GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2026-01-01 2026-03-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-10-01 2025-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2026-01-01 2026-03-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-01-01 2025-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-07-01 2025-09-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-04-01 2025-06-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2024-01-01 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2023-01-01 2023-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2021-01-01 2021-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2023-01-01 2025-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2021-01-01 2025-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2026-03-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2023-12-31 iso4217:EUR xbrli:pure GVC GAESCO RENTA FIJA FLEXIBLE 5176 01 01 2026 EUR A+ false C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es https://fondos.gvcgaesco.es/ 05 C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es 2017-06-30 08 03 2 Puede invertir en activos de renta fija pública y privada sin limitación, incluidos bonos ligados a la inflación, depósitos e instrumentos del mercado monetario cotizados o no que sean líquidos y hasta un 30% conjuntamente en deuda híbrida que no suponga exposición a renta variable, incluidos bonos convertibles contingentes ( CoCo) del tipo "principal write down" no convertibles en acciones que sean líquidos, así como deuda subordinada o deuda preferente que no pueda ser convertida en acciones y en titulizaciones; de emisores de países OCDE o emergente; siendo la exposición a la renta fija del 100%. Los activos de renta fija podrán ser de alta, media o baja calidad crediticia sin predeterminación o incluso hasta el 100%, sin calidad crediticia alguna. La duración de la cartera podrá oscilar entre -5 años y +10 años en función de la evolución de los tipos de interés y las expectativas del equipo gestor. No existe predetrminación en cuanto a activos de renta fija (públicos o privados), sector económico o mercaos, duración ni divisa, siendo a criterio de la sociedad Gestora en cada momento. La exposición al riesgo divisa puede oscilar entre un 0%-30%. La gestión toma como referencia la rentabilidad de los índices IBOXX EURO FINANCIAL SUBORDINATED TOTAL RETURN Index; IBOXX EURO CORPORATES OVERALL TOTAL RETURN Index; IBOXX EURO SOVEREIGN OVERALL TOTAL RETURN Index y MARKIT IBOXX EUR LIQUID HIGH YIELD Index, cuyo peso será alrededor del 25% respectivamente. Podrá invertir en instrumentos financieros derivados negociados en mercados organizados y O.T.C. con finalidad de cobertura e inversión. 01 0.00 0.00 0.00 0.00 1.00 1.03 1.00 1.22 1 CLASE A EUR 12013499.64 11719345.50 2934 2773 0.00 0.00 false 133426407 131180898 92169073 57973804 11.1064 11.1935 10.8193 10.2356 0.31 0.31 0.31 0.31 01 0.01 0.01 01 -0.78 -0.78 0.37 1.08 1.47 3.46 5.70 6.59 0.91 -0.32 -0.32 -0.90 2026-03-26 2026-03-26 2023-03-20 0.27 0.27 0.59 2026-03-10 2026-03-10 2023-02-02 01 1.97 1.97 0.77 0.91 2.02 1.43 1.42 2.20 0.84 19.59 19.59 11.55 12.82 23.89 16.81 18.67 13.93 0.08 0.08 0.08 0.08 0.17 0.11 0.12 0.13 0.02 BENCHMARK RENTA FIJA FLEXIBLE 3.15 3.15 1.42 1.83 2.48 2.28 2.52 3.97 1.73 2.23 2.23 2.13 2.16 2.18 2.13 3.19 3.18 2.57 0.32 0.32 0.33 0.33 0.33 1.28 1.09 0.00 0.00 false GraficaVL.png png 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Bonos|AGOTZAINA|6,150|2030-07-04 EUR 391280.00 0.24 396320.00 0.25 XS3091931058 Bonos|EDREAMS ODIGEO|2,437|2030-12-30 EUR 428990.00 0.27 467310.00 0.30 ES0336463015 Bonos|AUDAX RENOVABLES SA|5,850|2028-11-17 EUR 585937.00 0.36 590870.00 0.37 XS2999659704 Bonos|NISSAN MOTOR IBÉRICA|5,250|2029-07-17 EUR 495635.00 0.31 513860.00 0.32 XS3200187576 Obligaciones|BANCO DE CREDITO SOC|4,250|2037-10 EUR 1356082.00 0.84 2382384.00 1.51 ES0305229009 Bonos|PROSEGUR COMP SEGURI|3,380|2030-10-09 EUR 979140.00 0.61 986410.00 0.62 NO0013684563 Bonos|GREENALIA SA|3,500|2030-11-20 EUR 1190952.00 0.74 1204056.00 0.76 ES0241571019 Bonos|GENERAL DE ALQUILER|5,250|2030-11-25 EUR 1063326.00 0.66 799701.00 0.51 ES0330625007 Bonos|ENCE|4,100|2030-01-29 EUR 594615.00 0.37 0.00 0.00 XS1369649170 Obligaciones|MADRILEÑA RED DE GAS|3,500|2031-03 EUR 668381.00 0.42 0.00 0.00 33017550.00 20.56 32971787.00 20.84 ES0526962040 Pagarés|NUEVA EXPRESION TEXT|6,500|2026-12-18 EUR 286434.00 0.18 0.00 0.00 ES0305542005 Bonos|VALFORTEC|4,500|2026-03-23 EUR 0.00 0.00 898079.00 0.57 ES0305198022 Bonos|EMPRESA NAVIERA ELCA|4,875|2026-07-16 EUR 297647.00 0.19 296594.00 0.19 ES0305626006 Bonos|INMOBILIARIA DEL SUR|4,000|2026-12-10 EUR 0.00 0.00 297244.00 0.19 XS1764050156 Obligaciones|INDRA SISTEMAS|2,900|2026-02-01 EUR 0.00 0.00 299776.00 0.19 XS2036691868 Obligaciones|ACCIONA|1,517|2026-08-06 EUR 198555.00 0.12 197837.00 0.13 XS2202744384 Obligaciones|CEPSA|2,250|2026-02-13 EUR 0.00 0.00 99967.00 0.06 XS2560385796 Bonos|ACS|4,750|2026-11-30 EUR 100415.00 0.06 101315.00 0.06 883051.00 0.55 2190812.00 1.38 34158079.00 21.27 35162599.00 22.22 ES0576156386 Pagarés|SA DE OBRAS SERVICIO|2026-02-13 EUR 0.00 0.00 865210.00 0.55 ES0554653545 Pagarés|INMOBILIARIA DEL SUR|3,150|2026-01-27 EUR 0.00 0.00 197920.00 0.13 ES0576156394 Pagarés|SA DE OBRAS SERVICIO|3,795|2026-10-09 EUR 480981.00 0.30 481651.00 0.30 ES0505555682 Pagarés|NIMO'S HOLDING|4,150|2026-09-15 EUR 579230.00 0.36 579864.00 0.37 ES0505864100 Pagarés|FERROGOBLE|4,630|2026-05-22 EUR 293286.00 0.18 293322.00 0.19 ES0526962024 Pagarés|NUEVA EXPRESION TEXT|7,200|2026-05-20 EUR 193184.00 0.12 193241.00 0.12 ES05052800C6 Pagarés|NEXUS AG|3,000|2026-03-09 EUR 0.00 0.00 496066.00 0.31 PTG1V9JM0155 Pagarés|INOC|3,894|2026-07-14 EUR 489019.00 0.30 489055.00 0.31 PTB46TJM0035 Pagarés|GREENVOLT ENERGIAS R|4,500|2027-01-26 EUR 285979.00 0.18 0.00 0.00 ES0576156402 Pagarés|SA DE OBRAS SERVICIO|3,950|2027-02-05 EUR 862912.00 0.54 0.00 0.00 ES0505293524 Pagarés|GREENALIA SA|4,960|2026-11-27 EUR 480910.00 0.30 0.00 0.00 ES05052800B8 Pagarés|NEXUS AG|3,340|2026-09-10 EUR 491057.00 0.31 0.00 0.00 4156558.00 2.59 3596329.00 2.27 ES0000012M85 REPO|BNP PARIBA|1,700|2026-04-01 EUR 3000000.00 1.87 0.00 0.00 ES0000012O59 REPO|BNP PARIBA|1,700|2026-01-02 EUR 0.00 0.00 3000000.00 1.90 3000000.00 1.87 3000000.00 1.90 41314637.00 25.72 41758928.00 26.39 41314637.00 25.72 41758928.00 26.39 AT0000A2HLC4 Obligaciones|REPUBLIC OF AUSTRIA|0,850|2070-06- EUR 93948.00 0.06 88776.00 0.06 FR0014001NN8 Obligaciones|FRANCE|0,500|2072-05-25 EUR 162402.00 0.10 148290.00 0.09 IT0005611790 Bonos|MCC SPA|3,750|2029-09-20 EUR 604224.00 0.38 617382.00 0.39 IT0005582876 Obligaciones|CASSA DEPOSITI PREST|3,625|2030-01 EUR 504365.00 0.31 513380.00 0.32 IT0005611055 Bonos|BUONI POLIENNALI DEL|1,500|2029-10-01 EUR 997550.00 0.62 1013780.00 0.64 US912810TN81 Obligaciones|ESTADO USA|1,812|2053-02-15 USD 416392.00 0.26 414220.00 0.26 USQ82780AF65 Obligaciones|SANTOS FINANCE LTD|1,824|2031-04-2 USD 242689.00 0.15 239244.00 0.15 XS2339399946 Obligaciones|ANDORRA INTERNATINAL|1,250|2031-05 EUR 533784.00 0.33 541572.00 0.34 XS2445667236 Bonos|ANDORRA INTERNATINAL|1,250|2027-02-23 EUR 0.00 0.00 689066.00 0.44 XS2532681074 Bonos|FERROVIE DELLO STATO|3,750|2027-04-14 EUR 603930.00 0.38 609018.00 0.38 XS2619991883 Bonos|ESTADO SAN MARINO|6,500|2027-01-19 EUR 0.00 0.00 410120.00 0.26 XS2754067242 Obligaciones|ESTADOS UNIDOS DE MÉ|4,489|2032-05 EUR 498465.00 0.31 511085.00 0.32 XS2792180197 Bonos|ISLANDSBANKI|4,625|2028-03-27 EUR 204220.00 0.13 207058.00 0.13 XS2975303483 Obligaciones|REPUBLIC OF CHILE|3,750|2032-01-14 EUR 795368.00 0.50 814128.00 0.51 XS2490472102 Obligaciones|ORSTED AS|2,875|2033-06-14 EUR 370144.00 0.23 375288.00 0.24 XS2364199757 Obligaciones|ESTADO RUMANIA|1,750|2030-07-13 EUR 881690.00 0.55 903980.00 0.57 XS3249795223 Obligaciones|CI FINANCIAL|4,625|2031-12-12 EUR 601284.00 0.37 604536.00 0.38 XS3221850228 Obligaciones|SOC NAT ROMGAZ|4,625|2031-11-04 EUR 986820.00 0.61 0.00 0.00 XS3227294132 Bonos|LATVENERGO AS|3,612|2030-11-13 EUR 488185.00 0.30 0.00 0.00 XS3090933485 Bonos|BULGARIAN ENERGY HLD|4,250|2030-06-19 EUR 588828.00 0.37 0.00 0.00 XS2824761188 Obligaciones|EESTI ENERGIA AS|7,875|2029-07-15 EUR 812664.00 0.51 0.00 0.00 XS3183160236 Obligaciones|REPUBLIC OF COLOMBIA|5,625|2036-02 EUR 641921.00 0.40 0.00 0.00 XS2914558593 Bonos|SOCIETATEA NATIONALA|4,750|2029-10-07 EUR 808480.00 0.50 0.00 0.00 11837353.00 7.37 8700923.00 5.50 US465410CA47 Obligaciones|ESTADO ITALIANO|0,625|2026-02-17 USD 0.00 0.00 424062.00 0.27 XS2445667236 Bonos|ANDORRA INTERNATINAL|1,250|2027-02-23 EUR 688632.00 0.43 0.00 0.00 XS2619991883 Bonos|ESTADO SAN MARINO|6,500|2027-01-19 EUR 406608.00 0.25 0.00 0.00 1095240.00 0.68 424062.00 0.27 PTMEN1OM0008 Bonos|MOTA-ENGIL, -SGPS, S|3,625|2028-06-12 EUR 1026327.00 0.64 1035607.00 0.65 FR001400L9Q7 Obligaciones|VALEO|5,875|2029-04-12 EUR 936126.00 0.58 969678.00 0.61 FR001400QR21 Obligaciones|GROUPAMA S.A.|3,250|2070-07-16 EUR 1305512.00 0.81 1357941.00 0.86 PTFIDAOM0000 Obligaciones|FIDELIDADE CIA SEGUR|3,875|2029-05 EUR 431516.00 0.27 438484.00 0.28 PTFIDBOM0009 Obligaciones|FIDELIDADE CIA SEGUR|4,250|2031-09 EUR 0.00 0.00 402968.00 0.25 US501797AL82 Obligaciones|L BRANDS|3,437|2035-11-01 USD 277153.00 0.17 279415.00 0.18 USG84228AT58 Obligaciones|STANDARD CHARTERED P|1,514|2027-01 USD 413536.00 0.26 412399.00 0.26 USN30707AG37 Obligaciones|ENEL|1,750|2028-04-06 USD 509050.00 0.32 504513.00 0.32 XS0221627135 Obligaciones|UNION FENOSA PREFERE|0,907|2026-06 EUR 798835.00 0.50 875200.00 0.55 XS1048428442 Obligaciones|VOLKSWAGEN INTL FINA|4,625|2049-03 EUR 0.00 0.00 200720.00 0.13 XS1489814340 Obligaciones|AXA|2,250|2070-09-15 USD 317342.00 0.20 316511.00 0.20 XS1657934714 Obligaciones|CELLNEX TELECOM SAU|2,396|2027-08- EUR 303543.00 0.19 305659.00 0.19 XS1698218523 Obligaciones|TELECOM ITALIA|2,375|2027-10-12 EUR 199304.00 0.12 200582.00 0.13 XS2051670300 Obligaciones|BLACKSTONE GROUP A|1,750|2029-03-1 EUR 566538.00 0.35 574512.00 0.36 XS2056730679 Obligaciones|INFINEON TECHNOLOGIE|3,625|2028-01 EUR 297570.00 0.19 302001.00 0.19 XS2121441856 Obligaciones|UNICREDITO ITALIANO|1,937|2027-06- EUR 196720.00 0.12 198614.00 0.13 XS2211183244 Obligaciones|PROSUS NV|1,539|2028-08-03 EUR 190552.00 0.12 192504.00 0.12 XS2833374486 Obligaciones|CREDIT ANDORRA|7,500|2034-10-19 EUR 599462.00 0.37 600062.00 0.38 BE6355549120 Bonos|AZELIS FINANCE NV|2,375|2029-09-25 EUR 400612.00 0.25 410976.00 0.26 FI4000562202 Bonos|HUHTAMAKI|5,125|2028-11-24 EUR 520310.00 0.32 528415.00 0.33 PTCCCOOM0004 Bonos|CRL CREDITO AGRICOLA|3,625|2030-01-29 EUR 500505.00 0.31 507140.00 0.32 XS2823936039 Bonos|US BANCORP|0,832|2028-05-21 EUR 500560.00 0.31 501095.00 0.32 AT0000A34CN3 Bonos|BANCA COMERCIALA ROM|7,625|2027-05-19 EUR 401740.00 0.25 408448.00 0.26 AT0000A36XD5 Obligaciones|ERSTE GROUP BANK|4,250|2028-10-15 EUR 432184.00 0.27 444552.00 0.28 BE0002735166 Obligaciones|BEKAERT NV|2,750|2027-10-23 EUR 493935.00 0.31 496280.00 0.31 BE6342251038 Obligaciones|ELIA GROUP|5,850|2028-03-15 EUR 205810.00 0.13 209818.00 0.13 BE6357126372 Obligaciones|BELFIUS SUST MEDIUM|3,062|2031-05- EUR 402012.00 0.25 412484.00 0.26 CH0593093229 Obligaciones|EFG INTERNATIONAL AG|5,500|2027-07 USD 339706.00 0.21 333558.00 0.21 DE000A351WB9 Bonos|SIXT AG|5,125|2027-10-09 EUR 923787.00 0.58 936027.00 0.59 DE000A4DFLP8 Bonos|SCHAEFFLER AG|4,250|2028-04-01 EUR 594738.00 0.37 613536.00 0.39 DE000CZ45WB5 Obligaciones|COMMERZBANK AG|7,875|2031-10-09 EUR 217288.00 0.14 225414.00 0.14 DE000DL19WG7 Obligaciones|DEUTSCHE BANK|6,750|2028-10-30 EUR 202976.00 0.13 208720.00 0.13 DE000DL19WN3 Obligaciones|DEUTSCHE BANK|4,000|2032-06-24 EUR 200170.00 0.12 202246.00 0.13 ES0305668016 Obligaciones|PENSIUM ESG|2,375|2031-06-25 EUR 292120.00 0.18 298399.00 0.19 ES0305695001 Bonos|AGOTZAINA|6,750|2028-12-04 EUR 499160.00 0.31 503600.00 0.32 FR0010167247 Obligaciones|CNP ASSURANCES|5,687|2049-03-11 EUR 0.00 0.00 399528.00 0.25 FR0013322823 Obligaciones|SCOR SE|2,625|2069-09-13 USD 324139.00 0.20 323540.00 0.20 FR0013455854 Obligaciones|LA MONDIALE|2,187|2089-04-24 EUR 291147.00 0.18 298461.00 0.19 FR0013533999 Obligaciones|CREDIT AGRICOLE SA|1,000|2027-12-2 EUR 296496.00 0.18 299574.00 0.19 FR0014002PC4 Obligaciones|TIKEJHAU CAPITAL|1,625|2029-03-31 EUR 453315.00 0.28 470645.00 0.30 FR0014003XY0 Obligaciones|MUTUELLE ASSURANCE|1,750|2028-12-2 EUR 1231451.00 0.77 1242501.00 0.79 FR001400EFQ6 Obligaciones|ELECTRICITE DE FRANC|7,500|2028-09 EUR 213978.00 0.13 218038.00 0.14 FR001400F067 Obligaciones|CREDIT AGRICOLE SA|1,812|2028-09-0 EUR 314769.00 0.20 321639.00 0.20 FR001400F620 Obligaciones|CNP ASSURANCES|5,250|2053-07-18 EUR 1043010.00 0.65 1066790.00 0.67 FR001400JEA2 Bonos|BANQUE STELLANTIS FR|4,000|2027-01-21 EUR 0.00 0.00 202702.00 0.13 FR001400M8W6 Obligaciones|COFACE|5,750|2033-11-28 EUR 1091850.00 0.68 1107370.00 0.70 FR001400O671 Obligaciones|BPCE|4,875|2036-02-26 EUR 509200.00 0.32 524870.00 0.33 FR001400RIX8 Obligaciones|CNP ASSURANCES|4,875|2054-07-16 EUR 514270.00 0.32 522355.00 0.33 FR001400TRD7 Obligaciones|VERALLIA|3,875|2032-11-04 EUR 953880.00 0.59 975360.00 0.62 FR001400WK95 Bonos|RCI BANQUE S.A.|3,500|2028-01-17 EUR 500735.00 0.31 505715.00 0.32 FR001400XHW0 Bonos|AYVENS|0,792|2027-11-19 EUR 702429.00 0.44 703087.00 0.44 FR001400YCA5 Bonos|BNP PARIBAS SA|0,819|2029-03-20 EUR 1202244.00 0.75 1203888.00 0.76 IT0005580102 Obligaciones|UNICREDITO ITALIANO|5,375|2034-04- EUR 207684.00 0.13 211536.00 0.13 IT0005596207 Obligaciones|UNIPOLSAI SPA|4,900|2034-05-23 EUR 205190.00 0.13 209572.00 0.13 IT0005597379 Obligaciones|HANSON|3,250|2031-05-28 EUR 400208.00 0.25 404572.00 0.26 NO0013331223 Bonos|GOLAR LNG|3,875|2029-09-19 USD 877964.00 0.55 852225.00 0.54 PTBSPHOM0027 Obligaciones|BANCO SANTANDER TOTT|3,250|2031-02 EUR 502070.00 0.31 508860.00 0.32 US40428HA448 Bonos|HSBC BANK USA|2,647|2027-03-04 USD 0.00 0.00 432363.00 0.27 US44891CBP77 Obligaciones|HYUNDAI CAPITAL AMER|1,187|2027-10 USD 167403.00 0.10 165045.00 0.10 US44891CCR25 Obligaciones|HYUNDAI CAPITAL AMER|3,250|2029-01 USD 451982.00 0.28 450430.00 0.28 US47233JAG31 Obligaciones|JEFFERIES GROUP|2,425|2027-01-15 USD 0.00 0.00 256975.00 0.16 US48123UAB08 Obligaciones|JP MORGAN CHASE & CO|1,396|2047-05 USD 153959.00 0.10 150312.00 0.09 US87927VAM00 Obligaciones|TELECOM ITALIA|3,000|2034-09-30 USD 264181.00 0.16 261685.00 0.17 USJ64264AG96 Bonos|RAKUTEN|5,625|2027-02-15 USD 0.00 0.00 363727.00 0.23 USP1S81BAB48 Obligaciones|BBVA BANCOMER TEXAS|4,062|2039-01- USD 182260.00 0.11 184377.00 0.12 USU0507QAA59 Obligaciones|AXALTA COATING SYSTE|2,375|2027-06 USD 257809.00 0.16 255440.00 0.16 USY5257YAJ65 Obligaciones|LENOVO GROUP|1,710|2030-11-02 USD 244976.00 0.15 243457.00 0.15 USY7140QAA95 Obligaciones|CIKARANG LISTRINDO|2,825|2035-03-1 USD 257770.00 0.16 260347.00 0.16 USY77108AF80 Obligaciones|KIAOMI CLASS B|2,050|2051-07-14 USD 265949.00 0.17 272811.00 0.17 XS1439749364 Obligaciones|TEVA PHARMACEUTICAL|1,625|2028-10- EUR 188864.00 0.12 193004.00 0.12 XS1501166869 Obligaciones|TOTAL FINA|3,369|2026-10-06 EUR 299895.00 0.19 300528.00 0.19 XS1732478265 Obligaciones|ROADSTER FINANCE DAC|2,375|2027-12 EUR 781576.00 0.49 789024.00 0.50 XS1799939027 Obligaciones|VOLKSWAGEN INTL FINA|4,625|2028-06 EUR 300495.00 0.19 303978.00 0.19 XS1963834251 Obligaciones|UNICREDITO ITALIANO|3,750|2026-06- EUR 200990.00 0.13 203892.00 0.13 XS2034980479 Obligaciones|CELLNEX TELECOM SAU|1,900|2029-07- EUR 94659.00 0.06 94680.00 0.06 XS2190979489 Obligaciones|EUSTREAM|1,625|2027-06-25 EUR 491875.00 0.31 489330.00 0.31 XS2196324011 Obligaciones|EXXON MOBIL CORP|1,408|2039-06-26 EUR 433746.00 0.27 432168.00 0.27 XS2208302179 Obligaciones|AZZURRA AEROPORTI|1,312|2027-05-30 EUR 793600.00 0.49 797648.00 0.50 XS2223762381 Obligaciones|INTESA SANPAOLO|2,750|2028-03-01 EUR 250463.00 0.16 256220.00 0.16 XS2262806933 Obligaciones|INTESA SANPAOLO|2,375|2030-12-22 EUR 1151450.00 0.72 1186375.00 0.75 XS2288109676 Obligaciones|TELECOM ITALIA|1,625|2029-01-18 EUR 283578.00 0.18 288153.00 0.18 XS2342732562 Obligaciones|VOLKSWAGEN INTL FINA|3,748|2027-12 EUR 99063.00 0.06 99882.00 0.06 XS2358483258 Obligaciones|VMED 02 UK FINANCIAL|2,250|2031-07 GBP 290248.00 0.18 306372.00 0.19 XS2363235107 Obligaciones|DEUTSCHE LUFTHANSA.|3,500|2029-07- EUR 398780.00 0.25 405528.00 0.26 XS2380124227 Obligaciones|CASTELLUM AB|3,125|2026-12-02 EUR 584160.00 0.36 592308.00 0.37 XS2384717703 Obligaciones|UTMOST GROUP|2,000|2031-12-15 GBP 923585.00 0.58 939302.00 0.59 XS2456432413 Obligaciones|RABOBANK NEDERLAND|2,437|2029-06-2 EUR 593748.00 0.37 607764.00 0.38 XS2463450408 Obligaciones|INTESA SANPAOLO|3,187|2028-03-30 EUR 204080.00 0.13 209398.00 0.13 XS2532478430 Bonos|TEREOS FINANCE GROUP|3,625|2028-04-15 EUR 303279.00 0.19 303666.00 0.19 XS2576362839 Bonos|BANK OF IRELAND GROU|4,875|2028-07-16 EUR 408356.00 0.25 413648.00 0.26 XS2577396430 Bonos|PIRELLI & C. SPA|4,250|2028-01-18 EUR 201736.00 0.13 206320.00 0.13 XS2602037629 Obligaciones|NN GROUP NV|3,187|2030-09-12 EUR 205994.00 0.13 211942.00 0.13 XS2610457967 Obligaciones|AXA|5,500|2043-07-11 EUR 320880.00 0.20 329571.00 0.21 XS2638560156 Bonos|CESKA SPORITELNA|5,943|2027-06-29 EUR 302124.00 0.19 304467.00 0.19 XS2641055012 Bonos|NOVA LJUBLJANSKA BAN|7,125|2027-06-27 EUR 602166.00 0.37 613782.00 0.39 XS2641794081 Bonos|ALPERIA|5,701|2028-07-05 EUR 208804.00 0.13 211956.00 0.13 XS2678749990 Obligaciones|ASSICURAZIONI GENERA|5,272|2033-09 EUR 530520.00 0.33 541875.00 0.34 XS2696224315 Obligaciones|PIAGGIO CSPA|3,250|2030-10-05 EUR 930933.00 0.58 952272.00 0.60 XS2716891440 Bonos|EPH FIN INTERNATIONA|6,651|2028-11-13 EUR 211728.00 0.13 215668.00 0.14 XS2737652474 Obligaciones|AXA|3,187|2033-07-16 EUR 311865.00 0.19 322500.00 0.20 XS2761358055 Obligaciones|ACHMEA BV|3,000|2034-02-07 EUR 883044.00 0.55 891324.00 0.56 XS2762369549 Obligaciones|BANCO BILBAO VIZCAYA|4,875|2036-02 EUR 308043.00 0.19 316167.00 0.20 XS2775027043 Obligaciones|AUTOSTRADE S.P.A.|4,250|2032-06-28 EUR 610626.00 0.38 621438.00 0.39 XS2778270772 Bonos|GROUPE FNAC|3,000|2029-04-01 EUR 206026.00 0.13 207940.00 0.13 XS2779814750 Bonos|LANDSBANKI ISLANDS|5,000|2028-05-13 EUR 205902.00 0.13 209358.00 0.13 XS2791973055 Bonos|TOYOTA MOTOR CORPORA|0,766|2028-03-22 EUR 500070.00 0.31 502420.00 0.32 XS2798125907 Obligaciones|ATRADIUS FINANCE|5,000|2034-04-17 EUR 621090.00 0.39 634158.00 0.40 XS2800653581 Bonos|CA AUTOBANK SPA|3,750|2027-04-12 EUR 301530.00 0.19 304104.00 0.19 XS2802883731 Obligaciones|DUFRY AG|2,375|2031-04-18 EUR 99904.00 0.06 103566.00 0.07 XS2802891833 Bonos|PORSCHE AG|3,750|2029-09-27 EUR 1296984.00 0.81 1314794.00 0.83 XS2803804314 Obligaciones|POSTNL|4,750|2031-06-12 EUR 827048.00 0.51 837152.00 0.53 XS2807518639 Bonos|TELE DANMARK|5,186|2029-08-02 EUR 624486.00 0.39 636960.00 0.40 XS2815984732 Obligaciones|DEUTSCHE LUFTHANSA.|4,000|2030-05- EUR 913707.00 0.57 932112.00 0.59 XS2822505439 Bonos|EPH FIN INTERNATIONA|5,875|2029-11-30 EUR 526955.00 0.33 534685.00 0.34 XS2828830153 Obligaciones|PHOENIX GROUP HOLDIN|4,250|2029-12 USD 904673.00 0.56 910194.00 0.58 XS2829201404 Bonos|COTY INC-CL A|2,250|2027-05-15 EUR 502010.00 0.31 507595.00 0.32 XS2831758474 Obligaciones|ATHORA HOLDING|5,875|2034-09-10 EUR 508430.00 0.32 532380.00 0.34 XS2844410287 Bonos|RADIOTELEVISIONE ITA|4,375|2029-07-10 EUR 820352.00 0.51 829560.00 0.52 XS2847665390 Obligaciones|NIBC BANK NV|4,125|2030-01-04 EUR 650484.00 0.41 671058.00 0.42 XS2852136816 Bonos|CMA CGM|2,750|2029-07-15 EUR 201996.00 0.13 207376.00 0.13 XS2884012332 Bonos|POZAVAROVALNICA SAVA|5,200|2029-10-04 EUR 779781.00 0.49 793849.00 0.50 XS2891752888 Bonos|SCANDINAVIAN TOBACCO|4,875|2029-09-12 EUR 102770.00 0.06 104346.00 0.07 XS2897322769 Bonos|TRIODOS BANK|4,875|2029-09-12 EUR 913905.00 0.57 931176.00 0.59 XS2898168443 Obligaciones|BANK OF IRELAND GROU|3,187|2030-03 EUR 302751.00 0.19 314250.00 0.20 XS2922957746 Bonos|FORTUNE STAR BVI|4,250|2028-05-19 USD 259405.00 0.16 262068.00 0.17 XS2972971399 Bonos|NOVA LJUBLJANSKA BAN|3,500|2029-01-21 EUR 698173.00 0.43 706909.00 0.45 US00206R3003 Bonos|AT&T INC.|1,337|2066-11-01 USD 459855.00 0.29 473789.00 0.30 DK0004134020 Obligaciones|DANMARKS SKIBSKREDIT|3,250|2031-03 EUR 690396.00 0.43 699566.00 0.44 FR001400YPL4 Obligaciones|TIKEJHAU CAPITAL|4,250|2031-04-08 EUR 880200.00 0.55 912987.00 0.58 XS2582360330 Obligaciones|DEXIA BANQUE INTL A|6,000|2033-05- EUR 513130.00 0.32 517750.00 0.33 XS3040382098 Obligaciones|CEZ|4,125|2033-04-30 EUR 791048.00 0.49 805608.00 0.51 XS3062665867 Bonos|PERSHING SQUARE HOLD|4,250|2030-04-29 EUR 998570.00 0.62 1014510.00 0.64 FR001400ZB28 Bonos|BANQUE FED CRED MUTU|3,000|2030-05-07 EUR 490105.00 0.31 496455.00 0.31 XS3067397789 Obligaciones|AEROPORTI DI ROMA SP|3,625|2032-06 EUR 589500.00 0.37 601650.00 0.38 FR001400WJR8 Obligaciones|VALEO|5,125|2031-05-20 EUR 300741.00 0.19 309837.00 0.20 XS3074459994 Obligaciones|ABERTIS INFRAESTRUCT|4,746|2030-11 EUR 197310.00 0.12 204020.00 0.13 XS3076304602 Obligaciones|PRYSMIAN SPA|5,250|2030-05-21 EUR 305217.00 0.19 312330.00 0.20 XS1751476679 Obligaciones|LA MONDIALE|2,400|2048-01-18 USD 170948.00 0.11 169606.00 0.11 XS3071337847 Bonos|SACYR|4,750|2030-05-29 EUR 2998165.00 1.87 2989726.00 1.89 FRCASA010167 Cupón Cero|CREDIT AGRICOLE SA|3,458|2031-11-15 EUR 638336.00 0.40 643276.00 0.41 FRCASA010167 Cupón Cero|CREDIT AGRICOLE SA|3,372|2031-11-15 EUR 317592.00 0.20 320836.00 0.20 FRCASA010167 Cupón Cero|CREDIT AGRICOLE SA|3,500|2031-11-15 EUR 531695.00 0.33 537401.00 0.34 XS3090080733 Obligaciones|BANCO DE CREDITO SOC|3,500|2031-06 EUR 592272.00 0.37 599622.00 0.38 XS3029358317 Bonos|ACS|3,750|2030-06-11 EUR 793976.00 0.49 798792.00 0.50 BE6363767821 Obligaciones|AGEAS|4,625|2056-05-02 EUR 501355.00 0.31 508765.00 0.32 XS3093716663 Bonos|INVESTEC PLC|0,763|2028-06-18 EUR 805848.00 0.50 807576.00 0.51 XS3103647031 Obligaciones|PIRAEUS BANK|3,375|2030-12-30 EUR 201104.00 0.13 207256.00 0.13 XS2333564503 Obligaciones|DUFRY AG|1,687|2028-04-15 EUR 982320.00 0.61 1002550.00 0.63 XS2385390724 Obligaciones|HLDNG INFRAMETRIERS|0,625|2028-09- EUR 564900.00 0.35 558606.00 0.35 XS3124962088 Obligaciones|EL CORTE INGLES|3,500|2033-07-24 EUR 479060.00 0.30 491210.00 0.31 AT000B122403 Obligaciones|VOLKSBANK|3,625|2031-09-09 EUR 1382262.00 0.86 1409520.00 0.89 XS3170907060 Bonos|INTL CONSOLIDATED AI|3,352|2030-09-11 EUR 491145.00 0.31 500045.00 0.32 FR0014012PH2 Obligaciones|BNP PARIBAS SA|3,494|2033-09-17 EUR 484760.00 0.30 494060.00 0.31 XS3193932699 Bonos|GESTAMP|2,187|2030-10-15 EUR 248383.00 0.15 252580.00 0.16 XS3025437982 Obligaciones|ALSTRIA OFFICE REIT-|5,500|2031-03 EUR 996260.00 0.62 1026610.00 0.65 FR00140102F4 Obligaciones|TISSEO COLLECTIVITIE|4,110|2038-06 EUR 294954.00 0.18 298233.00 0.19 PTCGDFOM0034 Obligaciones|CRL CREDITO AGRICOLA|3,000|2031-10 EUR 293037.00 0.18 297282.00 0.19 XS3193815977 Obligaciones|CMA CGM|2,437|2032-01-15 EUR 468465.00 0.29 484440.00 0.31 BE0390256254 Obligaciones|WAREHOUSES DE PAUW|3,125|2031-01-1 EUR 482740.00 0.30 493040.00 0.31 XS3182049935 Obligaciones|INMOBILIARIA COLONIA|3,125|2031-09 EUR 383672.00 0.24 392632.00 0.25 XS3197749479 Obligaciones|ACHMEA BV|2,875|2036-01-21 EUR 279804.00 0.17 291243.00 0.18 XS3207981161 Bonos|MAIRE TECNIMONT|2,000|2030-11-13 EUR 502165.00 0.31 513810.00 0.32 XS3224498108 Bonos|BOOKING HOLDINGS|3,000|2030-11-07 EUR 585990.00 0.36 596280.00 0.38 XS2854423386 Bonos|SOFTBANK|2,687|2029-01-08 EUR 251145.00 0.16 256395.00 0.16 PTBOTBOM0007 Bonos|BANCO CTT|3,750|2028-11-17 EUR 495768.00 0.31 500940.00 0.32 XS3231164586 Bonos|CATERPILLAR|2,541|2028-11-20 EUR 685454.00 0.43 697116.00 0.44 FR00140142Q7 Bonos|NEW IMMO HOLDING|4,950|2030-11-14 EUR 192830.00 0.12 201314.00 0.13 XS2929365083 Obligaciones|ATHORA NETHERLANDS|3,375|2031-05-1 EUR 504025.00 0.31 520185.00 0.33 BE0390264332 Obligaciones|SILFIN NV|4,250|2032-05-25 EUR 591486.00 0.37 601878.00 0.38 AT0000A3M597 Obligaciones|ERSTE GROUP BANK|3,187|2032-04-15 EUR 1016600.00 0.63 1042630.00 0.66 XS2764880667 Obligaciones|ALIMENTACION COUCHE|4,011|2036-02- EUR 588540.00 0.37 601368.00 0.38 FR0014015FW5 Obligaciones|EDENRED|3,750|2033-01-15 EUR 294825.00 0.18 0.00 0.00 IT0005690869 Obligaciones|BANCA IFIS|4,546|2036-04-21 EUR 968860.00 0.60 0.00 0.00 IT0005689168 Obligaciones|UNIPOLSAI SPA|3,000|2035-07-21 EUR 971740.00 0.61 0.00 0.00 XS3277147834 Obligaciones|NORTEGAS ENERGIA DIS|4,125|2033-01 EUR 775728.00 0.48 0.00 0.00 XS3285687219 Obligaciones|IMPERIAL TOBACCO GRO|3,875|2033-08 EUR 486330.00 0.30 0.00 0.00 FR00140112W8 Obligaciones|SOGECAP|3,125|2035-07-08 EUR 977060.00 0.61 0.00 0.00 XS3285384403 Bonos|GRENKE FINANCE|3,875|2031-01-09 EUR 391992.00 0.24 0.00 0.00 XS3290846040 Obligaciones|NATIONAL BANK OF GRE|2,900|2031-08 EUR 191364.00 0.12 0.00 0.00 FR001400L1E0 Bonos|CARMILA|5,500|2026-04-16 EUR 407640.00 0.25 0.00 0.00 XS3285554096 Bonos|ALPHABET INC/CA-CL C|4,125|2029-02-13 GBP 901457.00 0.56 0.00 0.00 XS3239332359 Obligaciones|WPP|3,625|2031-06-09 EUR 669137.00 0.42 0.00 0.00 AT0000A3NRE3 Obligaciones|ERSTE GROUP BANK|3,625|2035-11-26 EUR 583086.00 0.36 0.00 0.00 XS3205843702 Obligaciones|PUBLIC PROPERTY INVE|3,875|2031-10 EUR 778840.00 0.48 0.00 0.00 XS3135127119 Bonos|ATHENE GLOBAL FUNDIN|2,875|2028-07-21 EUR 774504.00 0.48 0.00 0.00 XS2891674637 Bonos|ELM BV FOR JULIUS BA|3,875|2029-09-13 EUR 501250.00 0.31 0.00 0.00 93739343.00 58.37 87673360.00 55.41 PTME92JM0008 Pagarés|MOTA-ENGIL, -SGPS, S|5,009|2026-11-16 EUR 193058.00 0.12 0.00 0.00 XS1109765005 Obligaciones|INTESA SANPAOLO|3,928|2026-09-15 EUR 451926.00 0.28 455085.00 0.29 FI4000399696 Obligaciones|CARGOTEC CORP-B SHAR|1,625|2026-09 EUR 397456.00 0.25 396772.00 0.25 FR001400F0U6 Bonos|RCI BANQUE S.A.|4,625|2026-07-13 EUR 400188.00 0.25 402524.00 0.25 FR001400JEA2 Bonos|BANQUE STELLANTIS FR|4,000|2027-01-21 EUR 201652.00 0.13 0.00 0.00 US38147UAD90 Obligaciones|GOLDMAN SACHS GROUP|1,437|2026-01- 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104751395.00 66.20 XS3199084636 Pagarés|FICANTIERI|2,795|2026-04-01 EUR 591645.00 0.37 591785.00 0.37 PTME9BJM0002 Pagarés|MOTA-ENGIL, -SGPS, S|5,257|2026-11-04 EUR 569128.00 0.35 570390.00 0.36 1160773.00 0.72 1162175.00 0.73 114732270.00 71.44 105913570.00 66.93 LU0321462870 Acciones|XTRACKERS II CROSSOVER SHORT D EUR 299140.00 0.19 291460.00 0.18 299140.00 0.19 291460.00 0.18 115031410.00 71.62 106205030.00 67.12 156346047.00 97.35 147963958.00 93.51 0.00 Distribucion1.png png 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 Distribucion2.png png 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Distribucion3.png png 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 Distribucion4.png png 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DEUTSCHLAND 0,25% 15/02/27 Compra Opcion|FUTURE EUX - SCHATZ (08/06/2026)|10 52850000 02 52850000 52850000 EUR/GBP Compra Futuro|EUR/GBP|125000| 1255533 01 EUR/GBP Compra Futuro|EUR/GBP|125000| 628128 01 EUR/GBP Compra Futuro|EUR/GBP|125000| 125626 01 EUR/GBP Compra Futuro|EUR/GBP|125000| 125626 01 EUR/USD - EURO/DOLAR AMERICANO Compra Futuro|EUR/USD - EURO/DOLAR AMERICANO|12500 8814422 01 10949335 10949335 false false false false false false false false false false No aplica false false false true true false true false d.) Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 2,924 millones de euros en concepto de compra, el 1,98% del patrimonio medio, y por importe medio de 2,868 millones de euros en concepto de venta, que supone un 1,94% del patrimonio medio. g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 1.685,05 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el período de referencia. Anexo: El importe de las adquisiciones realizadas durante el periodo, de valores o instrumentos financieros cuyo colocador ha sido una entidad del grupo de la gestora ha sido de 1.152.954 euros,lo que representa, en tèrminos relativos al patrimonio medio, el 0,85%. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora sobre la situación de los mercados.El primer trimestre del año ha estado marcado por el recrudecimiento del conflicto geopolítico en Irán, que ha generado un significativo shock energético, impulsando el precio del petróleo desde niveles cercanos a 70 USD hasta superar los 100 USD. Este contexto reabre el riesgo de un escenario de estanflación a nivel global, con potencial impacto negativo sobre el crecimiento y nuevas presiones inflacionistas.El conflicto, intensificado durante el mes de marzo, ha deteriorado las expectativas macroeconómicas, reflejándose en una desaceleración del crecimiento y del consumo, así como en un repunte de las presiones inflacionistas. Todo ello ha reactivado el debate sobre la posible reanudación de las subidas de tipos de interés.Los indicadores adelantados, como los PMI tanto en la Eurozona como en Estados Unidos, comienzan a reflejar un entorno de mayor incertidumbre. En la Eurozona, el IPC del primer trimestre de 2026 se situó en el 2,5% (2,3% en su componente subyacente), si bien se anticipa que los datos de abril recojan un repunte adicional derivado del encarecimiento del crudo.En los mercados de renta variable, marzo registró correcciones significativas, que erosionaron parte de las ganancias acumuladas en los dos primeros meses del año. En Europa, el Ibex 35 retrocedió un -1,49%, el Euro Stoxx 50 un -3,83%, el CAC 40 un -4,08%, el DAX un -7,58% y el FTSE MIB un -2,35%. Por sectores, destacaron positivamente energía (+35,91%), telecomunicaciones (+16,05%), utilities (+12,45%) y recursos básicos (+11,24%). En contraste, los sectores con peor comportamiento fueron media (-19,15%), consumo (-18,62%), automóviles (-14,06%) y turismo (-12,92%).En Estados Unidos, el S&P 500 cerró el trimestre con una caída del -4,63%, el Dow Jones del -3,58% y el Nasdaq del -5,98%.En conjunto, el trimestre ha supuesto una ruptura del escenario de desinflación ordenada, resurgiendo las preocupaciones en torno al riesgo inflacionista en un entorno de crecimiento más débil.En renta fija, destacó el tensionamiento de las curvas, especialmente en los tramos cortos e intermedios (2-5 años). La curva alemana registró un incremento de rentabilidades de más de 60 pb en el tramo a 2 años, frente a movimientos más moderados en los vencimientos a 10 años (+40 pb), 15 años (+25 pb) y 30 años (+20 pb). Como consecuencia, la pendiente 2-10 años se aplanó, reduciéndose el diferencial desde niveles de 70-80 pb hasta aproximadamente 35 pb.De esta forma, los tipos a 2 años alemanes pasaron del 2,11% al 2,61% y el 10 años del 2,85% al 3%.Tanto el BCE como la Reserva Federal mantuvieron un tono prudente en sus últimas reuniones. Sin realizar cambios en los tipos de interés, ambas instituciones reconocieron el elevado nivel de incertidumbre y reiteraron un enfoque dependiente de los datos ("wait and see"), dejando abierta la puerta a futuras actuaciones en función de la evolución de la inflación. El mercado comienza a descontar posibles subidas adicionales por parte del BCE, mientras que anticipa un mantenimiento de tipos por parte de la FED.En los mercados de crédito, se observaron ampliaciones de diferenciales tanto en el segmento high yield como en investment grade. En el caso del high yield, los spreads aumentaron en torno a 53 pb, mientras que en investment grade el repunte fue de aproximadamente 10 pb. No obstante, estos niveles permanecen alejados de los máximos alcanzados durante episodios de tensión anteriores, como el inicio de la guerra arancelaria en abril de 2025. b) Decisiones generales de inversión adoptadas. En el fondo continuamos teniendo entradas de dinero que hemos aprovechado para seguir dotando a la cartera de calidad. En cuanto a duración hemos sido conservadores y la hemos mantenido entorno a niveles del 3 años.Hemos reducido ligeramente la exposición a High Yield a un 24,5% desde un 25,4%. Terminamos el trimestre con una liquidez del 2,8%. Tenemos un peso en pagarés a corto plazo de un 3,4% y en bonos de menos de 3 años de un 40% con objeto de aprovechar los bonos más altos en TIR tanto por subidas de tipos como por ampliación de spreads de crédito. La estructura de cartera es similar al semestre anterior, hemos mantenido la exposición a deuda de gobierno (4%). Durante el trimestre, el sector consumo ha pasado a concentrar el mayor peso (16%), situándose por delante del sector industrial (11%). En cuanto a la deuda subordinada bancaria y corporativa incluyendo pagares, hemos reducido ligeramente el peso del semestre anterior del 27,8%. En cuanto al sector bancario contamos con una exposición de entorno a un 22% del fondo. Al terminar el trimestre la cartera tiene una duración media de 3 años, una TIR media de 4,60% y un rating medio de BBB. En cuanto a divisa aumentamos ligeramente exposición en activos denominados en dólares por el 6,3% y en libras por el 1,16%, aproximadamente. Se han utilizado derivados para cubrir la exposición a activos tanto en dólares como en libras que mantiene el fondo al final del semestre.La exposición a bonos flotantes sigue sin ser relevante (4,6%). c) Índice de referencia. La IIC se gestiona activamente conforme a sus objetivos y política de inversión, de forma que su gestión no está vinculada ni limitada por ningún índice de referencia, sino que toma como referencia el comportamiento del índice en términos meramente informativos o comparativos. El Tracking error o desviación efectiva de la IIC con respecto a su índice de referencia ha sido del 1,08% durante el periodo y en los últimos doce meses ha sido del 0,95%. Un tracking error superior al 4% indica una gestión activa. La rentabilidad neta de la IIC en el periodo ha sido del -0,78%. En el mismo periodo el índice de referencia ha obtenido una rentabilidad de -1,1%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variación positiva del 1,49% y el número de participes ha registrado una variación positiva de 178 participes, lo que supone una variación del 5,47%. La rentabilidad neta de la IIC durante el periodo ha sido del -0,78%, con un impacto total de los gastos soportados en el mismo período del 0,32000000000000001%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La IIC ha obtenido una rentabilidad neta en el periodo de un -0,78%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gestión SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del -0,95%.En el cuadro del apartado 2.2.B) del informe se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocación gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo.A lo largo del trimestre hemos subido peso en Unipol Assicurazioni, Nortegas Energia y Redexis entre otros. Hemos comprado Soc. Nat. Romgaz, Sogecap, Alphabet, Eesti Energía, ENCE y Athene Global Funding, entre otros. En cuanto a deuda financiera, por un lado, hemos aumentado peso en Erste Group y hemos comprado Banca Ifis, National Bank of Greece y WPP Finance.En cuanto a deuda de gobierno hemos realizado la compra de un bono de Colombia. Hemos realizado compras de futuros de eurodólar y eurolibra con el objetivo de cubrir la exposición frente a estas divisas. Hemos reducido exposición a Banco de Crédito Social y hemos vendido Telefónica. Finalmente, destacamos las amortizaciones de bonos del Banco Sabadell y de Central Bank of Savings. El comportamiento de la cartera ha sido bueno en comparación al benchmark resultado de nuestra duración moderada y la gestión activa. Los bonos que han contribuido negativamente son los bonos de Caisse Nat Reassurance, Intesa Sanpaolo y Edreams. En la contribución positiva destacamos el bono soberano de Francia y los bonos corporativos de Servicios Medio Ambiente y Golar. b) Operativa de préstamo de valores. La IIC no ha realizado durante el periodo operativa de préstamos de valores. c) Operativa en derivados y adquisición temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversión, en: Futuros sobre tipo cambio EUR/GBP, Futuros sobre tipo cambio EUR/USD, opciones sobre Schatz, que han proporcionado un resultado global de El nominal comprometido en instrumentos derivados suponía al final del periodo un 12,12%.Durante el periodo se han efectuado operaciones de compra-venta de Deuda Pública con pacto de recompra (repos) con la distintas entidades por importe de 2,82 millones de euros, que supone un 2,07% del patrimonio medio. La remuneración media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,9951%. d) Otra información sobre inversiones. En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el artículo 48.1j del RIIC, la IIC no posee ninguno. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 1,97%. En el mismo periodo el índice de referencia ha registrado una volatilidad del 3,15%. La duración de la cartera de renta fija a final del trimestre era de 29,04 meses. El cálculo de la duración para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la próxima fecha de renovación de intereses.La beta de GVC GAESCO RENTA FIJA FLEXIBLE FI, respecto a su índice de referencia, en los últimos 12 meses es de 0,59.GVC Gaesco Gestión SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociación habitual y el volumen invertido. En condiciones normales se tardaría 5,49 días en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos políticos y económicos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gestión SGIIC se ha hecho, en todo caso, en interés exclusivo de los socios y partícipes de las IIC. GVC Gaesco Gestión SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que están en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posición global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antigüedad superior a doce meses. Adicionalmente, la Sociedad Gestora también ejerce el derecho de asistencia y/o voto en aquellos casos en que, no dándose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos económicos a favor de los inversores, tales como primas de asistencia a juntas. 6. INFORMACION Y ADVERTENCIAS CNMV.N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO ALAS MISMAS.N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de análisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.En marzo, se incrementaron las tensiones geopolíticas con el inicio del conflicto con Irán. Esto ha generado la vuelta al fantasma de la inflación y del escenario de estanflación que ha puesto en aviso a los principales bancos centrales. Durante el mes de marzo, hemos asistido a un tensionamiento del precio del petróleo, que ha activado las alertas sobre nuevas tensiones inflacionistas, y su posible impacto en el crecimiento mundial.Las curvas de tipos en marzo, principalmente en Europa, se tensionaron sobre todo el tramo 2yr-5yr, subiendo hasta 60pb sobre los niveles que había en el mes de febrero. Esto ha estado muy correlacionado con el incremento del precio del petróleo, y con la nueva llegada del fantasma de la inflación. Este tensionamiento, aplano ligeramente la curva 2yr-10yr, principalmente por la subida del 2 yr. Por el lado del crédito los spreads tanto el HY como el IG, también aumentaron, pero por debajo de los niveles al que llegaron en abril del 2025, cuando Trump inicio la guerra arancelaria.Pensamos, que en tanto en cuanto se vaya resolviendo el conflicto de oriente medio, las curvas deberían de volver a los niveles que tenían en el mes de febrero. De momento los bancos centrales se posición en modo de wait and see, y están expectantes a los datos que se vayan publicando tanto de crecimientos como de inflación. La cartera que tiene actualmente el fondo, está diseñada para minimizar el impacto negativo que este nuevo escenario tenga en los mercados financieros. 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