FON FINECO TOP RENTA FIJA FI 1.0.0 2026-01-01 2026-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-07-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2026-01-01 2026-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-01-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2026-04-01 2026-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2026-01-01 2026-03-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-10-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-07-01 2025-09-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-01-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-01-01 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2021-01-01 2021-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-01-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2021-01-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2026-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure FON FINECO TOP RENTA FIJA FI 4254 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 2010-07-23 08 02 2 en una escala del 1 al 7 La gestión toma como referencia la rentabilidad del índice Bloomberg Euro- Aggregate Treasury 1-3 Year Index (Total Return). El fondo invierte el 100% de la exposición total en renta fija pública y/o privada de emisores y mercados de países de la zona euro y minoritariamente de otros países de la OCDE (incluyendo depósitos e instrumentos del mercado monetario no cotizados, que sean líquidos). No se invertirá en titulizaciones. No existe exposición al riesgo divisa. Los activos serán de calificación crediticia media (rating mínimo BBB- por al menos una de las tres agencias de calificación (S&P, Fitch o Moody's). El fondo podrá tener un máximo del 15% de la exposición total en activos con calificación crediticia baja (rating BB-). Para emisiones no calificadas se atenderá al rating del emisor. En caso de bajadas sobrevenidas de rating por debajo de dichos límites se podrán mantener los títulos hasta un máximo de seis meses. La duración media de la cartera de renta fija será como máximo de 3 años. La exposición máxima al riesgo de mercado por derivados es el patrimonio neto. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado miembro de la Unión Europea, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con calificación de solvencia no inferior a la de España El fondo podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversióny no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.18 0.17 0.18 0.19 1.95 1.92 1.95 2.17 1 FON FINECO TOP RF FI -A- EUR 1706980.00 1463294.67 315 274 0.00 0.00 false 20008547 17024160 12614727 13883340 11.7216 11.6341 11.3423 10.9517 0.27 0.27 0.27 0.27 01 0.01 0.01 01 0.75 1.26 -0.50 0.32 0.53 2.57 3.57 3.57 -0.76 -0.21 -0.33 -0.28 2026-05-15 2026-03-19 2023-03-16 0.58 0.58 0.42 2026-04-08 2026-04-08 2023-02-02 01 1.93 2.08 1.76 0.61 0.78 0.80 0.77 1.44 0.38 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.06 16.19 0.52 0.72 0.09 0.08 0.07 0.08 0.15 0.21 0.23 BLOOMBERG EURO-AGGREGATE TREASURY 1-3 YEAR INDEX (TR) 1.48 1.46 1.48 0.50 0.81 0.98 1.19 2.00 0.47 1.12 1.12 1.13 1.05 1.05 1.05 1.21 1.21 0.71 0.29 0.14 0.14 0.15 0.15 0.58 0.58 0.58 0.59 false FFTRvl.png png 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 FFTRrt.png png 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 false 2 FON FINECO TOP RF FI -I- EUR 39800430.81 40303671.52 1391 1346 0.00 0.00 false 489279129 491037008 367258464 350664061 12.2933 12.1834 11.8422 11.4002 0.12 0.12 0.12 0.12 01 0.01 0.01 01 0.90 1.33 -0.43 0.39 0.61 2.88 3.88 3.88 -0.46 -0.21 -0.33 -0.28 2026-05-15 2026-03-19 2023-03-16 0.58 0.58 0.42 2026-04-08 2026-04-08 2023-02-02 01 1.93 2.07 1.76 0.61 0.78 0.80 0.76 1.44 0.38 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.06 16.19 0.52 0.72 0.09 0.08 0.07 0.08 0.15 0.21 0.23 BLOOMBERG EURO-AGGREGATE TREASURY 1-3 YEAR INDEX (TR) 1.48 1.46 1.48 0.50 0.81 0.98 1.19 2.00 0.47 1.09 1.09 1.10 1.03 1.03 1.03 1.18 1.19 0.68 0.14 0.07 0.07 0.07 0.07 0.28 0.28 0.28 0.29 false FFTRvl.png png 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 FFTRrt.png png 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 false 483629966 449428270 53335381 50169221 419769416 391133287 10525169 8125762 0 0 24650673 58642715 1007037 -9817 509287676 508061168 508061168.43 450047220.39 508061168.43 -0.63 11.05 -0.63 -106.11 0 0 0 0 0.87 0.98 0.87 -4.86 1.02 1.13 1.02 -3.23 1.82 1.74 1.82 12.36 0 0 0 0 -0.89 -0.65 -0.89 48.21 0 0 0 0 0 0 0 0 0.09 0.04 0.09 160.01 0 0 0 0 0 0 0 0 0 0 0 0 -0.15 -0.15 -0.15 7.18 -0.13 -0.13 -0.13 6.25 -0.01 -0.01 -0.01 5.75 0 0 0 60.20 0 0 0 7.77 -0.01 -0.01 -0.01 22.91 0 0 0 68.99 0 0 0 0 0 0 0 0 0 0 0 68.99 509287676.01 508061168.43 509287676.01 ES0000106635 Obligaciones|GOBIERNO VASCO|1,125|2029-04-30 EUR 948470.00 0.19 947332.00 0.19 948470.00 0.19 947332.00 0.19 ES0000106551 Bonos|GOBIERNO VASCO|1,750|2026-03-16 EUR 0.00 0.00 579359.00 0.11 0.00 0.00 579359.00 0.11 ES0413679525 Bonos|BANKINTER|3,050|2028-05-29 EUR 10032528.00 1.97 10115910.00 1.99 ES0213679OP3 Bonos|BANKINTER|4,875|2031-09-13 EUR 5340564.00 1.05 5357519.00 1.05 ES0244251023 Bonos|IBERCAJA|1,125|2027-12-02 EUR 1489382.00 0.29 1475343.00 0.29 ES0344251022 Bonos|IBERCAJA|4,375|2028-07-30 EUR 2861248.00 0.56 2882411.00 0.57 ES0343307031 Bonos|KUTXABANK|4,750|2027-06-15 EUR 0.00 0.00 3547494.00 0.70 ES0243307016 Bonos|KUTXABANK|0,500|2027-10-14 EUR 4431339.00 0.87 4420457.00 0.87 ES0343307023 Bonos|KUTXABANK|4,000|2028-02-01 EUR 2217962.00 0.44 2247333.00 0.44 ES0243307024 Bonos|KUTXABANK|3,500|2032-06-10 EUR 7531827.00 1.48 0.00 0.00 ES0413900939 Bonos|BANCO SANTANDER|3,250|2028-02-14 EUR 1512623.00 0.30 1526197.00 0.30 ES04139000A7 Bonos|BANCO SANTANDER|2,375|2029-07-14 EUR 6014173.00 1.18 6046324.00 1.19 ES0380907081 Bonos|UNICAJA|3,500|2029-09-12 EUR 4453296.00 0.87 4471097.00 0.88 ES0280907058 Bonos|UNICAJA|3,500|2031-06-30 EUR 4501124.00 0.88 4536178.00 0.89 50386066.00 9.89 46626263.00 9.18 ES0413860836 Bonos|BANCO DE SABADELL|3,500|2026-08-28 EUR 2000844.00 0.39 2016267.00 0.40 2000844.00 0.39 2016267.00 0.40 53335380.00 10.47 50169221.00 9.87 53335380.00 10.47 50169221.00 9.87 53335380.00 10.47 50169221.00 9.87 BE0000349580 Bonos|REINO DE BELGICA|0,100|2030-06-22 EUR 7005357.00 1.38 6901876.00 1.36 DE000BU27006 Bonos|ESTADO ALEMAN|2,400|2030-11-15 EUR 5771835.00 1.13 5797349.00 1.14 12777192.00 2.51 12699225.00 2.50 IT0005454241 Bonos|ESTADO ITALIANO|0,902|2026-08-01 EUR 3344177.00 0.66 3329067.00 0.66 3344177.00 0.66 3329067.00 0.66 XS3195051647 Bonos|ABN AMRO HOLDING NV|2,500|2029-10-02 EUR 12389091.00 2.43 12460787.00 2.45 XS1204154410 Bonos|CREDIT AGRICOLE,S.A.|2,625|2027-03-17 EUR 0.00 0.00 2936365.00 0.58 XS3317524950 Bonos|AMAZON|2,800|2028-03-16 EUR 9263010.00 1.82 0.00 0.00 FR0013478047 Bonos|CRELAN HOME LOAN CF|0,010|2027-01-22 EUR 0.00 0.00 1903618.00 0.37 XS3069319468 Bonos|BARCLAYS PLC|3,543|2031-08-14 EUR 5028875.00 0.99 5040711.00 0.99 XS2662538425 Bonos|BARCLAYS PLC|4,918|2030-08-08 EUR 10917961.00 2.14 10984121.00 2.16 XS3413306617 Bonos|BAWAG GROUP AG|3,125|2029-06-22 EUR 3302703.00 0.65 0.00 0.00 XS3121029436 Bonos|BBVA|3,125|2030-07-15 EUR 10071563.00 1.98 13104666.00 2.58 XS2573712044 Bonos|BBVA|4,625|2031-01-13 EUR 3158176.00 0.62 3208777.00 0.63 BE6365319829 Bonos|BELFIUS BANK SA|3,375|2030-05-28 EUR 5006267.00 0.98 5025453.00 0.99 BE0390251206 Bonos|BELFIUS BANK SA|2,625|2030-09-30 EUR 3854705.00 0.76 3874335.00 0.76 FR0013484458 Bonos|BNP PARIBAS|0,500|2028-02-19 EUR 8502417.00 1.67 8325085.00 1.64 FR0013508710 Bonos|BNP PARIBAS|1,125|2029-04-17 EUR 1829648.00 0.36 1807910.00 0.36 FR001400WLJ1 Bonos|BNP PARIBAS|3,583|2031-01-15 EUR 2016279.00 0.40 2028843.00 0.40 XS2038039074 Bonos|BANK OF AMERICA|0,580|2029-08-08 EUR 2335287.00 0.46 2345347.00 0.46 XS2987772402 Bonos|BANK OF AMERICA|3,261|2031-01-28 EUR 5008487.00 0.98 5036546.00 0.99 XS2248451978 Bonos|BANK OF AMERICA|0,654|2031-10-26 EUR 4415773.00 0.87 4425392.00 0.87 XS2321427408 Bonos|BANK OF AMERICA|0,694|2031-03-22 EUR 6425875.00 1.26 2675887.00 0.53 FR001400SVD1 Bonos|CREDIT AGRICOLE,S.A.|3,125|2029-01-26 EUR 2107770.00 0.41 2124279.00 0.42 FR001400F1U4 Bonos|CREDIT AGRICOLE,S.A.|4,250|2029-07-11 EUR 2067883.00 0.41 2078327.00 0.41 XS2555187801 Bonos|CAIXA FINANCE|5,375|2030-11-14 EUR 2162795.00 0.42 2171323.00 0.43 XS3197812855 Bonos|COMMONWEALTH BANK AU|2,853|2031-10-09 EUR 9424603.00 1.85 9468869.00 1.86 XS2063232727 Bonos|CITI GROUP INC|0,500|2027-10-08 EUR 2932396.00 0.58 2940163.00 0.58 FR001400EFP8 Bonos|CRED MUTUEL HOME LOA|2,750|2027-12-08 EUR 3999293.00 0.79 4023997.00 0.79 DE000CZ45ZU8 Bonos|COMMERZBANK|3,125|2030-06-06 EUR 0.00 0.00 400795.00 0.08 DE000CZ457N3 Bonos|COMMERZBANK|3,125|2030-11-26 EUR 9954308.00 1.95 9960703.00 1.96 DE000CZ46CB5 Bonos|COMMERZBANK|3,125|2031-09-03 EUR 9979841.00 1.96 0.00 0.00 DE000DL19WL7 Bonos|DEUTSCHE BANK S.A.E.|1,875|2028-02-23 EUR 1483552.00 0.29 1470597.00 0.29 DE000A3829D0 Bonos|DEUTSCHE BANK S.A.E.|4,125|2030-04-04 EUR 0.00 0.00 2070670.00 0.41 DE000A30VT06 Bonos|DEUTSCHE BANK S.A.E.|5,000|2030-09-05 EUR 0.00 0.00 5295630.00 1.04 XS2588099478 Bonos|DNB BANK ASA|3,625|2027-02-16 EUR 0.00 0.00 2029726.00 0.40 XS2306517876 Bonos|DNB BANK ASA|0,250|2029-02-23 EUR 1421805.00 0.28 1399361.00 0.28 XS3074473474 Bonos|DNB BANK ASA|3,125|2031-05-20 EUR 4977370.00 0.98 5011319.00 0.99 AT0000A2N837 Bonos|ERSTE BANK DER OESTE|0,250|2031-01-27 EUR 4332238.00 0.85 4307333.00 0.85 XS3299472111 Bonos|GOLDMAN SACHS|2,743|2029-02-17 EUR 7476239.00 1.47 0.00 0.00 XS2404642923 Bonos|GOLDMAN SACHS|0,875|2029-05-09 EUR 1640293.00 0.32 1619286.00 0.32 XS2597113989 Bonos|HSBC|4,752|2028-03-10 EUR 3766556.00 0.74 3840433.00 0.76 XS1428953407 Bonos|HSBC|3,125|2028-06-07 EUR 2000388.00 0.39 2019361.00 0.40 XS2817916484 Bonos|HSBC|3,755|2029-05-20 EUR 9619500.00 1.89 9732856.00 1.92 XS2388491289 Bonos|HSBC|0,641|2029-09-24 EUR 1862543.00 0.37 1874606.00 0.37 XS3069291196 Bonos|HSBC|3,313|2030-05-13 EUR 8321408.00 1.63 8391709.00 1.65 XS2390506546 Bonos|ING GROEP N.V.|0,375|2028-09-29 EUR 1711239.00 0.34 1720600.00 0.34 XS2624976077 Bonos|ING GROEP N.V.|4,500|2029-05-23 EUR 3078216.00 0.60 3131916.00 0.62 XS2891742731 Bonos|ING GROEP N.V.|3,500|2030-09-03 EUR 4044105.00 0.79 4062995.00 0.80 XS3291116955 Bonos|ING GROEP N.V.|3,125|2032-02-10 EUR 6121899.00 1.20 0.00 0.00 XS2592650373 Bonos|INTESA SANPAOLO SPA|5,000|2028-03-08 EUR 5608011.00 1.10 5729576.00 1.13 XS2545759099 Bonos|INTESA SANPAOLO SPA|5,250|2030-01-13 EUR 7654721.00 1.50 0.00 0.00 XS2625196352 Bonos|INTESA SANPAOLO SPA|4,875|2030-05-19 EUR 3718506.00 0.73 3784551.00 0.74 XS2304664597 Bonos|INTESA SANPAOLO SPA|1,350|2031-02-24 EUR 0.00 0.00 2730292.00 0.54 XS2673808726 Bonos|INTESA SANPAOLO SPA|5,125|2031-08-29 EUR 2721153.00 0.53 0.00 0.00 BE0002832138 Bonos|KBC BANCASSURANCE HO|0,250|2027-03-01 EUR 0.00 0.00 2945737.00 0.58 BE0002935162 Bonos|KBC BANCASSURANCE HO|4,375|2030-04-19 EUR 2069399.00 0.41 2108696.00 0.42 XS3032035837 Bonos|LLOYDS TSB BANK PLC|3,250|2030-03-24 EUR 6760541.00 1.33 6796368.00 1.34 XS2521027446 Bonos|LLOYDS TSB BANK PLC|3,125|2030-08-24 EUR -34477.00 -0.01 2496618.00 0.49 XS2868171229 Bonos|LLOYDS TSB BANK PLC|3,500|2030-11-06 EUR 2023341.00 0.40 2034772.00 0.40 XS3298795348 Bonos|MACQUARIE BANK LTD|2,738|2031-02-18 EUR 12834724.00 2.52 0.00 0.00 XS2790333707 Bonos|MORGAN STANLEY|3,790|2030-03-21 EUR 7424267.00 1.46 0.00 0.00 XS2292263121 Bonos|MORGAN STANLEY|0,497|2031-02-07 EUR 1790804.00 0.35 1761488.00 0.35 XS3215634810 Bonos|MORGAN STANLEY|3,149|2031-11-07 EUR 7421854.00 1.46 7442246.00 1.46 XS2623518821 Bonos|NATWEST BANK|4,771|2029-02-16 EUR 0.00 0.00 9786567.00 1.93 XS3423992232 Bonos|NATWEST BANK|3,125|2029-06-30 EUR 5417186.00 1.06 0.00 0.00 XS3069320474 Bonos|NATWEST BANK|3,240|2030-05-13 EUR 2622668.00 0.51 2641083.00 0.52 XS3170277530 Bonos|NATWEST BANK|3,000|2030-09-03 EUR 9891659.00 1.94 0.00 0.00 XS3270997011 Bonos|NATWEST BANK|3,125|2031-01-13 EUR 5634403.00 1.11 0.00 0.00 NL0015001DQ7 Bonos|ESTADO HOLANDES|2,500|2030-01-15 EUR 6763785.00 1.33 6801919.00 1.34 XS2403444677 Bonos|NORDEA BANK ABP|0,500|2030-11-02 EUR 3264499.00 0.64 3279419.00 0.65 XS2947089012 Bonos|BANCO DE SABADELL|3,500|2031-05-27 EUR 0.00 0.00 5040112.00 0.99 XS3176781691 Bonos|BANCO DE SABADELL|3,375|2032-03-10 EUR 2095993.00 0.41 2093801.00 0.41 XS2324321285 Bonos|BANCO SANTANDER|0,500|2027-03-24 EUR 0.00 0.00 4888212.00 0.96 XS2705604077 Bonos|BANCO SANTANDER|4,625|2027-10-18 EUR 3047716.00 0.60 3059787.00 0.60 XS2786381207 Bonos|SANTANDER UK PLC|3,000|2029-03-12 EUR 3015265.00 0.59 3048449.00 0.60 XS2908735504 Bonos|BANCO SANTANDER|3,250|2029-04-02 EUR 2711193.00 0.53 2736737.00 0.54 XS2806471368 Bonos|BANCO SANTANDER|3,875|2029-04-22 EUR 0.00 0.00 3611242.00 0.71 ES04139000D1 Bonos|BANCO SANTANDER|2,625|2031-02-23 EUR 13522870.00 2.66 0.00 0.00 FR001400U1B5 Bonos|SOCIETE GENERALE|3,000|2027-02-12 EUR 0.00 0.00 2614310.00 0.51 FR0014006XA3 Bonos|SOCIETE GENERALE|0,625|2027-12-02 EUR 3916127.00 0.77 3925314.00 0.77 XS3031485827 Bonos|SWEDBANK AB|3,250|2029-09-24 EUR 9123546.00 1.79 9174060.00 1.81 XS2676305779 Bonos|SWEDBANK AB|4,375|2030-09-05 EUR 3154678.00 0.62 3168613.00 0.62 XS2782117464 Bonos|TORONTO-DOMINION BAN|3,191|2029-02-16 EUR 1769586.00 0.35 1785984.00 0.35 CH0517825276 Bonos|UBS GROUP AG|0,650|2028-01-14 EUR 1956443.00 0.38 1920393.00 0.38 CH1414003454 Bonos|UBS GROUP AG|2,875|2030-02-12 EUR 4004125.00 0.79 4027390.00 0.79 CH1433241275 Bonos|UBS GROUP AG|2,746|2030-05-19 EUR 6442617.00 1.27 6472007.00 1.27 CH1478430817 Bonos|UBS GROUP AG|2,783|2030-09-09 EUR 5066336.00 0.99 5083374.00 1.00 IT0005689986 Bonos|UNICREDIT SPA|2,850|2030-07-15 EUR 13208352.00 2.59 0.00 0.00 XS2207976783 Bonos|UNICREDITO|2,200|2027-07-22 EUR 0.00 0.00 5955765.00 1.17 XS2555420103 Bonos|UNICREDITO|5,850|2027-11-15 EUR 2570763.00 0.50 6191067.00 1.22 IT0005598971 Bonos|UNICREDITO|3,875|2028-06-11 EUR 1435875.00 0.28 1457344.00 0.29 XS2588885025 Bonos|UNICREDITO|4,450|2029-02-16 EUR 4087471.00 0.80 4148249.00 0.82 IT0005631822 Bonos|UNICREDITO|3,300|2029-07-16 EUR 2593399.00 0.51 2611187.00 0.51 IT0005716805 Bonos|UNICREDITO|3,000|2029-07-31 EUR 7524059.00 1.48 0.00 0.00 XS2104968404 Bonos|UNICREDITO|1,800|2030-01-20 EUR 0.00 0.00 3776320.00 0.74 XS3091027113 Bonos|WESTPAC BANKING CORP|2,696|2030-07-02 EUR 5439955.00 1.07 5460839.00 1.07 XS3372781750 Bonos|WESTPAC BANKING CORP|3,119|2031-05-15 EUR 2562213.00 0.50 0.00 0.00 390847983.00 76.74 328920585.00 64.74 FR0013310059 Bonos|CREDIT AGRICOLE HOME|0,500|2026-02-19 EUR 0.00 0.00 3917873.00 0.77 XS1538284230 Bonos|CREDIT AGRICOLE LOND|1,875|2026-12-20 EUR 2986282.00 0.59 2988339.00 0.59 XS1204154410 Bonos|CREDIT AGRICOLE,S.A.|2,625|2027-03-17 EUR 2906733.00 0.57 0.00 0.00 FR001400DNT6 Bonos|CRELAN HOME LOAN CF|3,000|2026-11-03 EUR 2002768.00 0.39 2012406.00 0.40 FR0013478047 Bonos|CRELAN HOME LOAN CF|0,010|2027-01-22 EUR 1949372.00 0.38 0.00 0.00 FR0013444759 Bonos|BNP PARIBAS|0,125|2026-09-04 EUR 2942349.00 0.58 2939509.00 0.58 XS1968846532 Bonos|CAIXA FINANCE|1,125|2026-03-27 EUR 0.00 0.00 2974763.00 0.59 XS2585966257 Bonos|ING BANK NV|3,000|2026-02-15 EUR 0.00 0.00 5993209.00 1.18 XS2329143510 Bonos|MIZUHO FINANCIAL GRO|0,184|2026-04-13 EUR 0.00 0.00 994505.00 0.20 XS2844576335 Bonos|NATIXIS|2,446|2026-03-16 EUR 0.00 0.00 10001318.00 1.97 FR001400FZ73 Bonos|SOCIETE GENERALE|3,125|2026-02-24 EUR 0.00 0.00 2499275.00 0.49 FR0013345048 Bonos|SOCIETE GENERALE|0,500|2026-01-28 EUR 0.00 0.00 1958653.00 0.39 CH0336602930 Bonos|UBS GROUP AG|1,250|2026-09-01 EUR 0.00 0.00 9904561.00 1.95 12787504.00 2.51 46184411.00 9.09 419756856.00 82.42 391133288.00 76.99 419756856.00 82.42 391133288.00 76.99 419756856.00 82.42 391133288.00 76.99 473092236.00 92.89 441302509.00 86.86 0.00 FFTR1cm.png png 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 BONOS DBR 2.3 15/02/2033 2,300% Venta Futuro|BONOS DBR 2.3 15/02/2033 2,300%|1000| 62800000 02 BUNDESOBLIGATION 16/04/27 Venta Futuro|BUNDESOBLIGATION 16/04/27|1000| 9600000 02 72400000 72400000 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 adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 7.472.328,00 euros suponiendo un 1,44% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 3,00 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 2,01 años y una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,01%. 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 ascendido pero el numero de participaciones es menor. En este contexto de mercados, la rentabilidad de la clase I de la II C en el periodo alcanzó el bruto 1,03% y el 0,89% después de los gastos t otales soportados reflejados en el TER del periodo del 0,14%.El TER mencion ado no incluye la comisión de resultados, que ha supuesto un 0,00%. La ren tabilidad de la clase A fue del 0,75% 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 los b onos de HSBC, Natwest y BNP. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo se ha procedido a la gestión de la duración y riesgo d e crédito mediante la compra de deuda con vencimiento entre 2028 y 2032 de emisores como Unicredit, Intesa Sanpaolo, Macquaire y Commerzbank, entre o tros. También se ha procedido a la venta de deuda con vencimiento entre 20 27 y 2031 de emisores tales como Deutsche Bank y Société Générale. Ademas de ajustes periódicos de la cartera, las entradas y salidas de par ticipes se han gestionado a través de la compraventa de futuros de renta f ija. 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 alemana a dos y cinco años, respectivamente, en Alemania, así co mo al rollover de dichas posiciones, con vencimiento trimestral, realizado de forma sucesiva de marzo a junio y de junio al siguiente vencimiento, sep tiembre 2026. 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 ,95%. d) Otra información sobre inversiones No hay inversión en IICs en ma;s 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 1,93%, mayor que el de su índice de referencia que ha sopo rtado un 1,47%. A fin de este periodo, no hay patrimonio del fondo invertido en emisiones d e renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS N/A INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 15% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, ESTO ES, CON ALTO RIESGO DE CRÉDITO. ENTIDADES BENEFICIARIAS DE SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo no soporta gastos del servicio de analisis financiero de las inve rsiones. 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 Próximo. Mantenemos un posicionamiento de prudencia activa: la com binación de inflación persistente, crecimiento moderado y tipos altos por mas 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