xbrli:pure iso4217:EUR CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2026-01-01 2026-06-30 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2025-07-01 2025-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2026-01-01 2026-06-30 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2025-01-01 2025-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2026-04-01 2026-06-30 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2026-01-01 2026-03-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2025-10-01 2025-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2025-07-01 2025-09-30 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2021-01-01 2021-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2023-01-01 2025-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2021-01-01 2025-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2026-06-30 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2025-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2024-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 1.0.0 2023-12-31 CAIXABANK RF CORPORATIVA DURACION CUBIERTA, FI 3099 02 02 2026 EUR BBB+ false CAIXABANK ASSET MANAGEMENT SGIIC Paseo de la Castellana, 189 Madrid EM a través de formulario disponible en www.caixabank.es www.caixabankassetmanagement.com 05 Paseo de la Castellana, 189 Madrid tel.900103368 EM a través de formulario disponible en www.caixabank.es 2005-01-20 08 20 2 en una escala del 1 al 7 El Fondo Invierte principalmente en valores de renta fija privada, negociados en mercados europeos, así como otros grandes mercados internacionales, incluidos emergentes sin límite predeterminado. Las emisiones en las que invierta no tendrán rating mínimo, por lo que podría presentar en algunos momentos exposición a riesgo de crédito de calidad crediticia inferior a media (inferior a BBB-). El Fondo ha realizado operaciones con instrumentos derivados con la finalidad de inversión para gestionar de un modo más eficaz la cartera. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.14 0.00 0.14 0.00 1.90 1.96 1.90 2.24 1 CAIXABANK RF CORPORATIVA DURACION CUB, FI CL ESTAN EUR 8554636.89 5820828.14 4114 2970 0.00 0.00 false 600 EUR 83365548 56317580 12903650 8622855 9.7451 9.6752 9.3715 8.8563 0.52 0.52 0.00 0.00 0.52 0.52 01 0.05 0.05 01 0.72 1.38 -0.65 0.51 0.96 3.24 5.82 4.78 -0.62 -0.09 -0.20 -0.70 2026-05-21 2026-03-19 2025-04-04 0.40 0.40 0.82 2026-04-08 2026-04-08 2023-03-21 01 1.26 1.20 1.28 0.84 0.94 1.69 1.29 1.83 1.28 19.23 18.72 19.67 11.53 12.40 16.17 13.26 13.92 16.23 0.08 0.09 0.08 0.07 0.07 0.07 0.11 0.11 0.02 ICE BofA Euro Corporates Futures Hedged 100% 1.29 0.95 1.55 0.87 0.73 1.53 1.31 1.95 0.80 2.41 2.41 2.41 2.41 2.41 2.41 5.43 5.43 6.29 0.58 0.29 0.29 0.29 0.30 1.18 1.18 1.18 1.19 true 147001_20260630_VL png 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 147001_20260630_RE png 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 false 5 CAIXABANK RF CORPORATIVA DURACION CUB, FI CL SIN R EUR 816499.28 760481.90 59 34 0.00 0.00 false 5762027 5307279 3885039 3036424 7.0570 6.9788 6.7064 6.2873 0.16 0.16 0.00 0.00 0.16 0.16 01 0.01 0.01 01 1.12 1.58 -0.46 0.71 1.16 4.06 6.66 5.62 0.18 -0.09 -0.20 -0.70 2026-05-21 2026-03-19 2025-04-04 0.40 0.40 0.82 2026-04-08 2026-04-08 2023-03-21 01 1.26 1.20 1.28 0.84 0.94 1.69 1.29 1.83 1.28 19.23 18.72 19.67 11.53 12.40 16.17 13.26 13.92 16.23 0.08 0.09 0.08 0.07 0.07 0.07 0.11 0.11 0.02 ICE BofA Euro Corporates Futures Hedged 100% 1.29 0.95 1.55 0.87 0.73 1.53 1.31 1.95 0.80 2.35 2.35 2.35 2.35 2.35 2.35 5.37 5.37 6.23 0.18 0.09 0.09 0.09 0.09 0.38 0.38 0.38 0.39 true 147002_20260630_VL png 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 147002_20260630_RE png 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 false 2 CAIXABANK RF CORPORATIVA DURACION CUB, FI CL PREM EUR 4856778.54 4823071.23 920 931 0.00 0.00 false 300000 EUR 51083100 50253201 16900959 11728349 10.5179 10.4193 10.0474 9.4525 0.31 0.31 0.00 0.00 0.31 0.31 01 0.04 0.04 01 0.95 1.49 -0.54 0.62 1.08 3.70 6.29 5.25 -0.17 -0.09 -0.20 -0.70 2026-05-21 2026-03-19 2025-04-04 0.40 0.40 0.82 2026-04-08 2026-04-08 2023-03-21 01 1.26 1.20 1.28 0.84 0.94 1.69 1.29 1.83 1.28 19.23 18.72 19.67 11.53 12.40 16.17 13.26 13.92 16.23 0.08 0.09 0.08 0.07 0.07 0.07 0.11 0.11 0.02 ICE BofA Euro Corporates Futures Hedged 100% 1.29 0.95 1.55 0.87 0.73 1.53 1.31 1.95 0.80 2.38 2.38 2.38 2.38 2.38 2.38 5.40 5.40 6.26 0.36 0.18 0.18 0.18 0.18 0.73 0.73 0.73 0.74 true 147003_20260630_VL png 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 147003_20260630_RE png 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 false 3 CAIXABANK RF CORPORATIVA DURACION CUB, FI CL PLUS EUR 36560291.81 27975109.46 3204 2525 0.00 0.00 false 50000 EUR 249448125 189223405 28381823 17907466 6.8229 6.7640 6.5322 6.1547 0.38 0.38 0.00 0.00 0.38 0.38 01 0.04 0.04 01 0.87 1.46 -0.58 0.58 1.04 3.55 6.13 5.09 -0.32 -0.09 -0.20 -0.70 2026-05-21 2026-03-19 2025-04-04 0.40 0.40 0.82 2026-04-08 2026-04-08 2023-03-21 01 1.26 1.20 1.28 0.84 0.94 1.69 1.29 1.83 1.28 19.23 18.72 19.67 11.53 12.40 16.17 13.26 13.92 16.23 0.08 0.09 0.08 0.07 0.07 0.07 0.11 0.11 0.02 ICE BofA Euro Corporates Futures Hedged 100% 1.29 0.95 1.55 0.87 0.73 1.53 1.31 1.95 0.80 2.39 2.39 2.39 2.39 2.39 2.39 5.41 5.41 6.27 0.43 0.22 0.21 0.22 0.22 0.88 0.88 0.88 0.89 true 147004_20260630_VL png 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 147004_20260630_RE png 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 false 362708708 274817150 41459818 39337751 317098810 231814346 4150080 3665053 0 0 23221079 23323224 3729013 2961093 389658800 301101466 301101466 134902953 301101466 22.85 79.22 22.85 -47.48 0.00 0.00 0.00 0.00 0.78 1.51 0.78 -6.71 1.23 1.96 1.23 13.28 1.38 1.32 1.38 89.91 0.03 0.09 0.03 -42.48 -0.16 -0.34 -0.16 -13.28 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -0.05 0.90 -0.05 -111.11 0.03 -0.01 0.03 -897.58 0.00 0.00 0.00 857.37 0.00 0.00 0.00 0.00 -0.45 -0.45 -0.45 80.14 -0.40 -0.39 -0.40 83.99 -0.04 -0.04 -0.04 82.65 0.00 0.00 0.00 5.01 0.00 0.00 0.00 52.50 -0.01 -0.02 -0.01 -3.96 0.00 0.00 0.00 -37.67 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -37.67 389658800 301101466 389658800 ES0213679OF4 BONOS|BANKINTER SA|1,250|2032-12-23 EUR 0 0.0 1457845 0.48 ES0213679OS7 BONOS|BANKINTER SA|3,625|2033-02-04 EUR 1003405 0.26 1001655 0.33 ES0213679OU3 BONOS|BANKINTER SA|3,250|2033-11-03 EUR 1379209 0.35 393951 0.13 ES0224244089 BONOS|MAPFRE SA|4,375|2047-03-31 EUR 1017783 0.26 1020608 0.34 ES0224244105 BONOS|MAPFRE SA|2,875|2030-04-13 EUR 1171790 0.3 1176132 0.39 ES0224244113 BONOS|MAPFRE SA|3,125|2032-01-20 EUR 692274 0.18 0 0.0 ES0243307024 BONOS|KUTXABANK SA|3,500|2032-06-10 EUR 1505938 0.39 0 0.0 ES0244251049 BONOS|IBERCAJA BANCO SA|4,125|2036-08-18 EUR 1319431 0.34 1316159 0.44 ES0244251056 BONOS|IBERCAJA BANCO SA|3,125|2031-08-10 EUR 694544 0.18 0 0.0 ES0265936056 BONOS|ABANCA CORP BANCARIA|5,875|2030-04-02 EUR 546713 0.14 550889 0.18 ES0265936064 BONOS|ABANCA CORP BANCARIA|4,625|2036-12-11 EUR 1031761 0.26 1028178 0.34 ES0265936080 BONOS|ABANCA CORP BANCARIA|3,750|2034-06-09 EUR 1602346 0.41 0 0.0 ES0280907033 BONOS|UNICAJA BANCO SA|5,125|2029-02-21 EUR 1575075 0.4 1581140 0.53 ES0280907058 BONOS|UNICAJA BANCO SA|3,500|2031-06-30 EUR 200512 0.05 201302 0.07 ES0280907066 BONOS|UNICAJA BANCO SA|3,750|2033-06-26 EUR 1198237 0.31 0 0.0 ES0344251014 BONOS|IBERCAJA BANCO SA|5,625|2027-06-07 EUR 0 0.0 1525946 0.51 ES0380907065 BONOS|UNICAJA BANCO SA|7,250|2027-11-15 EUR 0 0.0 1074207 0.36 ES0380907081 BONOS|UNICAJA BANCO SA|3,500|2029-09-12 EUR 1520673 0.39 1523273 0.51 16459690 4.22 13851284 4.61 ES0224244071 BONOS|MAPFRE SA|1,625|2026-05-19 EUR 0 0.0 486111 0.16 0 0.0 486111 0.16 16459690 4.22 14337394 4.77 ES0000012F43 REPO|SPAIN GOVERNMENT BO|2,25|2026-07-01 EUR 25000128 6.42 0 0.0 ES0000012H41 REPO|SPAIN GOVERNMENT BO|2,00|2026-01-02 EUR 0 0.0 25000357 8.3 25000128 6.42 25000357 8.3 41459818 10.64 39337751 13.07 41459818 10.64 39337751 13.07 IT0005599904 DEUDA|ITALY BUONI POLIENNA|3,450|2027-07-15 EUR 10098621 2.59 0 0.0 10098621 2.59 0 0.0 AT0000A2L583 BONOS|ERSTE GROUP BANK AG|4,250|2199-12-31 EUR 0 0.0 997586 0.33 AT0000A2RAA0 BONOS|ERSTE GROUP BANK AG|0,125|2028-05-17 EUR 564700 0.14 561167 0.19 AT0000A3CTX2 BONOS|ERSTE GROUP BANK AG|7,000|2199-12-31 EUR 2619526 0.67 0 0.0 BE0002951326 BONOS|KBC GROUP NV|4,375|2031-12-06 EUR 1057232 0.27 1060512 0.35 BE0390246156 BONOS|KBC GROUP NV|3,625|2036-08-26 EUR 997234 0.26 998228 0.33 BE6350703169 BONOS|ANHEUSER-BUSCH INBEV|3,750|2037-03-22 EUR 461884 0.12 458537 0.15 BE6364524635 BONOS|ANHEUSER-BUSCH INBEV|3,375|2033-05-19 EUR 499240 0.13 499656 0.17 BE6364525640 BONOS|ANHEUSER-BUSCH INBEV|3,875|2038-05-19 EUR 500464 0.13 494122 0.16 CH1236363391 BONOS|UBS GROUP AG|4,375|2031-01-11 EUR 1049852 0.27 1055623 0.35 CH1474856957 BONOS|UBS GROUP AG|3,162|2031-08-11 EUR 992126 0.25 0 0.0 DE000A289QR9 BONOS|MERCEDES-BENZ GROUP|0,750|2030-09-10 EUR 503231 0.13 506147 0.17 DE000A30VQB2 BONOS|VONOVIA SE|5,000|2030-11-23 EUR 97521 0.03 97884 0.03 DE000A351U49 BONOS|ALLIANZ SE|5,824|2053-07-25 EUR 0 0.0 567413 0.19 DE000A3829J7 BONOS|VONOVIA SE|4,250|2034-04-10 EUR 0 0.0 1025348 0.34 DE000A3MQS64 BONOS|VONOVIA SE|1,875|2028-06-28 EUR 475063 0.12 480160 0.16 DE000A3MQS72 BONOS|VONOVIA SE|2,375|2032-03-25 EUR 924191 0.24 745241 0.25 DE000A4DFCB7 BONOS|EVONIK INDUSTRIES AG|3,250|2030-01-15 EUR 76561 0.02 77010 0.03 DE000A4DFLN3 BONOS|ALLIANZ SE|4,431|2055-07-25 EUR 0 0.0 516763 0.17 DE000A4EB2Y0 BONOS|MERCEDES-BENZ INTERN|3,125|2031-09-05 EUR 423432 0.11 428832 0.14 DE000A4ET6Q7 BONOS|MERCEDES-BENZ INTERN|3,600|2032-05-13 EUR 903312 0.23 0 0.0 DE000CZ457B8 BONOS|COMMERZBANK AG|3,875|2036-09-02 EUR 400547 0.1 397698 0.13 DE000CZ45Y55 BONOS|COMMERZBANK AG|4,125|2037-02-20 EUR 2236945 0.57 1222724 0.41 DE000CZ45ZU8 BONOS|COMMERZBANK AG|3,125|2030-06-06 EUR 998358 0.26 1001998 0.33 DE000CZ46CC3 BONOS|COMMERZBANK AG|3,375|2032-04-15 EUR 400295 0.1 0 0.0 FR0010033381 BONOS|VEOLIA ENVIRONNEMENT|6,125|2033-11-25 EUR 1773523 0.46 1180981 0.39 FR0013210416 BONOS|VEOLIA ENVIRONNEMENT|0,927|2029-01-04 EUR 0 0.0 462205 0.15 FR0013385473 BONOS|VEOLIA ENVIRONNEMENT|1,940|2030-01-07 EUR 567919 0.15 570582 0.19 FR0013515749 BONOS|BANQUE FEDERATIVE DU|1,250|2030-06-03 EUR 477113 0.12 473281 0.16 FR0013517307 BONOS|CREDIT MUTUEL ARKEA|1,250|2029-06-11 EUR 485190 0.12 483364 0.16 FR00140003P3 BONOS|BANQUE FEDERATIVE DU|0,100|2027-10-08 EUR 0 0.0 288110 0.1 FR00140005J1 BONOS|BNP PARIBAS SA|0,375|2027-10-14 EUR 478663 0.12 478739 0.16 FR00140007L3 BONOS|VEOLIA ENVIRONNEMENT|2,500|2199-12-31 EUR 0 0.0 94744 0.03 FR0014000D31 BONOS|CIE GENERALE DES ETA|2028-11-02 EUR 168268 0.04 170235 0.06 FR0014000Y93 BONOS|CREDIT AGRICOLE SA|0,125|2027-12-09 EUR 0 0.0 477322 0.16 FR0014004QX4 BONOS|ALSTOM SA|0,125|2027-07-27 EUR 1891220 0.49 1901729 0.63 FR0014009HA0 BONOS|BNP PARIBAS SA|2,500|2032-03-31 EUR 493724 0.13 494028 0.16 FR001400D6O8 BONOS|ELECTRICITE DE FRANC|4,750|2034-10-12 EUR 1613799 0.41 534616 0.18 FR001400D8K2 BONOS|VINCI SA|3,375|2032-10-17 EUR 995071 0.26 800656 0.27 FR001400DT99 BONOS|SCHNEIDER ELECTRIC S|3,250|2027-11-09 EUR 1010849 0.26 1014723 0.34 FR001400DY43 BONOS|ORANGE SA|3,625|2031-11-16 EUR 306266 0.08 307909 0.1 FR001400E797 BONOS|BPCE SA|4,000|2032-11-29 EUR 517906 0.13 516240 0.17 FR001400F067 BONOS|CREDIT AGRICOLE SA|7,250|2199-12-31 EUR 2159724 0.55 545719 0.18 FR001400F1I9 BONOS|ENGIE SA|4,000|2035-01-11 EUR 1531827 0.39 1022493 0.34 FR001400F711 BONOS|SCHNEIDER ELECTRIC S|3,375|2034-04-13 EUR 597653 0.15 598804 0.2 FR001400FAZ5 BONOS|ARKEMA SA|3,500|2031-01-23 EUR 1006802 0.26 1012655 0.34 FR001400FB22 BONOS|BPCE SA|5,125|2035-01-25 EUR 1058554 0.27 1057445 0.35 FR001400J2V6 BONOS|BPCE SA|4,125|2028-07-10 EUR 518103 0.13 521731 0.17 FR001400KHI6 BONOS|ENGIE SA|4,500|2042-09-06 EUR 507520 0.13 500200 0.17 FR001400KJP7 BONOS|LVMH MOET HENNESSY L|3,250|2029-09-07 EUR 100322 0.03 101477 0.03 FR001400KKC3 BONOS|VEOLIA ENVIRONNEMENT|5,993|2199-12-31 EUR 0 0.0 543112 0.18 FR001400KKM2 BONOS|ORANGE SA|3,875|2035-09-11 EUR 509851 0.13 507960 0.17 FR001400L263 BONOS|THALES SA|4,250|2031-10-18 EUR 1054638 0.27 743157 0.25 FR001400LUK3 BONOS|CARREFOUR SA|4,375|2031-11-14 EUR 1046323 0.27 105271 0.03 FR001400MF86 BONOS|ENGIE SA|3,875|2033-12-06 EUR 614657 0.16 614357 0.2 FR001400N277 BONOS|SCHNEIDER ELECTRIC S|3,000|2031-01-10 EUR 1097352 0.28 1102077 0.37 FR001400N4G7 BONOS|BNP PARIBAS SA|4,042|2032-01-10 EUR 724616 0.19 725182 0.24 FR001400OJC7 BONOS|ENGIE SA|3,875|2036-03-06 EUR 1010130 0.26 999230 0.33 FR001400Q486 BONOS|CIE GENERALE DES ETA|3,125|2031-05-16 EUR 198073 0.05 199824 0.07 FR001400QOK5 BONOS|ENGIE SA|4,750|2199-12-31 EUR 106480 0.03 106902 0.04 FR001400QR88 BONOS|ELECTRICITE DE FRANC|4,750|2044-06-17 EUR 405968 0.1 397985 0.13 FR001400RYN6 BONOS|ESSILORLUXOTTICA SA|2,875|2029-03-05 EUR 199610 0.05 200902 0.07 FR001400SG71 BONOS|VEOLIA ENVIRONNEMENT|3,571|2034-09-09 EUR 993697 0.26 0 0.0 FR001400WKP0 BONOS|BPCE SA|4,250|2035-07-16 EUR 513533 0.13 512267 0.17 FR001400WL86 BONOS|SOCIETE GENERALE SA|3,750|2031-07-15 EUR 1517586 0.39 1520388 0.5 FR001400Y969 BONOS|AIR LIQUIDE FINANCE|3,500|2035-03-21 EUR 1004437 0.26 1002271 0.33 FR001400YP56 BONOS|DANONE SA|3,438|2033-04-07 EUR 997495 0.26 401789 0.13 FR001400ZGF2 BONOS|ELECTRICITE DE FRANC|3,250|2032-05-07 EUR 991125 0.25 99244 0.03 FR001400ZOT7 BONOS|ORANGE SA|3,500|2035-05-19 EUR 987375 0.25 986713 0.33 FR001400ZZB1 BONOS|CREDIT AGRICOLE SA|3,750|2035-05-27 EUR 998338 0.26 990931 0.33 FR0014010CI2 BONOS|PUBLICIS GROUPE SA|3,375|2032-06-12 EUR 1489225 0.38 0 0.0 FR0014010KM7 BONOS|BNP PARIBAS SA|3,780|2036-01-19 EUR 803570 0.21 802110 0.27 FR0014010MR2 BONOS|SANOFI SA|3,000|2032-06-23 EUR 495285 0.13 496968 0.17 FR0014012CP3 BONOS|SCHNEIDER ELECTRIC S|3,624|2037-09-02 EUR 597846 0.15 595727 0.2 FR0014012FB6 BONOS|ORANGE SA|3,750|2037-09-04 EUR 198098 0.05 196725 0.07 FR0014012ID6 BONOS|SOCIETE GENERALE SA|3,750|2033-09-02 EUR 1496439 0.38 0 0.0 FR0014012JL7 BONOS|ARKEMA SA|3,500|2033-09-09 EUR 984130 0.25 983687 0.33 FR0014013VY3 BONOS|AIR LIQUIDE FINANCE|3,500|2037-11-05 EUR 589506 0.15 586328 0.19 FR00140144D1 BONOS|ORANGE SA|3,750|2038-05-13 EUR 983773 0.25 972596 0.32 FR00140144E9 BONOS|ORANGE SA|4,125|2045-11-13 EUR 96959 0.02 96235 0.03 FR0014014A53 BONOS|SOCIETE GENERALE SA|3,875|2035-11-20 EUR 2001644 0.51 0 0.0 FR0014014P49 BONOS|CREDIT AGRICOLE SA|3,125|2031-07-03 EUR 1386836 0.36 1390224 0.46 FR00140167W2 BONOS|CREDIT AGRICOLE SA|2,875|2030-02-16 EUR 2478319 0.64 0 0.0 FR0014016GC3 BONOS|LVMH MOET HENNESSY L|2,625|2030-06-25 EUR 689104 0.18 0 0.0 FR0014016GD1 BONOS|LVMH MOET HENNESSY L|3,375|2036-02-25 EUR 592587 0.15 0 0.0 FR0014016LY7 BONOS|ELECTRICITE DE FRANC|4,000|2038-03-04 EUR 1392554 0.36 0 0.0 FR0014016SX4 BONOS|SANOFI SA|3,750|2037-05-05 EUR 506512 0.13 0 0.0 FR0014017V71 BONOS|SOCIETE GENERALE SA|3,875|2034-04-14 EUR 598688 0.15 0 0.0 IT0005521171 BONOS|ENI SPA|4,300|2028-02-10 EUR 0 0.0 523629 0.17 IT0005580102 BONOS|UNICREDIT SPA|5,375|2034-04-16 EUR 536183 0.14 539297 0.18 IT0005580573 BONOS|MEDIOBANCA BANCA DI|5,250|2034-04-22 EUR 426664 0.11 429458 0.14 IT0005580656 BONOS|UNICREDIT SPA|4,300|2031-01-23 EUR 523914 0.13 526841 0.17 IT0005596363 BONOS|BPER BANCA SPA|4,000|2031-05-22 EUR 1030078 0.26 0 0.0 IT0005598989 BONOS|UNICREDIT SPA|4,200|2034-06-11 EUR 1028103 0.26 1027432 0.34 IT0005611550 BONOS|INTESA SANPAOLO SPA|3,850|2032-09-16 EUR 2038351 0.52 1021148 0.34 IT0005623837 BONOS|BANCO BPM SPA|4,500|2036-11-26 EUR 1554794 0.4 519788 0.17 IT0005654592 BONOS|UNICREDIT SPA|3,100|2031-06-10 EUR 332210 0.09 333129 0.11 IT0005657520 BONOS|BANCA MONTE DEI PASC|4,375|2035-10-02 EUR 517420 0.13 509354 0.17 IT0005675126 BONOS|BANCO BPM SPA|3,125|2031-10-23 EUR 1234927 0.32 1233794 0.41 IT0005678955 BONOS|BANCA MONTE DEI PASC|3,250|2032-02-20 EUR 614010 0.16 611732 0.2 IT0005690026 BONOS|BANCA MEDIOLANUM SPA|3,125|2031-01-31 EUR 1917340 0.49 0 0.0 IT0005695454 BONOS|BANCO BPM SPA|3,000|2031-02-16 EUR 836432 0.21 0 0.0 PTBCPCOM0004 BONOS|BANCO COMERCIAL PORT|3,125|2029-10-21 EUR 1507643 0.39 1515861 0.5 PTBCPMOM0051 BONOS|BANCO COMERCIAL PORT|4,750|2037-03-20 EUR 1467326 0.38 1467358 0.49 PTBCPNOM0043 BONOS|BANCO COMERCIAL PORT|3,250|2032-05-05 EUR 1390576 0.36 0 0.0 PTEDPSOM0002 BONOS|EDP SA|4,625|2054-09-16 EUR 414431 0.11 415812 0.14 PTNOBLOM0001 BONOS|NOVO BANCO SA|9,875|2033-12-01 EUR 1155267 0.3 1280167 0.43 PTNOBNOM0009 BONOS|NOVO BANCO SA|3,375|2031-01-22 EUR 0 0.0 504361 0.17 XS0229567440 BONOS|GENERAL ELECTRIC CO|4,125|2035-09-19 EUR 1049136 0.27 1043323 0.35 XS0885399583 BONOS|BASF SE|3,000|2033-02-07 EUR 490929 0.13 488062 0.16 XS0922885362 BONOS|MICROSOFT CORP|2,625|2033-05-02 EUR 977638 0.25 978785 0.33 XS1197833137 BONOS|COCA-COLA CO/THE|1,625|2035-03-09 EUR 1421948 0.36 0 0.0 XS1501166869 BONOS|TOTALENERGIES SE|3,369|2199-12-31 EUR 0 0.0 301353 0.1 XS1629866432 BONOS|AT&T INC|3,150|2036-09-04 EUR 119356 0.03 113745 0.04 XS1729882024 BONOS|TALANX AG|2,250|2047-12-05 EUR 487741 0.13 490236 0.16 XS1909057645 BONOS|LOGICOR FINANCING SA|3,250|2028-11-13 EUR 1495237 0.38 1515888 0.5 XS2055647213 BONOS|ABBVIE INC|1,250|2031-11-18 EUR 1075060 0.28 1076545 0.36 XS2064302735 BONOS|PEPSICO INC|0,875|2039-10-16 EUR 0 0.0 341545 0.11 XS2075811948 BONOS|JPMORGAN CHASE & CO|1,047|2032-11-04 EUR 1239081 0.32 1237677 0.41 XS2075937370 BONOS|ELI LILLY & CO|0,625|2031-11-01 EUR 870728 0.22 874977 0.29 XS2075938006 BONOS|ELI LILLY & CO|1,700|2049-11-01 EUR 320117 0.08 316786 0.11 XS2125914833 BONOS|ABBVIE INC|2,625|2028-11-15 EUR 0 0.0 1498467 0.5 XS2154419118 BONOS|SHELL INTERNATIONAL|1,875|2032-04-07 EUR 89153 0.02 89368 0.03 XS2185867913 BONOS|AIRBUS SE|1,625|2030-06-09 EUR 1407836 0.36 1418020 0.47 XS2186001314 BONOS|REPSOL INTERNATIONAL|4,247|2199-12-31 EUR 0 0.0 1329293 0.44 XS2193662728 BONOS|BP CAPITAL MARKETS P|3,625|2199-12-31 EUR 0 0.0 499989 0.17 XS2223762381 BONOS|INTESA SANPAOLO SPA|5,500|2199-12-31 EUR 0 0.0 1024780 0.34 XS2226645278 BONOS|SAMPO OYJ|2,500|2052-09-03 EUR 1046270 0.27 1044244 0.35 XS2230399441 BONOS|AIB GROUP PLC|2,875|2031-05-30 EUR 0 0.0 513249 0.17 XS2235996217 BONOS|NOVARTIS FINANCE SA|2028-09-23 EUR 0 0.0 911782 0.3 XS2247936342 BONOS|BANCO SANTANDER SA|1,625|2030-10-22 EUR 0 0.0 925928 0.31 XS2261215011 BONOS|HOLCIM FINANCE LUXEM|0,500|2031-04-23 EUR 427023 0.11 430954 0.14 XS2265360359 BONOS|STORA ENSO OYJ|0,625|2030-12-02 EUR 0 0.0 168845 0.06 XS2297549391 BONOS|CAIXABANK SA|0,500|2029-02-09 EUR 192095 0.05 190965 0.06 XS2300293003 BONOS|CELLNEX FINANCE CO S|2,000|2033-02-15 EUR 885567 0.23 885633 0.29 XS2307853098 BONOS|NATWEST GROUP PLC|0,780|2030-02-26 EUR 0 0.0 474274 0.16 XS2310118976 BONOS|CAIXABANK SA|1,250|2031-06-18 EUR 0 0.0 598562 0.2 XS2314312179 BONOS|AXA SA|1,375|2041-10-07 EUR 0 0.0 523760 0.17 XS2317069685 BONOS|INTESA SANPAOLO SPA|0,750|2028-03-16 EUR 2291172 0.59 1337361 0.44 XS2321466133 BONOS|BARCLAYS PLC|1,125|2031-03-22 EUR 0 0.0 636547 0.21 XS2321526480 BONOS|NORDEA BANK ABP|0,500|2031-03-19 EUR 487791 0.13 488074 0.16 XS2340236327 BONOS|BANK OF IRELAND GROU|1,375|2031-08-11 EUR 0 0.0 1548203 0.51 XS2346253730 BONOS|CAIXABANK SA|0,750|2028-05-26 EUR 588589 0.15 585517 0.19 XS2348237871 BONOS|CELLNEX FINANCE CO S|1,500|2028-06-08 EUR 0 0.0 460290 0.15 XS2350756446 BONOS|ING GROEP NV|0,875|2032-06-09 EUR 0 0.0 972698 0.32 XS2357417257 BONOS|BANCO SANTANDER SA|0,625|2029-06-24 EUR 464730 0.12 465844 0.15 XS2361358539 BONOS|REPSOL EUROPE FINANC|0,875|2033-07-06 EUR 163829 0.04 161794 0.05 XS2385393587 BONOS|CELLNEX FINANCE CO S|2,000|2032-09-15 EUR 1807433 0.46 902934 0.3 XS2404651163 BONOS|BANCO SANTANDER SA|1,000|2031-11-04 EUR 864484 0.22 866230 0.29 XS2411241693 BONOS|TALANX AG|1,750|2042-12-01 EUR 0 0.0 175425 0.06 XS2412556461 BONOS|CREDITO EMILIANO SPA|1,125|2028-01-19 EUR 490149 0.13 490888 0.16 XS2462605671 BONOS|TELEFONICA EUROPE BV|7,125|2199-12-31 EUR 0 0.0 545027 0.18 XS2485162163 BONOS|EVONIK INDUSTRIES AG|2,250|2027-09-25 EUR 488185 0.13 491269 0.16 XS2488465423 BONOS|CREDITO EMILIANO HOL|7,625|2032-10-05 EUR 650855 0.17 656643 0.22 XS2536431617 BONOS|ANGLO AMERICAN CAPIT|4,750|2032-09-21 EUR 1217674 0.31 1216253 0.4 XS2536941656 BONOS|ABN AMRO BANK NV|4,250|2030-02-21 EUR 2601752 0.67 525905 0.17 XS2542914986 BONOS|EDP FINANCE BV|3,875|2030-03-11 EUR 512571 0.13 516576 0.17 XS2554581830 BONOS|ASR NEDERLAND NV|7,000|2043-12-07 EUR 1783778 0.46 1777496 0.59 XS2555220867 BONOS|BOOKING HOLDINGS INC|4,250|2029-05-15 EUR 524799 0.13 527202 0.18 XS2557526345 BONOS|THERMO FISHER SCIENT|3,650|2034-11-21 EUR 608457 0.16 609051 0.2 XS2558916693 BONOS|IBERDROLA FINANZAS S|3,125|2028-11-22 EUR 0 0.0 1519911 0.5 XS2560422581 BONOS|BARCLAYS PLC|5,262|2034-01-29 EUR 1099360 0.28 1101002 0.37 XS2574873183 BONOS|E.ON SE|3,875|2035-01-12 EUR 511413 0.13 513217 0.17 XS2575973776 BONOS|NATIONAL GRID PLC|3,875|2029-01-16 EUR 305957 0.08 308900 0.1 XS2576550243 BONOS|ENEL SPA|6,625|2199-12-31 EUR 342302 0.09 344797 0.11 XS2582860909 BONOS|ABERTIS INFRAESTRUCT|4,125|2029-08-07 EUR 511865 0.13 516938 0.17 XS2583742585 BONOS|INTERNATIONAL BUSINE|3,750|2035-02-06 EUR 202404 0.05 202658 0.07 XS2588884481 BONOS|BANCO DE SABADELL SA|6,000|2033-08-16 EUR 538706 0.14 542235 0.18 XS2589260996 BONOS|ENEL FINANCE INTERNA|4,500|2043-02-20 EUR 1023757 0.26 1012263 0.34 XS2589361240 BONOS|INTESA SANPAOLO SPA|6,184|2034-02-20 EUR 0 0.0 234366 0.08 XS2590758822 BONOS|AT&T INC|4,300|2034-11-18 EUR 2083414 0.53 1041455 0.35 XS2592650373 BONOS|INTESA SANPAOLO SPA|5,000|2028-03-08 EUR 567404 0.15 571783 0.19 XS2595412631 BONOS|NESTLE FINANCE INTER|3,750|2033-03-13 EUR 521400 0.13 521539 0.17 XS2595418679 BONOS|BASF SE|4,500|2035-03-08 EUR 534982 0.14 532382 0.18 XS2609970848 BONOS|GENERALI|5,399|2033-04-20 EUR 656350 0.17 657306 0.22 XS2610457967 BONOS|AXA SA|5,500|2043-07-11 EUR 0 0.0 549997 0.18 XS2616008970 BONOS|SIKA CAPITAL BV|3,750|2030-05-03 EUR 1536074 0.39 1546176 0.51 XS2618731256 BONOS|STANDARD CHARTERED P|4,874|2031-05-10 EUR 2118820 0.54 0 0.0 XS2620585906 BONOS|BP CAPITAL MARKETS B|4,323|2035-05-12 EUR 525255 0.13 524508 0.17 XS2622275969 BONOS|AMERICAN TOWER CORP|4,625|2031-05-16 EUR 1062712 0.27 1066441 0.35 XS2623956773 BONOS|ENI SPA|4,250|2033-05-19 EUR 521622 0.13 523612 0.17 XS2630111719 BONOS|BAYER AG|4,625|2033-05-26 EUR 3019270 0.77 905774 0.3 XS2630490717 BONOS|VODAFONE GROUP PLC|6,500|2084-08-30 EUR 555018 0.14 556704 0.18 XS2631869232 BONOS|ITALGAS RETI SPA|4,375|2033-06-06 EUR 523586 0.13 0 0.0 XS2634593938 BONOS|LINDE PLC|3,375|2029-06-12 EUR 508980 0.13 511308 0.17 XS2648076896 BONOS|CRH SMW FINANCE DAC|4,000|2027-07-11 EUR 510687 0.13 515446 0.17 XS2648077191 BONOS|CRH SMW FINANCE DAC|4,000|2031-07-11 EUR 1035649 0.27 1039910 0.35 XS2648077274 BONOS|CRH SMW FINANCE DAC|4,250|2035-07-11 EUR 622106 0.16 620198 0.21 XS2648498371 BONOS|IBERDROLA FINANZAS S|3,625|2033-07-13 EUR 1018723 0.26 1017202 0.34 XS2675225531 BONOS|BRITISH TELECOMMUNIC|4,250|2033-01-06 EUR 2082759 0.53 1048654 0.35 XS2675685700 BONOS|SSE PLC|4,000|2031-09-05 EUR 2066807 0.53 730653 0.24 XS2684860203 BONOS|CREDITO EMILIANO SPA|4,875|2030-03-26 EUR 530942 0.14 533408 0.18 XS2696089197 BONOS|CARLSBERG BREWERIES|4,250|2033-10-05 EUR 527890 0.14 526858 0.17 XS2696803852 BONOS|TELENOR ASA|4,250|2035-10-03 EUR 523095 0.13 0 0.0 XS2705604234 BONOS|BANCO SANTANDER SA|4,875|2031-10-18 EUR 1080251 0.28 1081451 0.36 XS2707169111 BONOS|AIB GROUP PLC|5,250|2031-10-23 EUR 1132627 0.29 1137489 0.38 XS2722162315 BONOS|TELEFONICA EMISIONES|4,183|2033-11-21 EUR 513989 0.13 514382 0.17 XS2722717555 BONOS|ENBW INTERNATIONAL F|4,300|2034-05-23 EUR 1580138 0.41 1578372 0.52 XS2723549361 BONOS|CIE DE SAINT-GOBAIN|3,875|2030-11-29 EUR 1030552 0.26 1036578 0.34 XS2726263911 BONOS|MCDONALD'S CORP|4,125|2035-11-28 EUR 413743 0.11 410616 0.14 XS2739132897 BONOS|ENI SPA|3,875|2034-01-15 EUR 507399 0.13 510042 0.17 XS2747182181 BONOS|ABB FINANCE BV|3,375|2034-01-15 EUR 1000450 0.26 1001041 0.33 XS2747590896 BONOS|GENERALI|3,212|2029-01-15 EUR 1510599 0.39 1523311 0.51 XS2747600109 BONOS|E.ON SE|3,750|2036-01-15 EUR 270985 0.07 270177 0.09 XS2748847204 BONOS|TERNA - RETE ELETTRI|3,500|2031-01-17 EUR 1012264 0.26 0 0.0 XS2751666699 BONOS|ENEL FINANCE INTERNA|3,875|2035-01-23 EUR 1012489 0.26 1010947 0.34 XS2753310825 BONOS|TELEFONICA EMISIONES|3,698|2032-01-24 EUR 1009482 0.26 203563 0.07 XS2753311393 BONOS|TELEFONICA EMISIONES|4,055|2036-01-24 EUR 0 0.0 498125 0.17 XS2762369549 BONOS|BANCO BILBAO VIZCAYA|4,875|2036-02-08 EUR 1057677 0.27 1060033 0.35 XS2765559443 BONOS|LINDE PLC|3,200|2031-02-14 EUR 1203623 0.31 1208418 0.4 XS2769892600 BONOS|SIEMENS FINANCIERING|3,625|2044-02-22 EUR 1127178 0.29 1125328 0.37 XS2769894135 BONOS|SIEMENS FINANCIERING|3,125|2032-05-22 EUR 898645 0.23 901233 0.3 XS2774944008 BONOS|ABN AMRO BANK NV|6,875|2199-12-31 EUR 2200304 0.56 1095840 0.36 XS2783118131 BONOS|EASYJET PLC|3,750|2031-03-20 EUR 1011371 0.26 1019731 0.34 XS2788600869 BONOS|DEUTSCHE TELEKOM AG|3,250|2036-03-20 EUR 194322 0.05 194194 0.06 XS2791960664 BONOS|E.ON SE|4,125|2044-03-25 EUR 399693 0.1 392897 0.13 XS2791972248 BONOS|JPMORGAN CHASE & CO|3,761|2034-03-21 EUR 0 0.0 1062323 0.35 XS2791973642 BONOS|BANCO DE SABADELL SA|5,125|2034-06-27 EUR 1060191 0.27 1061944 0.35 XS2794589403 BONOS|BRITISH TELECOMMUNIC|5,125|2054-10-03 EUR 0 0.0 530816 0.18 XS2796659964 BONOS|CIE DE SAINT-GOBAIN|3,625|2034-04-08 EUR 501950 0.13 500733 0.17 XS2808268390 BONOS|AIB GROUP PLC|7,125|2199-12-31 EUR 4341476 1.11 0 0.0 XS2810309224 BONOS|PROCTER & GAMBLE CO/|3,200|2034-04-29 EUR 198951 0.05 198779 0.07 XS2818290509 BONOS|COCA-COLA CO/THE|3,125|2032-05-14 EUR 399587 0.1 400086 0.13 XS2818300407 BONOS|ING GROEP NV|4,375|2034-08-15 EUR 729412 0.19 730007 0.24 XS2824056522 BONOS|INTESA SANPAOLO SPA|7,000|2199-12-31 EUR 2750350 0.71 0 0.0 XS2826616596 BONOS|CELLNEX FINANCE CO S|3,625|2029-01-24 EUR 1518676 0.39 1527722 0.51 XS2827696035 BONOS|SWISSCOM FINANCE BV|3,500|2031-11-29 EUR 2024921 0.52 0 0.0 XS2830466137 BONOS|AMERICAN TOWER CORP|3,900|2030-05-16 EUR 1026695 0.26 1030521 0.34 XS2830466301 BONOS|AMERICAN TOWER CORP|4,100|2034-05-16 EUR 1026971 0.26 1019181 0.34 XS2831195644 BONOS|BARCLAYS PLC|4,973|2036-05-31 EUR 0 0.0 527624 0.18 XS2834282498 BONOS|LINDE PLC|3,750|2044-06-04 EUR 475257 0.12 475221 0.16 XS2834367646 BONOS|MEDTRONIC INC|3,650|2029-10-15 EUR 102061 0.03 102998 0.03 XS2834367992 BONOS|MEDTRONIC INC|4,150|2043-10-15 EUR 396535 0.1 393283 0.13 XS2839008948 BONOS|BRITISH TELECOMMUNIC|3,875|2034-01-20 EUR 506215 0.13 507584 0.17 XS2842061421 BONOS|HEIDELBERG MATERIALS|3,950|2034-07-19 EUR 561193 0.14 560916 0.19 XS2852894679 BONOS|HEINEKEN NV|3,812|2036-07-04 EUR 200799 0.05 200256 0.07 XS2856698126 BONOS|JOHN DEERE CAPITAL C|3,450|2032-07-16 EUR 2022861 0.52 1012869 0.34 XS2859413341 BONOS|ABN AMRO BANK NV|4,375|2036-07-16 EUR 536972 0.14 537088 0.18 XS2860968085 BONOS|LOGICOR FINANCING SA|4,250|2029-07-18 EUR 1027528 0.26 1035546 0.34 XS2871577115 BONOS|NATWEST GROUP PLC|3,673|2031-08-05 EUR 612156 0.16 614958 0.2 XS2886191589 BONOS|ING GROEP NV|4,250|2035-08-26 EUR 514775 0.13 514808 0.17 XS2887184401 BONOS|VOLVO TREASURY AB|3,125|2029-08-26 EUR 1002814 0.26 1008922 0.34 XS2887901598 BONOS|BMW INTERNATIONAL IN|3,125|2030-08-27 EUR 162078 0.04 163599 0.05 XS2891742731 BONOS|ING GROEP NV|3,500|2030-09-03 EUR 304551 0.08 306290 0.1 XS2894862080 BONOS|REPSOL EUROPE FINANC|3,625|2034-09-05 EUR 0 0.0 98962 0.03 XS2894931588 BONOS|NATIONAL GRID NORTH|4,061|2036-09-03 EUR 1613419 0.41 603561 0.2 XS2898168443 BONOS|BANK OF IRELAND GROU|6,375|2199-12-31 EUR 2135673 0.55 1050090 0.35 XS2904540775 BONOS|HSBC HOLDINGS PLC|3,445|2030-09-25 EUR 1007736 0.26 0 0.0 XS2908735504 BONOS|BANCO SANTANDER SA|3,250|2029-04-02 EUR 505798 0.13 507119 0.17 XS2937255193 BONOS|ABERTIS INFRAESTRUCT|4,870|2199-12-31 EUR 519474 0.13 521016 0.17 XS2937308737 BONOS|TOTALENERGIES SE|4,500|2199-12-31 EUR 102621 0.03 102677 0.03 XS2939329996 BONOS|INTESA SANPAOLO SPA|4,271|2036-11-14 EUR 925157 0.24 927043 0.31 XS2947089012 BONOS|BANCO DE SABADELL SA|3,500|2031-05-27 EUR 302923 0.08 302482 0.1 XS2949317676 BONOS|IBERDROLA FINANZAS S|4,247|2199-12-31 EUR 1028908 0.26 1030872 0.34 XS2975137618 BONOS|ENEL SPA|4,250|2199-12-31 EUR 102918 0.03 102802 0.03 XS2975316899 BONOS|NATWEST MARKETS PLC|3,125|2030-01-10 EUR 718582 0.18 723352 0.24 XS2976328760 BONOS|NESTLE FINANCE INTER|2,875|2032-01-14 EUR 567653 0.15 569681 0.19 XS2979643991 BONOS|COLONIAL SFL SOCIMI|3,250|2030-01-22 EUR 895942 0.23 902829 0.3 XS2983840518 BONOS|GOLDMAN SACHS GROUP|3,500|2033-01-23 EUR 1000636 0.26 1003198 0.33 XS2984223102 BONOS|TELEFONICA EMISIONES|3,724|2034-01-23 EUR 990557 0.25 0 0.0 XS2985250898 BONOS|DEUTSCHE TELEKOM AG|3,625|2045-02-03 EUR 224809 0.06 224202 0.07 XS2986317506 BONOS|JPMORGAN CHASE & CO|3,588|2036-01-23 EUR 584250 0.15 582751 0.19 XS2997534768 BONOS|T-MOBILE USA INC|3,150|2032-02-11 EUR 1480299 0.38 990092 0.33 XS2997535146 BONOS|T-MOBILE USA INC|3,800|2045-02-11 EUR 458783 0.12 452235 0.15 XS2999658565 BONOS|INTERNATIONAL BUSINE|3,150|2033-02-10 EUR 575595 0.15 579287 0.19 XS3002420498 BONOS|CARLSBERG BREWERIES|3,250|2032-02-28 EUR 1489695 0.38 995497 0.33 XS3002420902 BONOS|CARLSBERG BREWERIES|3,500|2035-02-28 EUR 377155 0.1 374207 0.12 XS3003295519 BONOS|KONINKLIJKE KPN NV|3,375|2035-02-17 EUR 97463 0.03 97051 0.03 XS3008889175 BONOS|ENEL FINANCE INTERNA|3,500|2036-02-24 EUR 972502 0.25 969990 0.32 XS3015113536 BONOS|TOTALENERGIES CAPITA|3,499|2037-03-03 EUR 968206 0.25 192729 0.06 XS3015113882 BONOS|TOTALENERGIES CAPITA|3,852|2045-03-03 EUR 186588 0.05 183444 0.06 XS3032035837 BONOS|LLOYDS BANK CORPORAT|3,250|2030-03-24 EUR 1172946 0.3 1178411 0.39 XS3034598394 BONOS|BARCLAYS PLC|4,616|2037-03-26 EUR 0 0.0 1091470 0.36 XS3037678862 BONOS|AT&T INC|4,050|2037-06-01 EUR 1006447 0.26 1002632 0.33 XS3043537169 BONOS|AXA SA|4,375|2055-07-24 EUR 0 0.0 1047406 0.35 XS3064425468 BONOS|ALPHABET INC|3,375|2037-05-06 EUR 1452980 0.37 484879 0.16 XS3070032878 BONOS|BOOKING HOLDINGS INC|4,125|2038-05-09 EUR 1375874 0.35 1381100 0.46 XS3072348405 BONOS|MCDONALD'S CORP|3,500|2032-05-21 EUR 1530967 0.39 1536456 0.51 XS3074495790 BONOS|BANK OF IRELAND GROU|3,625|2032-05-19 EUR 1013880 0.26 1013113 0.34 XS3075490188 BONOS|BMW FINANCE NV|3,250|2031-05-20 EUR 997374 0.26 1003062 0.33 XS3075490261 BONOS|BMW FINANCE NV|3,750|2034-11-20 EUR 1002447 0.26 1009856 0.34 XS3080788097 BONOS|UNILEVER CAPITAL COR|3,375|2035-05-22 EUR 318916 0.08 318700 0.11 XS3095397454 BONOS|SSE PLC|4,500|2199-12-31 EUR 1012921 0.26 1010647 0.34 XS3098976098 BONOS|GENERALI|4,135|2036-06-18 EUR 0 0.0 1056306 0.35 XS3102778191 BONOS|REPSOL EUROPE FINANC|4,500|2199-12-31 EUR 716328 0.18 714399 0.24 XS3109655020 BONOS|VODAFONE INTERNATION|3,375|2033-07-03 EUR 803748 0.21 802789 0.27 XS3111813948 BONOS|ABERTIS INFRAESTRUCT|3,125|2030-07-07 EUR 1388105 0.36 1392690 0.46 XS3112834133 BONOS|LOGICOR FINANCING SA|3,750|2032-07-14 EUR 1278493 0.33 1282534 0.43 XS3121137916 BONOS|PEPSICO INC|3,450|2037-07-28 EUR 978619 0.25 982644 0.33 XS3168718529 BONOS|MERLIN PROPERTIES SO|3,500|2033-09-04 EUR 2149133 0.55 1177435 0.39 XS3170277530 BONOS|NATWEST MARKETS PLC|3,000|2030-09-03 EUR 0 0.0 894489 0.3 XS3171587770 BONOS|JYSKE BANK A/S|3,875|2037-03-04 EUR 2989961 0.77 996252 0.33 XS3171675393 BONOS|EDP SERVICIOS FINANC|3,125|2031-12-03 EUR 1414564 0.36 427996 0.14 XS3181537286 BONOS|VODAFONE GROUP PLC|4,125|2055-09-12 EUR 500295 0.13 499218 0.17 XS3182049935 BONOS|COLONIAL SFL SOCIMI|3,125|2031-09-23 EUR 1948826 0.5 980062 0.33 XS3195043891 BONOS|HEINEKEN NV|3,872|2037-10-03 EUR 259617 0.07 257048 0.09 XS3201918409 BONOS|TESCO CORPORATE TREA|3,500|2033-10-13 EUR 1984006 0.51 0 0.0 XS3206563549 BONOS|TOYOTA MOTOR FINANCE|2,750|2030-01-28 EUR 401603 0.1 404264 0.13 XS3222746458 BONOS|VONOVIA SE|4,000|2036-11-12 EUR 492846 0.13 492493 0.16 XS3222746532 BONOS|VONOVIA SE|4,500|2040-11-12 EUR 990242 0.25 985016 0.33 XS3224498108 BONOS|BOOKING HOLDINGS INC|3,000|2030-11-07 EUR 913438 0.23 919629 0.31 XS3224498363 BONOS|BOOKING HOLDINGS INC|3,625|2035-11-07 EUR 462556 0.12 462662 0.15 XS3226502485 BONOS|CAIXABANK SA|3,875|2038-05-14 EUR 2094894 0.54 2084378 0.69 XS3226699091 BONOS|LINDE PLC|3,125|2032-11-20 EUR 988100 0.25 592944 0.2 XS3226699331 BONOS|LINDE PLC|3,750|2038-11-20 EUR 991001 0.25 983780 0.33 XS3231216998 BONOS|REPSOL EUROPE FINANC|4,197|2199-12-31 EUR 900374 0.23 896600 0.3 XS3232967318 BONOS|NORDEA BANK ABP|3,250|2035-11-19 EUR 1173443 0.3 1167011 0.39 XS3239159034 BONOS|HSBC HOLDINGS PLC|3,608|2033-12-01 EUR 1209226 0.31 1205210 0.4 XS3258445660 BONOS|STANDARD CHARTERED P|3,717|2034-01-14 EUR 1882833 0.48 0 0.0 XS3261883105 BONOS|CAIXABANK SA|3,875|2037-01-20 EUR 702835 0.18 0 0.0 XS3262496022 BONOS|TELEFONICA EMISIONES|4,381|2199-12-31 EUR 501072 0.13 0 0.0 XS3267907965 BONOS|CELLNEX FINANCE CO S|3,000|2031-01-19 EUR 294298 0.08 0 0.0 XS3267911645 BONOS|CELLNEX FINANCE CO S|3,875|2036-01-19 EUR 395020 0.1 0 0.0 XS3268962761 BONOS|BANCO BILBAO VIZCAYA|3,750|2036-01-15 EUR 999034 0.26 0 0.0 XS3271042098 BONOS|ENEL SPA|4,125|2199-12-31 EUR 751652 0.19 0 0.0 XS3273008063 BONOS|ABN AMRO BANK NV|2,625|2029-01-16 EUR 792986 0.2 0 0.0 XS3274805376 BONOS|E.ON SE|3,448|2034-01-19 EUR 879619 0.23 0 0.0 XS3280519078 BONOS|BMW FINANCE NV|3,250|2032-01-27 EUR 1313388 0.34 0 0.0 XS3280519318 BONOS|BMW FINANCE NV|3,750|2036-01-27 EUR 643659 0.17 0 0.0 XS3281650823 BONOS|TERNA - RETE ELETTRI|3,875|2199-12-31 EUR 1094187 0.28 0 0.0 XS3286252963 BONOS|EDP SERVICIOS FINANC|3,250|2032-02-04 EUR 1484106 0.38 0 0.0 XS3286678191 BONOS|ENBW ENERGIE BADEN-W|3,625|2056-02-10 EUR 593651 0.15 0 0.0 XS3295034022 BONOS|VOLVO TREASURY AB|3,250|2033-02-11 EUR 1151940 0.3 0 0.0 XS3298843684 BONOS|T-MOBILE USA INC|3,200|2032-02-19 EUR 1583876 0.41 0 0.0 XS3298844146 BONOS|T-MOBILE USA INC|3,900|2038-02-19 EUR 2231217 0.57 0 0.0 XS3299472384 BONOS|GOLDMAN SACHS GROUP|2,889|2029-02-17 EUR 1787270 0.46 0 0.0 XS3299556996 BONOS|KBC IFIMA SA|2,495|2028-02-24 EUR 1300433 0.33 0 0.0 XS3300349399 BONOS|JPMORGAN CHASE & CO|2,769|2029-02-18 EUR 2503149 0.64 0 0.0 XS3302904555 BONOS|HEINEKEN NV|3,375|2034-02-26 EUR 1304640 0.33 0 0.0 XS3305169172 BONOS|AMAZON.COM INC|3,350|2032-03-16 EUR 1396289 0.36 0 0.0 XS3305214903 BONOS|TOTALENERGIES SE|3,790|2199-12-31 EUR 1177146 0.3 0 0.0 XS3307284698 BONOS|VODAFONE INTERNATION|2,750|2030-04-27 EUR 1563590 0.4 0 0.0 XS3307977622 BONOS|DANSKE BANK A/S|3,750|2038-03-03 EUR 1347734 0.35 0 0.0 XS3344378339 BONOS|VONOVIA SE|2,838|2028-04-20 EUR 1001027 0.26 0 0.0 XS3358330820 BONOS|ENEL SPA|3,875|2033-05-26 EUR 1500318 0.39 0 0.0 XS3363386460 BONOS|ALPHABET INC|3,200|2030-05-11 EUR 1005129 0.26 0 0.0 XS3366248519 BONOS|NOVARTIS FINANCE SA|3,500|2035-05-13 EUR 1234298 0.32 0 0.0 XS3367613794 BONOS|BOOKING HOLDINGS INC|4,000|2034-05-11 EUR 1301980 0.33 0 0.0 XS3367695668 BONOS|HSBC HOLDINGS PLC|2,984|2029-11-12 EUR 1218998 0.31 0 0.0 XS3368929611 BONOS|AIRBUS SE|3,375|2033-05-13 EUR 704539 0.18 0 0.0 XS3370292644 BONOS|LINDE PLC|2,604|2028-05-13 EUR 800952 0.21 0 0.0 XS3376678721 BONOS|SWISSCOM FINANCE BV|3,625|2035-05-20 EUR 868529 0.22 0 0.0 XS3379436598 BONOS|HEIDELBERG MATERIALS|4,000|2035-07-18 EUR 555951 0.14 0 0.0 XS3388188586 BONOS|ENI SPA|3,500|2031-05-26 EUR 354585 0.09 0 0.0 284792430 73.07 199864405 66.33 DE000A3LBMY2 BONOS|MERCEDES-BENZ FINANC|3,000|2027-02-23 EUR 102996 0.03 103503 0.03 XS1109765005 BONOS|INTESA SANPAOLO SPA|3,928|2026-09-15 EUR 1530566 0.39 1532617 0.51 XS1401174633 BONOS|HEINEKEN NV|1,000|2026-05-04 EUR 0 0.0 92639 0.03 XS1538284230 BONOS|CREDIT AGRICOLE SA/L|1,875|2026-12-20 EUR 486996 0.12 489537 0.16 XS1808395930 BONOS|COLONIAL SFL SOCIMI|2,000|2026-04-17 EUR 0 0.0 94915 0.03 XS2289133915 BONOS|UNICREDIT SPA|0,325|2026-01-19 EUR 0 0.0 453130 0.15 XS2342706996 BONOS|VOLVO TREASURY AB|2026-05-18 EUR 0 0.0 207577 0.07 XS2353182020 BONOS|ENEL FINANCE INTERNA|0,250|2027-06-17 EUR 351992 0.09 349233 0.12 XS2390400633 BONOS|ENEL FINANCE INTERNA|0,250|2026-05-28 EUR 0 0.0 295247 0.1 XS2626343375 BONOS|VOLVO TREASURY AB|3,625|2027-05-25 EUR 507023 0.13 509138 0.17 2979573 0.76 4127536 1.37 297870624 76.42 203991941 67.7 297870624 76.42 203991941 67.7 IE00B4L5ZG21 ETN|ISHARES EUR CORP BON EUR 4192284 1.08 4198194 1.39 IE00BYZTVT56 ETN|ISHARES EUR CORP BON EUR 0 0.0 12379282 4.11 LU1437018168 ETN|AMUNDI EUR CORPORATE EUR 7477271 1.92 3749610 1.25 LU1484799843 ETN|UBS BBG MSCI EURO AR EUR 7579531 1.95 7492128 2.49 19249086 4.95 27819214 9.24 317119710 81.37 231811155 76.94 358579528 92.01 271148905 90.01 0 147_20260630_DC png 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 0 SCHNEIDER ELECTRIC S CONTADO|SCHNEIDER ELECTRIC S|2,62|2028-07-0|FÍSICA 1700045 02 SCHNEIDER ELECTRIC S CONTADO|SCHNEIDER ELECTRIC S|3,38|2033-12-0|FÍSICA 999465 02 BN.BUNDESSCHATZANWEISUNGEN 2.5 FUTURO|BN.BUNDESSCHATZANWEISUNGEN 2.5|100000|FÍSIC 6133500 02 BN.BUONI POLIENNALI DEL TES 3. FUTURO|BN.BUONI POLIENNALI DEL TES 3.|100000|FÍSIC 10017250 02 BN.US TREASURY N/B 4% 30.06.28 FUTURO|BN.US TREASURY N/B 4% 30.06.28|200000|FÍSIC 20424991 02 BN.BUNDESOBLIGATION 2.5% 16.04 FUTURO|BN.BUNDESOBLIGATION 2.5% 16.04|100000|FÍSIC 109920580 02 BN.BUNDESREPUB. DEUTSCHLAND 2. FUTURO|BN.BUNDESREPUB. DEUTSCHLAND 2.|100000|FÍSIC 111449940 02 BN.BUNDESREPUB. DEUTSCHLAND 2. FUTURO|BN.BUNDESREPUB. DEUTSCHLAND 2.|100000|FÍSIC 12988800 02 273634571 CDS ID BL ITRAXX MAIN S45 V1 - 5Y 20/06 CDS|CDS ID BL ITRAXX MAIN S45 V1 - 5Y 20/06|FÍSICA 5000000 02 5000000 278634571 false false false false false false false false false false No aplicable false false false false true true false true e) El importe total de las adquisiciones en el período es 697.420,00 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 0,00 %. f) El importe total de las adquisiciones en el período es 3.002.000.666,00 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 4,45 %. h) Se han realizado operaciones de adquisición temporal de activos con pacto de recompra con el depositario, compra/venta de IIC propias y otras por un importe en valor absoluto de 391,88 EUR. La media de este tipo de operaciones en el período respecto al patrimonio medio representa un 0,00 %. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante la primera mitad de 2026, la economía mundial ha resistido mejor de lo esperado a principios de año, aunque el entorno sigue marcado por importantes riesgos geopolíticos. La principal preocupación ha sido el aumento de las tensiones entre Israel, Estados Unidos e Irán, especialmente por el papel estratégico del Estrecho de Ormuz, una de las rutas más importantes para el transporte mundial de petróleo. Esto ha impulsado los precios de la energía, aumentado la volatilidad de los mercados financieros y aumentado los riesgos de inflación. Al mismo tiempo, la inteligencia artificial ha seguido impulsando la inversión empresarial, especialmente en Estados Unidos, mejorando las perspectivas de crecimiento de la productividad a medio plazo. En total, el crecimiento moderado, una inflación relativamente controlada y mercados de trabajo sólidos han permitido que la economía mundial mantenga una evolución favorable. La economía de la Eurozona sigue creciendo moderadamente, cerca del 1% en 2026. España sigue destacando por su mejor comportamiento, con un crecimiento previsto de entre el 2,3% y el 2,6%, apoyado por el turismo, la creación de empleo, la inmigración y la ejecución de los fondos europeos Next Generation EU. Alemania sigue siendo el principal punto débil de la región debido a la menor fortaleza de su industria y a la pérdida de competitividad en algunos sectores. Francia e Italia presentan avances más limitados. El desempleo se mantiene cerca de mínimos históricos y la inflación, que se acercó al objetivo del BCE durante el primer trimestre, vuelve a verse presionada por el aumento de los precios de la energía causado por las tensiones en el Medio Oriente. La economía británica sigue recuperándose gradualmente después de varios años de crecimiento reducido. La disminución de la inflación y la mejora del poder adquisitivo de los hogares han impulsado el consumo privado y permiten prever un crecimiento cercano al 1,5%. Las economías nórdicas están mejorando, pero siguen siendo sensibles a la situación de la industria europea y al comercio mundial. Los bancos centrales han pasado de centrarse exclusivamente en la lucha contra la inflación a manejar también los riesgos de la geopolítica y la energía. Aunque la inflación ha disminuido significativamente desde los máximos registrados en 2022 y 2023, las tensiones energéticas han aumentado la incertidumbre sobre la trayectoria futura de los tipos de interés. El Banco Central Europeo (BCE) está cerca de una posición neutral en su política monetaria después de los cambios realizados durante el último año. Sin embargo, sigue observando con atención la evolución de los salarios, la inflación en los servicios y el aumento de los precios de la energía. Su principal preocupación es que un aumento prolongado de los costes de la energía dificulte que la inflación se mantenga estable en el objetivo del 2%. Los mercados financieros han mostrado una notable capacidad de resistencia durante el primer semestre de 2026, a pesar de la incertidumbre geopolítica y el aumento de los precios de la energía provocado por el conflicto entre Israel, Estados Unidos e Irán. La bolsa mundial ha seguido avanzando gracias al fuerte crecimiento de los beneficios de las empresas relacionadas con la inteligencia artificial, especialmente en Estados Unidos. Al mismo tiempo, los mercados de renta fija han sido favorecidos por unas perspectivas de tipos de interés menos restrictivos que las existentes en 2024 y 2025. Sin embargo, la volatilidad aumentó en algunos momentos por la preocupación sobre la inflación derivada del precio del petróleo, que llegó a superar los 90 dólares por barril. En este entorno, los diferenciales de crédito se mantuvieron en niveles bajos, el dólar siguió fuerte frente a la mayoría de las monedas y activos considerados refugio, como el oro, registraron un comportamiento positivo. En total, el crecimiento de la economía mundial, cercano al 3%, y unas condiciones financieras todavía favorables permitieron que los activos de riesgo mantengan una evolución positiva. La deuda pública de la Eurozona ha estado influida por las expectativas sobre el BCE y el impacto del shock energético. Los diferenciales periféricos se han mantenido relativamente contenidos. La prima de riesgo española a 10 años ha continuado en niveles compatibles con una percepción favorable de la solvencia soberana y el sólido crecimiento económico relativo de España. El crédito de empresas en Europa ha mejorado gracias a los buenos resultados de las empresas y a los bajos niveles de impago. Los diferenciales de la deuda con grado de inversión se mantienen cerca de los mínimos registrados en los últimos años. Además, el mercado sigue beneficiándose de un ambiente de crecimiento moderado y de una situación financiera estable. En este contexto, el fondo ha registrado un buen comportamiento, apoyado principalmente en la favorable evolución de los activos de riesgo. Los spreads de crédito se han estrechado de forma generalizada, siendo este efecto más acusado en los segmentos de mayor riesgo, todo a pesar de las incertidumbres geopolíticas del periodo. En este sentido, la deuda subordinada, tanto financiera como no financiera, ha sido uno de los principales contribuyentes al buen desempeño del fondo. b) Decisiones generales de inversión adoptadas. Durante el periodo, la gestión del fondo fue activa pero prudente. Los mercados estuvieron marcados por la incertidumbre geopolítica, las dudas sobre la evolución de la inflación y las expectativas sobre los tipos de interés. En deuda pública, la estrategia fue cambiando a lo largo del semestre. Al inicio del año se mantuvo una duración reducida, pero desde marzo se aumentó progresivamente hasta situarla por encima de la del índice de referencia. Este cambio permitió aprovechar las oportunidades generadas por los movimientos del mercado. Además, se mantuvieron estrategias para beneficiarse de cambios en las curvas de tipos de interés tanto en Europa como en Estados Unidos. En crédito, la cartera mantuvo una exposición superior a la neutral durante buena parte del periodo. La inversión se concentró en sectores que ofrecían mejores perspectivas, como el financiero, utilities, telecomunicaciones e industriales. Sin embargo, a medida que los diferenciales se fueron estrechando y las valoraciones se volvieron más exigentes, se redujo gradualmente el riesgo asumido. En junio, la exposición al crédito volvió a niveles más próximos a la neutralidad. La actividad inversora se centró principalmente en el mercado primario. Se participó de forma selectiva tanto en emisiones financieras como corporativas, aprovechando el elevado volumen de oferta. Al mismo tiempo, se realizaron cambios en la cartera para sustituir posiciones con menor potencial por otras con una relación más atractiva entre rentabilidad y riesgo. Por sectores, se redujo gradualmente la inversión en aseguradoras, ya que sus valoraciones resultaban menos atractivas. En cambio, se mantuvo una visión positiva sobre la deuda subordinada, especialmente los instrumentos AT1. También se redujo parcialmente la exposición a algunos híbridos corporativos para consolidar las ganancias obtenidas. Finalmente, ante el aumento de la incertidumbre en los mercados, se reforzó el carácter defensivo de la cartera. Para ello, se incorporaron coberturas mediante derivados de crédito (CDS) y se invirtió en deuda pública de alta calidad crediticia, principalmente alemana. El objetivo fue proteger la cartera y preservar su rentabilidad en escenarios menos favorables. c) Índice de referencia. ICE BofA Euro Corporates Futures Hedged 100%. La gestión toma como referencia la rentabilidad del índice únicamente a efectos informativos o comparativos. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. El patrimonio de la clase premium ha aumentado en un 1,65%, la clase estándar ha aumentado en un 48,03%, la clase plus ha aumentado en un 31,83% y la clase sin retro ha aumentado en un 8,57%. El número de partícipes de la clase premium ha disminuido en un -1,18%, la clase estándar ha aumentado en un 38,52%, la clase plus ha aumentado en un 26,89% y la clase sin retro ha aumentado en un 73,53%. La rentabilidad de la clase premium ha sido de 0,95%, la clase estándar un 0,72%, la clase plus un 0,87% y la clase sin retro un 1,12%. La rentabilidad de la clase premium ha sido de 0,95%, inferior al índice de referencia, del 1,60%, la clase estándar un 0,72% inferior al índice de referencia, del 1,60%, la clase plus un 0,87% inferior al índice de referencia, del 1,60% y la clase sin retro un 1,12% inferior al índice de referencia, del 1,60%. Los gastos directos soportados en el periodo por la clase premium suponen el 0,35% del patrimonio, para la clase estándar han sido del 0,57%, para la clase plus han sido del 0,42% y para la clase sin retro han sido del 0,18%. Los gastos indirectos para todas las clases fueron de 0,01% durante el período. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad del fondo ha sido superior a la media de los fondos con la misma vocación inversora que ha sido de 0,76% en su clase premium, plus y sin retro. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el periodo, la actividad inversora se concentró principalmente en aprovechar las oportunidades ofrecidas por el mercado primario y en optimizar la cartera mediante rotaciones entre emisores y segmentos con mejor relación rentabilidad-riesgo. En el sector financiero se aumentó la inversión en deuda senior de entidades como BCP, Mapfre, ABN Amro, BBVA y CaixaBank. También se incrementó la exposición a instrumentos AT1 de Intesa Sanpaolo, Erste Group, ABN Amro, Crédit Agricole y Bank of Ireland. En el ámbito corporativo se reforzó la inversión en compañías como EDP España, BMW, E.ON y Cellnex, manteniendo una preferencia por los sectores de utilities, telecomunicaciones e industriales. Además, se participó en varias operaciones de híbridos corporativos. Destacaron la oferta de recompra y las nuevas emisiones de Telefónica, así como las nuevas emisiones de Terna y Enel. Estas compras se compensaron con ventas de posiciones en Iberdrola y Repsol, manteniendo estable la inversión total en este segmento. Durante el semestre también se vendieron activos cuyas valoraciones se consideraban menos atractivas. Los recursos obtenidos se destinaron a otras inversiones con mayor potencial. Asimismo, se redujo gradualmente la exposición al sector asegurador y a algunos híbridos corporativos, aprovechando las ganancias generadas por la buena evolución del mercado. En renta fija pública se incrementó la inversión en deuda de alta calidad crediticia, especialmente en bonos alemanes. También se aumentó la exposición a deuda soberana de corto plazo tanto en Europa como en Estados Unidos. Al mismo tiempo, se introdujeron coberturas mediante derivados de crédito (CDS Itraxx Main) para proteger la cartera frente a posibles episodios de volatilidad. En conjunto, la gestión combinó una elevada actividad en el mercado primario, una revisión constante de las posiciones y una adaptación progresiva del nivel de riesgo de la cartera a medida que cambiaban las condiciones de mercado. En cuanto a los resultados, las inversiones que más contribuyeron a la rentabilidad fueron las posiciones en repos, el futuro sobre el bono italiano a diez años y el ETF UBS Bloomberg MSCI Euro Area Liquid Corporate Sustainable. Por el contrario, las posiciones que tuvieron un impacto menos favorable fueron el futuro sobre el bono alemán a diez años y el futuro sobre el bono alemán a treinta años. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo ha realizado operaciones con instrumentos derivados complementando las posiciones de renta fija para gestionar de un modo más eficaz la cartera. En este sentido se ha operado sobre tipos de interés y crédito (CDS). El grado medio de apalancamiento en el periodo ha sido del 50,90%. d) Otra información sobre inversiones. A la fecha de referencia el fondo mantiene una cartera de activos de renta fija con una vida media de 4,57 años y con una TIR media bruta (esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,38%. Este dato refleja, a la fecha de referencia de la información, la rentabilidad que en términos brutos (calculada como media de las Tasas Internas de Retorno o TIR de los activos de la cartera) obtendría a futuro el FI por el mantenimiento de sus inversiones a vencimiento. La rentabilidad finalmente obtenida por el fondo será distinta al verse afectada, en primer lugar, por los gastos y comisiones imputables a la IIC y como consecuencia de los posibles cambios que pudieran producirse en los activos mantenidos en cartera o la evolución de mercado de los tipos de interés y del crédito de los emisores. La remuneración de la liquidez mantenida por la IIC ha sido de 1,9%. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad para todas las clases fue de 1,26 durante el período, inferior a la de su índice de referencia, del 1,29% y superior a la de la letra del tesoro, del 0,08%. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A. 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Durante el segundo semestre de 2026 se espera que la economía mundial siga creciendo, aunque a un ritmo algo más moderado que en los primeros meses del año. No se prevé una recesión en las principales economías desarrolladas y el crecimiento global podría situarse cerca del 3%. El consumo de las familias, la fortaleza del empleo y las inversiones relacionadas con la inteligencia artificial seguirán siendo factores de apoyo. Sin embargo, la incertidumbre geopolítica, las tensiones comerciales y la desaceleración gradual de Estados Unidos y China continuarán limitando el potencial de crecimiento. El principal foco de riesgo seguirá siendo Oriente Medio y su posible impacto sobre los precios de la energía. La Eurozona afronta la segunda mitad del año con un crecimiento moderado cercano al 1%. España volverá a destacar con un avance estimado entre el 2,3% y el 2,5%, impulsada por el consumo, el turismo y los fondos europeos. Alemania mantendrá un crecimiento reducido, inferior al 1%, mientras que Francia e Italia podrían situarse alrededor del 1%. La inflación podría permanecer temporalmente por encima del objetivo del 2% debido a la energía, aunque la inflación subyacente debería seguir reduciéndose de forma gradual. Los bancos centrales afrontan la segunda mitad de 2026 con el reto de equilibrar la moderación del crecimiento económico y los riesgos asociados a la inflación energética. Salvo un repunte importante de los precios de la energía, el escenario más probable es el mantenimiento de los tipos de interés en los niveles actuales durante buena parte del semestre. Si no se producen efectos inflacionistas persistentes derivados del encarecimiento de la energía, no se esperan nuevas subidas de tipos en las principales economías desarrolladas antes de finalizar el año. Se espera un entorno de mercados volátil durante la segunda mitad del año, condicionado por la evolución de Oriente Medio y por las decisiones de los bancos centrales. No obstante, la combinación de crecimiento positivo, inflación moderándose y reducción gradual de tipos debería seguir apoyando a los activos de riesgo. La inteligencia artificial continuará siendo uno de los principales motores temáticos de los mercados globales. La renta fija afronta el segundo semestre en un entorno más estable. Los principales bancos centrales parecen cerca del final de los ajustes monetarios y eso suele favorecer a los bonos. Aun así, la inflación y los precios de la energía seguirán siendo factores importantes y podrían provocar momentos de nerviosismo en los mercados. La deuda pública de la Eurozona presenta perspectivas razonablemente positivas. El bono alemán a diez años podría cerrar el año entre el 2,3% y el 2,8%, mientras que la deuda de países como España e Italia debería seguir beneficiándose de la estabilidad económica y del respaldo del BCE. La prima de riesgo española podría mantenerse entre 60 y 80 puntos básicos. El crédito corporativo europeo continúa apoyado por la buena situación financiera de muchas empresas y por unos niveles de impago todavía reducidos. Aunque los diferenciales son ajustados, siguen ofreciendo una rentabilidad superior a la de la deuda pública. La deuda pública británica podría verse favorecida si el Banco de Inglaterra continúa bajando los tipos de interés durante los próximos meses. Este escenario apoyaría el comportamiento de los bonos del Estado. Las perspectivas para el segundo semestre de 2026 continúan siendo favorables. La economía mundial podría crecer cerca del 3% y no se observan señales claras de recesión en las principales economías desarrolladas. España debería seguir creciendo por encima de la media de la Eurozona y la inflación podría continuar moderándose poco a poco, aunque los precios de la energía seguirán siendo un factor clave. En este entorno, la renta variable mantiene un potencial de rentabilidad superior al de la renta fija gracias al crecimiento de los beneficios empresariales y al impulso de la inteligencia artificial. La renta fija también puede ofrecer resultados positivos, especialmente en los segmentos de mayor calidad. El principal riesgo para los mercados seguirá siendo una posible escalada de las tensiones en Oriente Medio, un fuerte aumento del precio del petróleo o un repunte inesperado de la inflación. Aun así, el escenario central sigue siendo compatible con un comportamiento razonablemente favorable de los activos financieros durante la segunda mitad del año. De cara a los próximos meses, seguiremos gestionando el fondo de forma activa. Prestaremos especial atención tanto a la evolución de los tipos de interés como a las oportunidades en crédito. Nuestra intención es mantener una duración cercana a la del índice de referencia, realizando ajustes cuando las condiciones de mercado lo hagan aconsejable. Estas decisiones dependerán de la evolución de la economía, la inflación, las actuaciones de los bancos centrales y la situación geopolítica. La renta fija privada seguirá teniendo un peso importante en la cartera siempre que el entorno de tipos de interés se mantenga estable. En crédito, seguiremos centrados en los sectores europeos que muestran una mayor solidez financiera y una mejor capacidad para afrontar el entorno actual. Seguimos favoreciendo especialmente los sectores financiero, utilities, telecomunicaciones e industriales. Consideramos que estos sectores están menos expuestos a las tensiones geopolíticas que otros ámbitos de la economía. Además, creemos que las compañías industriales pueden seguir beneficiándose de las inversiones en infraestructuras y del aumento del gasto en defensa en Europa. También continuaremos aprovechando las oportunidades que ofrezca el mercado de nuevas emisiones. Invertiremos de forma selectiva en aquellas operaciones que permitan mejorar el equilibrio entre rentabilidad y riesgo de la cartera. Por último, seguiremos dando una especial importancia a los bonos verdes, sociales y sostenibles, así como a los bonos vinculados a objetivos ESG (factores ambientales, sociales y de buen gobierno). No obstante, solo invertiremos en aquellos emitidos por compañías con una situación financiera sólida, una adecuada calidad crediticia y capacidad para generar valor de forma sostenible en el largo plazo. No aplicable Apartado 11: Información sobre las operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total (Reglamento UE 2015/2365). 1) Datos globales: a) Importe de los valores y materias primas en préstamo. N/A. b) importe en activos comprometidos de tipo OFV: A fecha fin de periodo hay adquisiciones temporales de activos por importe de 25.000.128,06 € que representa un 6,97% sobre los activos gestionados por la IIC. 2) Datos relativos a la concentración: a) Emisor de la garantía real de las OFV realizadas: spain government bond b) Contraparte de cada tipo de OFV: CAIXABANK 3) Datos de transacción agregados correspondientes a cada tipo de OFV y de permutas de rendimiento total, que se desglosarán por separado con arreglo a las categorías siguientes: a) Tipo y calidad de la garantía: N/A. b) Vencimiento de la garantía: N/A. c) Moneda de la garantía: N/A d) Vencimiento de las OFV: Entre un día y una semana. e) País en el que se hayan establecido las contrapartes: ESPAÑA f) Liquidación y compensación: Entidad de contrapartida central. 4) Datos sobre reutilización de las garantías: a) Porcentaje de la garantía real recibida que se reutiliza: N/A. b) Rendimiento para la IIC de la reinversión de la garantía en efectivo: N/A. 5) Custodia de las garantías reales recibidas por la IIC: N/A. 6) Custodia de las garantías reales concedidas por la IIC: N/A. 7) Datos sobre el rendimiento y coste: N/A. 30202182538 1624331 0.76 2776837430 690966 1.61 1632815040 50984 2.14 4635440722 134157 2.66 0 0 0.00 1933728770 61125 5.67 1029645912 267216 12.47 20121931258 1986572 15.30 0 0 0.00 67859776 2250 0.85 0 0 0.00 0 0 0.00 3095546955 386938 0.17 8035758477 246629 10.22 0 0 0.00 0 0 0.00 0 0 0.00 19983369743 272010 0.83 13184905419 654348 0.66 1324028585 27497 12.98 0 0 0.00 108024050624 6405023 4.63