Bonos|SCHAEFFLER AG|4,500|2030-03-28 EUR 2034722.00 0.29 0.00 0.00 DE000A4DFLP8 Bonos|SCHAEFFLER AG|4,250|2028-04-01 EUR 101021.00 0.01 102249.00 0.01 DE000A3H2TA0 Bonos|SCHAEFFLER AG|3,375|2028-10-12 EUR 396027.00 0.06 401551.00 0.05 DE000A460JA7 Bonos|SCHAEFFLER AG|4,125|2029-05-13 EUR 100726.00 0.01 0.00 0.00 XS2442768227 Bonos|SKANDINAVISKA ENSKIL|0,750|2027-08-09 EUR 0.00 0.00 1447122.00 0.19 XS2895496680 Bonos|SECHE ENVIRONNEMENT|2,250|2030-03-25 EUR 1012651.00 0.14 0.00 0.00 XS2607381436 Bonos|SECURITAS TREASURY|4,250|2027-04-04 EUR 0.00 0.00 4709928.00 0.62 XS2511906310 Bonos|SELP FINANCE SARL|3,750|2027-08-10 EUR 0.00 0.00 2032337.00 0.27 FR001400EHG3 Bonos|SOCIETE GENERALE|4,250|2030-12-06 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 IBOXX EURO CORP 3M TRS JUN 26 Permutas financieras IBOXX EURO CORP 3M TRS SEP 26 183500000 02 183500000 183500000 BONOS DBR 2.3 15/02/2033 2,300% Compra Futuro|BONOS DBR 2.3 15/02/2033 2,300%|1000 17100000 02 BONOS DBR 2.3 15/02/2033 2,300% Venta Futuro|BONOS DBR 2.3 15/02/2033 2,300%|1000| 53500000 02 BUNDESOBLIGATION 16/04/27 Compra Futuro|BUNDESOBLIGATION 16/04/27|1000| 13000000 02 BUNDESOBLIGATION 16/04/27 Venta Futuro|BUNDESOBLIGATION 16/04/27|1000| 3800000 02 INDICE MSCI EURO CORPORATE SRI TRI VALUE Compra Futuro|INDICE MSCI EURO CORPORATE SRI TRI V 23375680 02 110775680 BONOS NTT FINANCE 01/11/2029 3,3252% Compra Plazo|BONOS NTT FINANCE 01/11/2029 3,3252%| 600000 02 IBOXX EURO CORP 3M TRS JUN 26 Permutas financieras IBOXX EURO CORP 3M TRS SEP 26 183500000 02 184100000 294875680 false false false false false false false false false false No se ha producido ningun hecho relevante adicional. false false false false true false true false e.) El importe de las enajenaciones 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 18.719.185,23 euros suponiendo un 2,61% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 9,00 euros. g.) Fineco SV SA es, además, comercializador del fondo y como tal, su retribución se encuentra incluida dentro de la comisión de gestión. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DE LA SOCIEDAD a) Visión de la gestora/sociedad sobre la situación de los mercados El primer semestre de 2026 ha estado marcado por una acusada dualidad: unos primeros meses de shock geopolítico y corrección generalizada de los act ivos de riesgo, seguidos de una notable recuperación tras el acuerdo de al to el fuego alcanzado a mediados de junio. Los mercados iniciaron el año apoyados en un crecimiento económico sólid o, unos beneficios empresariales resilientes y la expectativa de un ciclo g radual de bajadas de tipos. Sin embargo, el escenario cambió de forma abru pta a finales de febrero, cuando el aumento de las tensiones en Oriente Proximo derivó en un conflicto abierto entre Estados Unidos, Israel e Iran, con la consiguiente interrupción del tra#161;fico de crudo por el estrecho de Ormuz. El Brent, que arrancó el año en el entorno de los 60 dólares, ll egó a superar los 115-120 dólares al cierre del primer trimestre (+90%), reactivando los temores inflacionistas. El conflicto se prolongó durante b uena parte del segundo trimestre, manteniendo el crudo por encima de los 11 0 dólares en los momentos de mayor tensión, hasta que el anuncio del alto el fuego a mediados de junio y la reapertura progresiva de la ruta maríti ma provocaron su mayor caída trimestral desde 2020, hasta los 71 dólares al cierre de junio. Este vaivén del petróleo ha marcado el pulso de la inflación durante tod o el semestre. En Estados Unidos, el IPC ha repuntado hasta el 4,2% interan ual en mayo, su nivel mas alto desde comienzos de 2023, en un contexto de crecimiento que se ha mantenido sólido (el PIB del primer trimestre avanzo un 2,6% anualizado). En la Eurozona, el impacto ha sido mas severo: la i nflación armonizada pasó del 1,7% en enero al 2,5% en marzo y siguió esc alando hasta el 3,2% en mayo, mientras el PIB del primer trimestre se contr aía un 0,3% anual. La relajación energética de junio ha traído alivio e n la recta final del semestre, moderando la inflación europea hasta el 2,8 %, con la subyacente retrocediendo hasta el 2,4%. En política monetaria, las previsiones de bajadas de tipos con las que arr ancó el año quedaron practicamente descartadas ya en el primer trimestre . La Reserva Federal ha mantenido los tipos sin cambios en el 3,50%-3,75% d urante todo el semestre, y la llegada de Kevin Warsh a la presidencia en ma yo ha reforzado el mensaje de que la lucha contra la inflación no ha termi nado, apuntando incluso a una posible subida antes de que acabe el año. En Europa, el BCE ha subido tipos por primera vez en casi tres años, hasta e l 2,25%, ante el riesgo de efectos de segunda ronda sobre la inflación. La renta fija no ha ejercido su papel tradicional de activo refugio en este semestre tan convulso, aunque con un comportamiento muy distinto entre tri mestres y geografías. Durante el primer trimestre, las TIRes repuntaron co n fuerza a lo largo de toda la curva, tanto en EE.UU. como en Europa, por e l alza de la inflación y las peores perspectivas de crecimiento, con pérd idas especialmente severas en el tramo largo y una ampliación de los difer enciales de crédito (+20 pb en investment grade y +109 pb en high yield). En el segundo trimestre, el comportamiento se disoció: la curva estadounid ense continuó tensionandose en los tramos corto y medio, con el Treasury a diez años cerrando el semestre en el 4,47%, mientras que la curva aleman a revirtió buena parte de la subida del primer trimestre con una caída pa ralela de cerca de 10 puntos basicos en toda su extensión, cerrando el Bu nd en el 2,86%. En crédito, los diferenciales, que se habían ampliado con fuerza durante el shock geopolítico, corrigieron en el segundo trimestre hasta aproximarse de nuevo a mínimos históricos. La renta variable ha sido el fiel reflejo de esta dualidad semestral. El pr imer trimestre cerró en negativo: el S&P 500 retrocedió un 4%, su peor in icio de año desde 2022, con caídas mas severas en Europa, el DAX llegó a ceder mas de un 7%, y un MSCI World que cerró el trimestre en el -3,47% . El segundo trimestre, sin embargo, ha traído una recuperación notable, apoyada en una temporada de resultados excepcional, el crecimiento agregado de beneficios del S&P 500 se ha situado en el 27-28%, el mejor registro en veinte años, y en el alivio geopolítico de junio. El Euro Stoxx 50 ha ce rrado el semestre en torno a los 6.374 puntos, con una revalorización supe rior al 20% en el año, y el IBEX 35 ha alcanzado maximos históricos en e l entorno de los 19.400 puntos. La narrativa de la inteligencia artificial ha seguido siendo el motor estructural del optimismo inversor a lo largo de todo el semestre. Los activos refugio han tenido, también aquí, dos caras. Durante el prime r trimestre, el oro y el dólar se beneficiaron del entorno de incertidumbr e, con el dólar apreciandose desde niveles de 1,20 hasta 1,14 EUR/USD. El oro, sin embargo, ha vivido una fuerte corrección en el segundo trimestre : tras marcar maximos históricos en enero, cuando llegó a tocar los 5.59 5 dólares por onza, el endurecimiento de las expectativas de tipos reales y la fortaleza del dólar lo han hecho retroceder mas de un 14% hasta el e ntorno de los 4.000 dólares al cierre de junio. b) Decisiones generales de inversión adoptadas La cartera de la IIC permanece invertida mayoritariamente en liquidez y ren ta fija euro de corto plazo, así como renta fija cotizada exterior, princi palmente bonos corporativos globales. A fin de periodo, la IIC mantiene en su cartera de activos de renta fija una duración media de 3,21 años y una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,23%. c) Índice de referencia En este entorno de mercados, la principal referencia de inversión para la cartera actual de la IIC Bloomberg Euro-Aggregate: 1-3 Year Total Return In dex Hedged EUR, ha terminado el periodo con una rentabilidad del 0,58%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la IIC ha descendido y el numero de participaciones tambi én es menor. En este contexto de mercados, la rentabilidad de la clase I d e la IIC en el periodo alcanzó el bruto 0,94% y el 0,68% después de los g astos totales soportados reflejados en el TER del periodo del 0,26%. La ren tabilidad de la clase A fue del 0,62% dada su diferente comisión de gestion sobre patrimonio. Dicha rentabilidad bruta fue mayor que la de su benchm ark que fue de 0,58%. e) Rendimiento de la sociedad en comparación con el resto de las IICs de l a gestora La IIC ha tenido una rentabilidad menor a la media de las IICs de su misma categoría RENTA FIJA EURO gestionadas por la misma gestora. Los principal es activos que han contribuido a la rentabilidad del periodo han sido EURO, ISR IB DEC 29 TERM AC ETF y BTPS 2.1 08/26/27. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo se ha procedido al rollover del mandato con Pimco y Amun di. En concreto, se han desinvertido practicamente en su totalidad las emi siones en cartera con vencimiento en 2027 e invertido en la cartera con ven cimiento 2029. Como resultado de este, se han gestionado la duración y rie sgo de crédito de la cartera con la compra de emisores corporativos global es. En concreto, durante el periodo se han vendido las emisiones de Stellan tis, Telefónica y Carrefour, entre otros emisores, con vencimiento 2027, y comprado las emisiones de Abertis, Orange, Generali y Kering, entre otros emisores, con vencimiento entre 2029 y 2030. También se ha procedido al rollover del bloque del fondo destinado a la ge stión de entradas y salidas de partícipes. Se ha desinvertido en los ETFs ISHARES EUR CORP BOND 1-5 YR y ISHARES IBONDS DEC 2027, y se ha invertido en el ISHARES IBONDS DEC29 TERM EUR ETF. También se ha abierto una posicion en un Total Return Swap (TRS) con vencimiento a tres meses, mediante el cual el fondo paga el rendimiento del Euribor a 3 meses y recibe el rendimi ento del índice Iboxx Euro Corporates (QW5A). Durante el periodo, se ha pr ocedido con el rollover de la posición hasta el próximo vencimiento. A lo largo del semestre se han utilizado instrumentos OTC para gestionar el riesgo de divisa, ademas de hacer la gestión de la liquidez, y los ajust es periódicos de la cartera, las entradas y salidas de participes, se han gestionado a través de la compraventa de futuros y ETFs de renta fija. b) Operativa de préstamo de valores N/A c) Operativa en derivados y adquisición temporal de activos Durante el periodo, de forma puntual, se ha procedido al ajuste del nivel d e duración del fondo mediante futuros sobre el SCHATZ y BOBL, referencias de deuda a dos y cinco años, respectivamente, de Alemania. Adema;s, para g estionar la exposición a crédito del fondo se ha ajustado el fondo median te futuros sobre el Bloomberg MSCI Euro Corporate Screened Total Return Ind ex. Adicionalmente, se ha realizado el rollover de la posición en estos fu turos, con vencimiento trimestral, realizado de forma sucesiva de marzo a j unio y de junio hasta el siguiente vencimiento, septiembre 2026. Adicionalmente, se ha abierto una posición en un Total Return Swap (TRS) c on vencimiento a tres meses, mediante el cual el fondo paga el rendimiento del Euribor a 3 meses y recibe el rendimiento del índice Iboxx Euro Corpor ates (QW5A). Durante el periodo se ha procedido con el rollover de la posic ión hasta el siguiente vencimiento, septiembre 2026. Durante el periodo, se ha procedido a la compraventa de forwards de divisa sobre el EUR/USD y EUR/GBP, para la gestión del riesgo divisa. No existen inversiones en derivados u otros activos con objetivo de cobertu ra. El grado de apalancamiento medio ha sido nulo en el periodo. La liquidez obligatoria se ha invertido en cuenta corriente. Durante el per iodo, la cuenta corriente de la entidad depositaria ha estado remunerada a un tipo promedio del 1,95%. La remuneración media de las cuentas corriente s, incluida la del depositario y otras entidades bancarias, ha sido de un 1 ,96%. d) Otra información sobre inversiones No hay inversión en IICs en mas de un del 10% del patrimonio. No existen inversiones señaladas en el artículo 48.1.j del RIIC. No existen en cartera inversiones en litigio. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A RIESGO ASUMIDO POR LA SOCIEDAD El riesgo asumido por la IIC en el periodo, medido a través de la volatili dad, ha sido de 2,72%, mayor que el de su índice de referencia que ha sopo rtado un 1,47%. Un 10% del patrimonio del fondo esta; invertido en emisiones de renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS N/A INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 30% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEV ADO. LA INVERSIÓN EN RENTA FIJA DE BAJA CALIDAD CREDITICIA PUEDE INFLUIR N EGATIVAMENTE EN LA LIQUIDEZ DEL FONDO. ENTIDADES BENEFICIARIAS DE SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo soporta gastos derivados del servicio de analisis financiero de l as inversiones. La gestora recibe informes de entidades internacionales rel evantes para la gestión del fondo seleccionados en base a la calidad del analisis, su relevancia, la disponibilidad del analista, la agilidad para e mitir informes pertinentes ante eventos potenciales o que han sucedido en l os mercados y que pueden afectar al fondo, la solidez de la argumentación y el acceso a los modelos de valoración usados por los analistas. Bajo estos criterios, la gestora ha seleccionado seis proveedores de servic ios de analisis que se identifican como generadores de valor añadido para el fondo y, por tanto, susceptibles de recibir comisiones por dicho servic io: MRB Partners, JP Morgan, Santander, BCA Research. Durante el periodo, el fondo ha soportado gastos de analisis por importe d e 1.933,92 euros. El importe total presupuestado para 2026 asciende a 3.368 ,81 euros. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DE LA SOCIEDAD De cara al segundo semestre de 2026, el foco se centra en la política mone taria de la nueva Fed bajo Kevin Warsh y en la evolución del conflicto en Oriente Próximas tiempo no invita a asumir riesgos elevados. En renta fija, mantenemos una preferencia por duraciones intermedias, en el tramo de 2 a 5 años, do nde el mercado ofrece mejor relación entre plazo y rentabilidad que en los extremos de la curva, combinada con una selección de crédito de calidad que permita batir la inflación. En renta variable, reconocemos la fortalez a de los fundamentales corporativos estadounidenses, pero somos selectivos ante las exigentes valoraciones actuales, con mayor exposición relativa a Europa. Seguimos, ademas, monitorizando posibles focos de vulnerabilidad e n segmentos como el crédito privado, donde un entorno de mayores costes de financiación y menor liquidez podría tensionar determinadas estructuras. La estrategia sigue centrada en la diversificación, el control del riesgo y la preservación de capital. No aplicable No se han realizado operaciones de financiación de valores en el periodo. 1688509649 6301 0.78 0 0 0.00 211929600 2351 1.63 0 0 0.00 0 0 0.00 1197182330 4210 3.75 20238846 239 10.50 634595312 5857 7.19 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1612770980 15054 3.27 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1105308227 3180 0.96 0 0 0.00 0 0 0.00 6470534944 37192 2.67