xbrli:pure iso4217:EUR CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-01-01 2024-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-07-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-01-01 2024-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-04-01 2024-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-01-01 2024-03-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-10-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-07-01 2023-09-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2022-01-01 2022-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2021-01-01 2021-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2019-01-01 2019-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2021-01-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2019-01-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2022-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2021-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 2680 02 02 2024 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 2003-01-23 08 19 1 en una escala del 1 al 7 El fondo invierte en instrumentos del mercado monetario y en depósitos en entidades de crédito. La duración media será igual o inferior a 6 meses. Un mín. del 7,5% de los activos tendrán vencimiento diario y un mín. del 15% tendrán vencimiento semanal. Activos con alta calidad crediticia con mínimo A2 en el corto plazo. Se toma como índice de referencia el índice ICE BofA Euro Currency 3-Month Deposit Offered Rate Constant Maturity Index (LEC3) en un 85% y el ICE BofA Euro Currency Overnight Deposit Offered Rate Index (LEC0) en un 15%. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. El fondo puede realizar operaciones con instrumentos derivados con la finalidad de inversión y cobertura para gestionar de un modo 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 0.36 0.19 0.36 0.60 3.94 3.70 3.94 2.66 5 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE CARTERA EUR 168528169.96 172413526.68 8087 7815 0.00 0.00 false 1381793398 1386187232 1109190402 930540287 8.1992 8.0399 7.7814 7.8120 0.04 0.04 0.00 0.00 0.04 0.04 01 0.01 0.01 01 1.98 0.96 1.02 1.07 0.94 3.32 -0.39 -0.39 0.01 0.00 -0.09 2024-06-14 2024-01-02 2022-06-13 0.02 0.03 0.04 2024-05-30 2024-03-27 2022-06-15 01 0.08 0.07 0.09 0.10 0.10 0.15 0.25 0.06 13.10 14.40 11.63 12.03 12.10 13.92 19.30 16.23 0.12 0.12 0.12 0.12 0.11 0.11 0.07 0.02 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.09 0.02 0.29 0.29 0.29 0.30 0.31 0.30 0.33 0.32 0.05 0.03 0.03 0.03 0.03 0.10 0.11 0.11 0.10 98001_20240630_VL png 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 98001_20240630_RE png 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 false 1 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE ESTANDAR EUR 379045315.77 257896384.06 172203 127361 0.00 0.00 false 6 EUR 3001510387 2011179152 1977801053 1572419042 7.9186 7.7984 7.6137 7.6653 0.47 0.47 0.00 0.00 0.47 0.47 01 0.01 0.01 01 1.54 0.74 0.80 0.85 0.72 2.43 -0.67 -0.53 0.00 0.00 -0.09 2024-06-14 2024-01-02 2022-06-13 0.02 0.02 0.04 2024-05-30 2024-03-27 2022-06-15 01 0.08 0.07 0.09 0.10 0.10 0.15 0.25 0.06 13.10 14.40 11.63 12.03 12.10 13.92 19.30 16.23 0.12 0.12 0.12 0.12 0.11 0.11 0.07 0.02 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.09 0.02 0.31 0.31 0.32 0.33 0.33 0.33 0.35 0.33 0.49 0.24 0.24 0.25 0.25 0.98 0.39 0.26 0.26 98002_20240630_VL png 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 98002_20240630_RE png 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 false 6 CAIXABANK MONETARIO RENDIMIENTO, FI CL INSTIT. EUR 24552496.21 23623043.98 33 33 0.00 0.00 false 5000000 EUR 203660808 192191595 147437538 399202521 8.2949 8.1358 7.8782 7.9131 0.06 0.06 0.00 0.00 0.06 0.06 01 0.01 0.01 01 1.96 0.94 1.00 1.06 0.93 3.27 -0.44 -0.44 0.01 0.00 -0.09 2024-06-14 2024-01-02 2022-06-13 0.02 0.03 0.04 2024-05-30 2024-03-27 2022-06-15 01 0.08 0.07 0.09 0.10 0.10 0.15 0.25 0.06 13.10 14.40 11.63 12.03 12.10 13.92 19.30 16.23 0.12 0.12 0.12 0.12 0.11 0.11 0.07 0.02 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.09 0.02 0.29 0.29 0.30 0.31 0.31 0.31 0.33 0.32 0.08 0.04 0.04 0.04 0.04 0.15 0.16 0.16 0.16 98003_20240630_VL png 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 98003_20240630_RE png 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 false 2 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE PLUS EUR 978162422.78 509697946.62 86371 43733 0.00 0.00 false 50000 EUR 7848155636 4021958649 863850792 550518462 8.0234 7.8909 7.6832 7.7353 0.33 0.33 0.00 0.00 0.33 0.33 01 0.01 0.01 01 1.68 0.81 0.87 0.92 0.79 2.70 -0.67 -0.53 0.00 0.00 -0.09 2024-06-14 2024-01-02 2022-06-13 0.02 0.02 0.04 2024-05-30 2024-03-27 2022-06-15 01 0.08 0.07 0.09 0.10 0.10 0.15 0.25 0.06 13.10 14.40 11.63 12.03 12.10 13.92 19.30 16.23 0.12 0.12 0.12 0.12 0.11 0.11 0.07 0.02 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.09 0.02 0.31 0.31 0.32 0.33 0.33 0.33 0.35 0.33 0.35 0.17 0.17 0.18 0.18 0.70 0.40 0.26 0.26 98004_20240630_VL png 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 98004_20240630_RE png 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 false 4 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE PLATINUM EUR 120379378.53 70893024.41 652 406 0.00 0.00 false 1000000 EUR 989404074 571778766 331701854 214823987 8.2190 8.0654 7.8178 7.8603 0.11 0.11 0.00 0.00 0.11 0.11 01 0.01 0.01 01 1.91 0.92 0.98 1.03 0.90 3.17 -0.54 -0.53 0.00 0.00 -0.09 2024-06-14 2024-01-02 2022-06-13 0.02 0.03 0.04 2024-05-30 2024-03-27 2022-06-15 01 0.08 0.07 0.09 0.10 0.10 0.15 0.25 0.06 13.10 14.40 11.63 12.03 12.10 13.92 19.30 16.23 0.12 0.12 0.12 0.12 0.11 0.11 0.07 0.02 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.09 0.02 0.30 0.30 0.31 0.31 0.32 0.31 0.34 0.33 0.13 0.06 0.06 0.06 0.06 0.25 0.26 0.26 0.26 98005_20240630_VL png 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 98005_20240630_RE png 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 false 3 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE PREMIUM EUR 246062022.69 153281268.64 4795 2979 0.00 0.00 false 300000 EUR 1997389339 1222281018 607792710 228431397 8.1174 7.9741 7.7460 7.7965 0.22 0.22 0.00 0.00 0.22 0.22 01 0.01 0.01 01 1.80 0.86 0.92 0.98 0.85 2.95 -0.65 -0.53 0.00 0.00 -0.09 2024-06-14 2024-01-02 2022-06-13 0.02 0.03 0.04 2024-05-30 2024-03-27 2022-06-15 01 0.08 0.07 0.09 0.10 0.10 0.15 0.25 0.06 13.10 14.40 11.63 12.03 12.10 13.92 19.30 16.23 0.12 0.12 0.12 0.12 0.11 0.11 0.07 0.02 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.09 0.02 0.31 0.31 0.32 0.32 0.33 0.32 0.35 0.33 0.23 0.12 0.12 0.12 0.12 0.47 0.41 0.26 0.26 98006_20240630_VL png 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 98006_20240630_RE png 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 false 7 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE REPARTO EUR 98675451.29 58294251.76 14894 8654 0.00 0.00 false 6000 EUR 617130336 358780570 500 6.2541 6.1546 6.0001 0.40 0.40 0.00 0.00 0.40 0.40 01 0.01 0.01 01 1.62 0.78 0.84 0.89 0.76 2.58 0.00 0.00 2024-06-14 2024-01-02 0.02 0.02 2024-05-30 2024-03-27 01 0.08 0.07 0.09 0.10 0.10 0.15 13.10 14.40 11.63 12.03 12.10 13.92 0.12 0.12 0.12 0.12 0.11 0.11 ML Euro Currency 3-mo 85%, ESTR Compound Index 15% 0.16 0.17 0.16 0.16 0.14 0.18 0.12 0.12 0.12 0.12 0.00 0.12 0.41 0.21 0.21 0.21 0.21 0.83 0.01 98007_20240630_VL png 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 98007_20240630_RE png 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 false 14427363521 9464051249 2453728637 1512060512 11854249333 7847056883 119385551 104933854 0 0 1618856976 307069457 -7176518 -6763725 16039043978 9764356982 9764356982 6773977121 9764356982 46.41 34.97 46.41 112.66 0.00 0.00 0.00 0.00 1.69 1.76 1.69 53.62 2.01 2.07 2.01 56.13 2.00 1.92 2.00 67.48 0.00 0.00 0.00 0.00 0.01 0.15 0.01 -92.46 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -275.50 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -360.00 0.00 0.00 0.00 0.00 -0.32 -0.31 -0.32 70.37 -0.30 -0.29 -0.30 66.80 -0.01 -0.01 -0.01 59.46 0.00 0.00 0.00 92.73 0.00 0.00 0.00 82.01 -0.01 -0.01 -0.01 285.80 0.00 0.00 0.00 -74.53 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -74.53 16039043978 9764356982 16039043978 ES0L02404124 LETRAS|SPAIN LETRAS DEL TES|2024-04-12 EUR 0 0.0 48374115 0.5 0 0.0 48374115 0.5 ES0205061007 BONOS|CANAL DE ISABEL II S|1,680|2025-02-26 EUR 25539478 0.16 0 0.0 ES0313679K13 BONOS|BANKINTER SA|0,875|2024-03-05 EUR 0 0.0 8699289 0.09 ES0317046003 CÉDULAS|CEDULAS TDA 6 FONDO|3,875|2025-05-23 EUR 1001821 0.01 0 0.0 ES0343307015 BONOS|KUTXABANK SA|0,500|2024-09-25 EUR 30187390 0.19 0 0.0 56728688 0.36 8699289 0.09 56728688 0.36 57073404 0.59 ES0000011868 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 112 0.0 0 0.0 ES00000122E5 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 1129400412 7.04 0 0.0 ES00000124C5 REPO|SPAIN GOVERNMENT BO|3,77|2024-01-02 EUR 570981301 3.56 845210077 8.66 ES00000128H5 REPO|SPAIN GOVERNMENT BO|3,77|2024-01-02 EUR 0 0.0 325978746 3.34 ES00000128P8 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 696618123 4.34 0 0.0 ES00000128S2 REPO|SPAIN GOVERNMENT IN|3,77|2024-01-02 EUR 0 0.0 283798286 2.91 2396999948 14.94 1454987108 14.91 2453728637 15.3 1512060512 15.5 2453728637 15.3 1512060512 15.5 IT0005331878 DEUDA|ITALY CERTIFICATI DI|4,549|2025-09-15 EUR 176163049 1.1 176121373 1.8 IT0005428617 DEUDA|ITALY CERTIFICATI DI|4,362|2026-04-15 EUR 50220029 0.31 0 0.0 226383078 1.41 176121373 1.8 BE0312792642 LETRAS|KINGDOM OF BELGIUM T|2024-01-11 EUR 0 0.0 48628439 0.5 DE000BU0E022 LETRAS|GERMAN TREASURY BILL|2024-02-21 EUR 0 0.0 24222807 0.25 EU000A3K4EQ8 LETRAS|EUROPEAN UNION BILL|2024-07-05 EUR 98665247 0.62 0 0.0 EU000A3K4EV8 LETRAS|EUROPEAN UNION BILL|2024-10-04 EUR 49533228 0.31 0 0.0 EU000A3K4EX4 LETRAS|EUROPEAN UNION BILL|2024-11-08 EUR 98512104 0.61 0 0.0 FR0013256534 BONOS/OBLIGA.|AGENCE FRANCE LOCALE|0,500|2024-06-2 EUR 0 0.0 9753675 0.1 FR0127613505 LETRAS|FRANCE TREASURY BILL|2024-02-21 EUR 0 0.0 48411937 0.5 FR0127613513 LETRAS|FRANCE TREASURY BILL|2024-03-20 EUR 0 0.0 48478950 0.5 FR0128071034 LETRAS|FRANCE TREASURY BILL|2024-05-02 EUR 0 0.0 98606215 1.01 FR0128227776 LETRAS|FRANCE TREASURY BILL|2024-08-21 EUR 171998414 1.07 0 0.0 FR0128227784 LETRAS|FRANCE TREASURY BILL|2024-09-18 EUR 196607657 1.23 0 0.0 FR0128379395 LETRAS|FRANCE TREASURY BILL|2024-07-17 EUR 148781911 0.93 0 0.0 FR0128379411 LETRAS|FRANCE TREASURY BILL|2024-08-14 EUR 49548409 0.31 0 0.0 FR0128379452 LETRAS|FRANCE TREASURY BILL|2024-11-14 EUR 98423964 0.61 0 0.0 IT0005218968 DEUDA|ITALY CERTIFICATI DI|4,678|2024-02-15 EUR 0 0.0 151015792 1.55 IT0005529752 LETRAS|ITALY BUONI ORDINARI|2024-01-12 EUR 0 0.0 24301844 0.25 IT0005532988 LETRAS|ITALY BUONI ORDINARI|2024-02-14 EUR 0 0.0 73033450 0.75 IT0005537094 LETRAS|ITALY BUONI ORDINARI|2024-03-14 EUR 0 0.0 48510355 0.5 IT0005542516 LETRAS|ITALY BUONI ORDINARI|2024-04-12 EUR 0 0.0 96780520 0.99 IT0005549388 LETRAS|ITALY BUONI ORDINARI|2024-06-14 EUR 0 0.0 48657072 0.5 IT0005555963 LETRAS|ITALY BUONI ORDINARI|2024-07-12 EUR 99408248 0.62 48252651 0.49 IT0005557365 LETRAS|ITALY BUONI ORDINARI|2024-01-31 EUR 0 0.0 98155559 1.01 IT0005566184 LETRAS|ITALY BUONI ORDINARI|2024-03-28 EUR 0 0.0 49257406 0.5 IT0005570855 LETRAS|ITALY BUONI ORDINARI|2024-11-14 EUR 96472331 0.6 96741375 0.99 IT0005571960 LETRAS|ITALY BUONI ORDINARI|2024-05-31 EUR 0 0.0 78623987 0.81 IT0005581506 LETRAS|ITALY BUONI ORDINARI|2024-07-31 EUR 147339169 0.92 0 0.0 IT0005582868 LETRAS|ITALY BUONI ORDINARI|2025-02-14 EUR 289910455 1.81 0 0.0 IT0005589046 LETRAS|ITALY BUONI ORDINARI|2024-09-30 EUR 343925431 2.14 0 0.0 IT0005596538 LETRAS|ITALY BUONI ORDINARI|2024-11-29 EUR 98234857 0.61 0 0.0 XS0410174659 DEUDA|SNCF RESEAU|4,500|2024-01-30 EUR 0 0.0 20134280 0.21 1987361427 12.39 1111566315 11.41 BE0002840214 BONOS|KBC GROUP NV|4,623|2025-02-23 EUR 0 0.0 25685116 0.26 CH0343366842 BONOS|UBS GROUP AG|1,250|2025-07-17 EUR 58535669 0.36 0 0.0 CH0591979635 BONOS|UBS GROUP AG|4,923|2026-01-16 EUR 100519129 0.63 0 0.0 DE000A3LKBD0 BONOS|TRATON FINANCE LUXEM|4,897|2026-01-21 EUR 33661384 0.21 0 0.0 DE000A3LNFJ2 BONOS|TRATON FINANCE LUXEM|4,665|2025-09-18 EUR 31003695 0.19 0 0.0 DE000A3LRS64 BONOS|MERCEDES-BENZ INTERN|4,255|2025-12-01 EUR 36894527 0.23 20024789 0.21 DE000A3LW3B3 BONOS|MERCEDES-BENZ INTERN|4,075|2026-04-09 EUR 33998331 0.21 0 0.0 DE000BLB9V03 BONOS|BAYERISCHE LANDESBAN|4,435|2026-01-31 EUR 15210471 0.09 0 0.0 DE000LB38937 BONOS|LANDESBANK BADEN-WUE|4,574|2025-11-28 EUR 36030717 0.22 29061043 0.3 DK0030393319 BONOS|NYKREDIT REALKREDIT|4,451|2026-02-27 EUR 28662793 0.18 0 0.0 FR001400JA60 BONOS|BPCE SA|4,375|2025-07-18 EUR 29727655 0.19 25011696 0.26 FR001400KJT9 BONOS|BANQUE FEDERATIVE DU|4,330|2025-09-08 EUR 45082923 0.28 35048314 0.36 FR001400L4Y2 BONOS|AYVENS SA|4,541|2025-10-06 EUR 74701454 0.47 29365653 0.3 FR001400MK22 BONOS|VINCI SA|4,061|2026-01-02 EUR 35066164 0.22 0 0.0 FR001400N3K1 BONOS|BANQUE FEDERATIVE DU|4,362|2026-01-12 EUR 38565889 0.24 0 0.0 FR001400N9V5 BONOS|SOCIETE GENERALE SA|4,395|2026-01-19 EUR 95716367 0.6 0 0.0 FR001400OGI0 BONOS|BPCE SA|4,162|2026-03-06 EUR 56710494 0.35 0 0.0 FR001400OTT0 BONOS|BNP PARIBAS SA|4,017|2026-03-20 EUR 50001688 0.31 0 0.0 FR001400PZU2 BONOS|HSBC CONTINENTAL EUR|4,234|2026-05-10 EUR 48477705 0.3 0 0.0 FR001400Q0V1 BONOS|VINCI SA|4,056|2026-05-13 EUR 48008092 0.3 0 0.0 XS1849550592 BONOS|AIB GROUP PLC|2,250|2025-07-03 EUR 25803987 0.16 0 0.0 XS1851313863 BONOS|O2 TELEFONICA DEUTSC|1,750|2025-07-05 EUR 7831035 0.05 0 0.0 XS1937665955 BONOS|ENEL FINANCE INTERNA|1,500|2025-07-21 EUR 14666230 0.09 0 0.0 XS2020670779 BONOS|MEDTRONIC GLOBAL HOL|0,250|2025-07-02 EUR 15549619 0.1 0 0.0 XS2023631489 BONOS|NIBC BANK NV|0,875|2025-07-08 EUR 9688075 0.06 0 0.0 XS2028816028 BONOS|BANCO DE SABADELL SA|0,875|2025-07-22 EUR 9704665 0.06 0 0.0 XS2207657417 BONOS|NATIONWIDE BUILDING|0,250|2025-07-22 EUR 12061527 0.08 0 0.0 XS2293577354 BONOS|BANCO SANTANDER SA|4,544|2026-01-29 EUR 6021339 0.04 0 0.0 XS2322254165 BONOS|GOLDMAN SACHS GROUP|4,711|2026-03-19 EUR 11083308 0.07 0 0.0 XS2342059784 BONOS|BARCLAYS PLC|4,806|2026-05-12 EUR 48293352 0.3 0 0.0 XS2345784057 BONOS|BANK OF AMERICA CORP|4,962|2025-08-24 EUR 78949951 0.49 78956067 0.81 XS2441551970 BONOS|GOLDMAN SACHS GROUP|4,956|2025-02-07 EUR 0 0.0 66981978 0.69 XS2485259670 BONOS|BANCO BILBAO VIZCAYA|4,801|2025-11-26 EUR 3043001 0.02 0 0.0 XS2485554088 BONOS|NATWEST MARKETS PLC|4,896|2025-08-27 EUR 22871110 0.14 22837566 0.23 XS2649033359 BONOS|BMW FINANCE NV|4,180|2025-07-11 EUR 34920685 0.22 34934556 0.36 XS2652775789 BONOS|TORONTO-DOMINION BAN|4,452|2025-07-21 EUR 69279683 0.43 69211650 0.71 XS2664508699 BONOS|DANSKE BANK A/S|4,437|2025-08-11 EUR 19999621 0.12 10009414 0.1 XS2675093285 BONOS|TOYOTA MOTOR FINANCE|4,134|2025-08-31 EUR 32891931 0.21 32851844 0.34 XS2680785099 BONOS|STANDARD CHARTERED B|4,450|2025-09-12 EUR 27045673 0.17 27020790 0.28 XS2689473028 BONOS|NATWEST MARKETS PLC|4,582|2025-09-18 EUR 3013790 0.02 2976363 0.03 XS2692247468 BONOS|BANK OF NOVA SCOTIA/|4,431|2025-09-22 EUR 69089011 0.43 53874304 0.55 XS2694034971 BONOS|ABN AMRO BANK NV|4,296|2025-09-22 EUR 15936262 0.1 15921101 0.16 XS2696803340 BONOS|BANK OF MONTREAL|4,430|2025-09-05 EUR 20049088 0.13 20035212 0.21 XS2706264087 BONOS|MACQUARIE BANK LTD|4,593|2025-10-20 EUR 40134126 0.25 41974002 0.43 XS2717421429 BONOS|TOYOTA FINANCE AUSTR|4,443|2025-11-13 EUR 54244731 0.34 54131054 0.55 XS2719281227 BONOS|INTESA SANPAOLO SPA|4,787|2025-11-16 EUR 137133167 0.85 96236190 0.99 XS2721521016 BONOS|DAIMLER TRUCK FINANC|4,432|2025-03-18 EUR 0 0.0 15017552 0.15 XS2730676553 BONOS|CATERPILLAR FINANCIA|4,314|2025-12-08 EUR 39354772 0.25 37532171 0.38 XS2733010628 BONOS|BANK OF NOVA SCOTIA/|4,478|2025-12-12 EUR 37454447 0.23 20018780 0.21 XS2733106657 BONOS|SIEMENS FINANCIERING|4,188|2025-12-18 EUR 16560154 0.1 16528044 0.17 XS2737063722 BONOS|TOYOTA MOTOR FINANCE|4,362|2025-12-22 EUR 9024602 0.06 9001284 0.09 XS2742659738 BONOS|FEDERATION DES CAISS|4,438|2026-01-17 EUR 64291899 0.4 0 0.0 XS2744130852 BONOS|VOLVO TREASURY AB|4,385|2026-01-09 EUR 44771886 0.28 0 0.0 XS2745115597 BONOS|NATWEST MARKETS PLC|4,485|2026-01-09 EUR 128062541 0.8 0 0.0 XS2752456314 BONOS|SANTANDER CONSUMER F|4,547|2026-01-22 EUR 30073375 0.19 0 0.0 XS2752874821 BONOS|CA AUTO BANK SPA/IRE|4,679|2026-01-26 EUR 93575834 0.58 0 0.0 XS2754071350 BONOS|BANQUE INTERNATIONAL|4,635|2026-02-01 EUR 27020076 0.17 0 0.0 XS2764456344 BONOS|SAASTOPANKKIEN KESKU|4,806|2026-02-12 EUR 10000978 0.06 0 0.0 XS2768933603 BONOS|BMW FINANCE NV|4,026|2026-02-19 EUR 15013469 0.09 0 0.0 XS2775174340 BONOS|KBC IFIMA SA|4,135|2026-03-04 EUR 43644449 0.27 0 0.0 XS2780024977 BONOS|KONINKLIJKE AHOLD DE|4,059|2026-03-11 EUR 7417479 0.05 0 0.0 XS2780858994 BONOS|NATIONAL BANK OF CAN|4,222|2026-03-06 EUR 34290738 0.21 0 0.0 XS2783789931 BONOS|TOYOTA MOTOR FINANCE|4,139|2026-03-13 EUR 24238740 0.15 0 0.0 XS2793212197 BONOS|BANK OF NOVA SCOTIA/|4,082|2026-03-26 EUR 16015508 0.1 0 0.0 XS2794650833 BONOS|VOLKSWAGEN INTERNATI|4,348|2026-03-27 EUR 63591795 0.4 0 0.0 XS2798983545 BONOS|LEASYS SPA|4,641|2026-04-08 EUR 20007357 0.12 0 0.0 XS2800795291 BONOS|UBS AG/LONDON|4,262|2026-04-12 EUR 114462631 0.71 0 0.0 XS2802190459 BONOS|SNAM SPA|4,306|2026-04-15 EUR 44992584 0.28 0 0.0 XS2803392021 BONOS|TORONTO-DOMINION BAN|4,303|2026-04-16 EUR 70043636 0.44 0 0.0 XS2810848528 BONOS|MITSUBISHI HC CAPITA|4,565|2026-04-30 EUR 27930634 0.17 0 0.0 XS2812416480 BONOS|TOYOTA MOTOR FINANCE|4,265|2026-04-30 EUR 14845727 0.09 0 0.0 XS2824777267 BONOS|VOLVO TREASURY AB|4,202|2026-05-22 EUR 50964339 0.32 0 0.0 XS2835763702 BONOS|BMW INTERNATIONAL IN|3,942|2026-06-05 EUR 19995891 0.12 0 0.0 XS2842855814 BONOS|BANK OF NOVA SCOTIA/|4,119|2026-06-17 EUR 60010994 0.37 0 0.0 XS2844409271 BONOS|DIAGEO FINANCE PLC|4,011|2026-06-20 EUR 40003601 0.25 0 0.0 2853540249 17.77 890246534 9.13 BE0002280494 BONOS|GROUPE BRUXELLES LAM|1,375|2024-05-23 EUR 0 0.0 2966389 0.03 BE0002631126 BONOS|KBC GROUP NV|1,125|2024-01-25 EUR 0 0.0 15440640 0.16 CH0314209351 BONOS|UBS GROUP AG|2,125|2024-03-04 EUR 0 0.0 45244811 0.46 CH1120418079 BONOS|BANK JULIUS BAER & C|2024-06-25 EUR 0 0.0 34049974 0.35 DE000A189ZX0 BONOS|VONOVIA SE|1,250|2024-12-06 EUR 4813460 0.03 0 0.0 DE000A194DD9 BONOS|MERCEDES-BENZ INTERN|0,875|2024-04-09 EUR 0 0.0 17562888 0.18 DE000A19HCW0 BONOS|JAB HOLDINGS BV|1,250|2024-05-22 EUR 0 0.0 19213488 0.2 DE000A19UR61 BONOS|VONOVIA FINANCE BV|0,750|2024-01-15 EUR 0 0.0 1964332 0.02 DE000A1Z0TA4 BONOS|JAB HOLDINGS BV|1,625|2025-04-30 EUR 12963154 0.08 0 0.0 DE000A1ZY989 BONOS|VONOVIA SE|1,500|2025-03-31 EUR 10962624 0.07 0 0.0 DE000A289RN6 BONOS|MERCEDES-BENZ INTERN|2,625|2025-04-07 EUR 25211165 0.16 0 0.0 DE000A2GSCY9 BONOS|MERCEDES-BENZ INTERN|4,359|2024-07-03 EUR 8521612 0.05 8531999 0.09 DE000A3E5MF0 BONOS|VONOVIA SE|2024-09-16 EUR 13390922 0.08 7891097 0.08 DE000A3KNP88 BONOS|TRATON FINANCE LUXEM|0,125|2025-03-24 EUR 34793053 0.22 0 0.0 DE000A3KYMA6 BONOS|TRATON FINANCE LUXEM|0,125|2024-11-10 EUR 41232991 0.26 0 0.0 DE000A3LC4C3 BONOS|TRATON FINANCE LUXEM|4,125|2025-01-18 EUR 20719484 0.13 0 0.0 DE000A3LGGL0 BONOS|MERCEDES-BENZ INTERN|3,400|2025-04-13 EUR 29909394 0.19 0 0.0 DE000A3LJT71 BONOS|MERCEDES-BENZ INTERN|3,625|2024-12-16 EUR 9988876 0.06 0 0.0 DE000HCB0AX8 BONOS|HAMBURG COMMERCIAL B|0,350|2024-01-08 EUR 0 0.0 9823585 0.1 DE000LB2CHW4 BONOS|LANDESBANK BADEN-WUE|0,375|2024-05-24 EUR 0 0.0 7150429 0.07 DK0009522062 BONOS|NYKREDIT REALKREDIT|0,625|2025-01-17 EUR 15770684 0.1 0 0.0 DK0009525404 BONOS|NYKREDIT REALKREDIT|0,125|2024-07-10 EUR 25798387 0.16 3801761 0.04 DK0030486246 BONOS|NYKREDIT REALKREDIT|4,916|2024-03-25 EUR 0 0.0 21225081 0.22 FR0010800540 BONOS|ELECTRICITE DE FRANC|4,625|2024-09-11 EUR 10040953 0.06 0 0.0 FR0011360478 BONOS|LA POSTE SA|2,750|2024-11-26 EUR 15223412 0.09 15243126 0.16 FR0011390921 BONOS|BPCE SA|2,875|2024-01-16 EUR 0 0.0 50939774 0.52 FR0011689579 BONOS|BPCE SA|3,000|2024-07-19 EUR 5590606 0.03 0 0.0 FR0011859495 CÉDULAS|SOCIETE GENERALE SFH|2,000|2024-04-29 EUR 0 0.0 8362757 0.09 FR0012159812 EMISIONES|CAISSE D'AMORTISSEME|1,375|2024-11-25 EUR 9473019 0.06 0 0.0 FR0012173862 BONOS|PERNOD RICARD SA|2,125|2024-09-27 EUR 19838622 0.12 0 0.0 FR0012199065 BONOS|RTE RESEAU DE TRANSP|1,625|2024-10-08 EUR 6041964 0.04 0 0.0 FR0012304459 BONOS|CREDIT AGRICOLE SA|3,000|2024-12-22 EUR 9945349 0.06 0 0.0 FR0012384667 BONOS|PUBLICIS GROUPE SA|1,625|2024-12-16 EUR 6005560 0.04 0 0.0 FR0012395689 BONOS|CREDIT AGRICOLE SA|3,000|2025-02-02 EUR 6250327 0.04 0 0.0 FR0012633345 BONOS|BPCE SA|2,250|2025-03-12 EUR 10882704 0.07 0 0.0 FR0013143997 BONOS|SANOFI SA|0,625|2024-04-05 EUR 0 0.0 9741174 0.1 FR0013201126 BONOS|COFIROUTE SA|0,375|2025-02-07 EUR 15986365 0.1 0 0.0 FR0013241361 BONOS|RCI BANQUE SA|1,375|2024-03-08 EUR 0 0.0 48762358 0.5 FR0013245586 BONOS|STELLANTIS NV|2,000|2024-03-23 EUR 0 0.0 15867098 0.16 FR0013245859 BONOS|ENGIE SA|0,875|2024-03-27 EUR 0 0.0 19651146 0.2 FR0013250693 BONOS|RCI BANQUE SA|1,625|2025-04-11 EUR 48205920 0.3 0 0.0 FR0013264405 BONOS|COENTREPRISE DE TRAN|0,875|2024-09-29 EUR 27649392 0.17 0 0.0 FR0013282571 BONOS|VIVENDI SE|0,875|2024-09-18 EUR 40936530 0.26 6803158 0.07 FR0013286838 BONOS|LA BANQUE POSTALE SA|1,000|2024-10-16 EUR 5986415 0.04 0 0.0 FR0013292687 BONOS|RCI BANQUE SA|4,544|2024-11-04 EUR 25843999 0.16 13130706 0.13 FR0013299641 BONOS|BNP PARIBAS CARDIF S|1,000|2024-11-29 EUR 42071118 0.26 0 0.0 FR0013311503 BONOS|SOCIETE GENERALE SA|1,125|2025-01-23 EUR 28288161 0.18 0 0.0 FR0013312493 BONOS|BPCE SA|0,875|2024-01-31 EUR 0 0.0 22559625 0.23 FR0013322146 BONOS|RCI BANQUE SA|4,530|2025-03-12 EUR 4469233 0.03 4475041 0.05 FR0013323326 BONOS|STELLANTIS NV|2,000|2025-03-20 EUR 1479959 0.01 0 0.0 FR0013327962 BONOS|CAPGEMINI SE|1,000|2024-10-18 EUR 16330541 0.1 9717379 0.1 FR0013393774 BONOS|RCI BANQUE SA|2,000|2024-07-11 EUR 58522982 0.36 52027506 0.53 FR0013394681 BONOS|VEOLIA ENVIRONNEMENT|0,892|2024-01-14 EUR 0 0.0 21332761 0.22 FR0013396447 BONOS|BPCE SA|1,000|2024-07-15 EUR 27428521 0.17 9741564 0.1 FR0013396512 BONOS|ORANGE SA|1,125|2024-07-15 EUR 47450301 0.3 0 0.0 FR0013403441 BONOS|SOCIETE GENERALE SA|1,250|2024-02-15 EUR 0 0.0 61979693 0.63 FR0013405537 BONOS|BNP PARIBAS SA|1,125|2024-08-28 EUR 32660965 0.2 28116538 0.29 FR0013412343 BONOS|BPCE SA|1,000|2025-04-01 EUR 26968801 0.17 0 0.0 FR0013420023 BONOS|HSBC CONTINENTAL EUR|0,250|2024-05-17 EUR 0 0.0 14568024 0.15 FR0013425139 BONOS|MMS USA HOLDINGS INC|0,625|2025-06-13 EUR 12085327 0.08 0 0.0 FR0013429073 BONOS|BPCE SA|0,625|2024-09-26 EUR 58109954 0.36 51090666 0.52 FR0013432770 BONOS|BANQUE FEDERATIVE DU|0,125|2024-02-05 EUR 0 0.0 10575373 0.11 FR0013463650 BONOS|ESSILORLUXOTTICA SA|0,125|2025-05-27 EUR 31998043 0.2 0 0.0 FR0013464930 BONOS|BPCE SA|0,125|2024-12-04 EUR 34528445 0.22 0 0.0 FR0013505518 EMISIONES|BPIFRANCE SACA|0,125|2025-03-25 EUR 72206062 0.45 0 0.0 FR0013505559 BONOS|AIR LIQUIDE FINANCE|1,000|2025-04-02 EUR 4697644 0.03 0 0.0 FR0013506508 BONOS|LVMH MOET HENNESSY L|0,750|2025-04-07 EUR 16719420 0.1 0 0.0 FR0013506524 BONOS|PERNOD RICARD SA|1,125|2025-04-07 EUR 22896058 0.14 0 0.0 FR0013506813 BONOS|UNIBAIL-RODAMCO-WEST|2,125|2025-04-09 EUR 25898434 0.16 0 0.0 FR0013509726 BONOS|BPCE SA|0,625|2025-04-28 EUR 59998049 0.37 0 0.0 FR0014001JP1 BONOS|BANQUE STELLANTIS FR|2025-01-22 EUR 47940793 0.3 0 0.0 FR0014002NR7 BONOS|ARVAL SERVICE LEASE|2024-09-30 EUR 42475899 0.26 0 0.0 FR0014006XE5 BONOS|BANQUE FEDERATIVE DU|0,010|2025-03-07 EUR 4857714 0.03 0 0.0 FR0014009A50 BONOS|BANQUE FEDERATIVE DU|1,000|2025-05-23 EUR 48032195 0.3 0 0.0 FR0014009EH2 BONOS|L'OREAL SA|4,625|2024-03-29 EUR 0 0.0 15664858 0.16 FR0014009EI0 BONOS|L'OREAL SA|0,375|2024-03-29 EUR 0 0.0 3408586 0.03 FR0014009KS6 BONOS|SANOFI SA|0,875|2025-04-06 EUR 3809985 0.02 0 0.0 FR001400BBS7 BONOS|HSBC CONTINENTAL EUR|4,931|2024-06-28 EUR 0 0.0 15143245 0.16 FR001400F315 BONOS|SOCIETE GENERALE SA|4,402|2025-01-13 EUR 76183391 0.47 76188356 0.78 FR001400F695 BONOS|BANQUE FEDERATIVE DU|4,335|2025-01-17 EUR 10019228 0.06 20044794 0.21 FR001400G0W1 BONOS|AYVENS SA|4,380|2025-02-21 EUR 74281359 0.46 63816050 0.65 FR001400G1Y5 BONOS|BNP PARIBAS SA|4,262|2025-02-24 EUR 35357571 0.22 35365099 0.36 FR001400G9P6 BONOS|BPCE SA|4,292|2024-09-06 EUR 12506020 0.08 10013672 0.1 FR001400GDG7 BONOS|CREDIT AGRICOLE SA|4,278|2025-03-07 EUR 78554731 0.49 78542014 0.8 IT0005008484 BONOS|CASSA DEPOSITI E PRE|2,781|2024-03-25 EUR 0 0.0 20745814 0.21 IT0005038283 CÉDULAS|BANCA MONTE DEI PASC|2,875|2024-07-16 EUR 80229212 0.5 25791168 0.26 IT0005105488 BONOS|CASSA DEPOSITI E PRE|1,500|2025-04-09 EUR 6929965 0.04 0 0.0 IT0005204406 BONOS|UNICREDIT SPA|4,652|2024-08-31 EUR 36590108 0.23 36627686 0.38 IT0005359507 CÉDULAS|BANCA MONTE DEI PASC|2,000|2024-01-29 EUR 0 0.0 63849548 0.65 IT0005363772 BONOS|INTESA SANPAOLO SPA|5,529|2024-03-13 EUR 0 0.0 27210866 0.28 IT0005363780 BONOS|INTESA SANPAOLO SPA|1,700|2024-03-13 EUR 0 0.0 3746156 0.04 PTBSSIOM0015 BONOS|BRISA-CONCESSAO RODO|1,875|2025-04-30 EUR 8353538 0.05 0 0.0 XS0191154961 BONOS|VATTENFALL AB|5,375|2024-04-29 EUR 0 0.0 8805723 0.09 XS0192503695 BONOS|ENEL SPA|5,250|2024-05-20 EUR 0 0.0 25335464 0.26 XS0203712939 BONOS|TERNA - RETE ELETTRI|4,900|2024-10-28 EUR 16652170 0.1 0 0.0 XS0452314536 BONOS|GENERALI|5,125|2024-09-16 EUR 17127945 0.11 17155560 0.18 XS0758420748 BONOS|HEINEKEN NV|3,500|2024-03-19 EUR 0 0.0 18371317 0.19 XS0787527349 BONOS|PHILIP MORRIS INTERN|2,875|2024-05-30 EUR 0 0.0 33814633 0.35 XS0857662448 BONOS|MCDONALD'S CORP|2,375|2024-11-27 EUR 5917828 0.04 5920522 0.06 XS0906815591 BONOS|PHILIP MORRIS INTERN|2,750|2025-03-19 EUR 9176615 0.06 0 0.0 XS0909359332 BONOS|BAT INTERNATIONAL FI|2,750|2025-03-25 EUR 20163629 0.13 0 0.0 XS0926785808 BONOS|COCA-COLA EUROPACIFI|2,375|2025-05-07 EUR 20547901 0.13 0 0.0 XS1030851791 BONOS|ESSILORLUXOTTICA SA|2,625|2024-02-10 EUR 0 0.0 10977845 0.11 XS1038708522 BONOS|UNIBAIL-RODAMCO-WEST|2,500|2024-02-26 EUR 0 0.0 25227178 0.26 XS1041934800 BONOS|NATURGY FINANCE BV|2,875|2024-03-11 EUR 0 0.0 14309016 0.15 XS1045553812 BONOS|BANQUE FEDERATIVE DU|2,625|2024-03-18 EUR 0 0.0 9108935 0.09 XS1057783174 BONOS|SYDNEY AIRPORT FINAN|2,750|2024-04-23 EUR 0 0.0 6441502 0.07 XS1068874970 BONOS|CITIGROUP INC|2,375|2024-05-22 EUR 0 0.0 9884510 0.1 XS1069549761 BONOS|BANQUE FEDERATIVE DU|3,000|2024-05-21 EUR 0 0.0 53421221 0.55 XS1071713470 BONOS|CARLSBERG BREWERIES|2,500|2024-05-28 EUR 0 0.0 38837195 0.4 XS1076018131 BONOS|AT&T INC|2,400|2024-03-15 EUR 0 0.0 59479332 0.61 XS1079726334 BONOS|BANK OF AMERICA CORP|2,375|2024-06-19 EUR 0 0.0 30579171 0.31 XS1112829947 BONOS|DIAGEO FINANCE PLC|1,750|2024-09-23 EUR 12862185 0.08 0 0.0 XS1112850125 BONOS|BOOKING HOLDINGS INC|2,375|2024-09-23 EUR 23103169 0.14 0 0.0 XS1116263325 BONOS|GOLDMAN SACHS GROUP|2,125|2024-09-30 EUR 23593641 0.15 19625984 0.2 XS1117299484 BONOS|AIR PRODUCTS AND CHE|1,000|2025-02-12 EUR 21064222 0.13 0 0.0 XS1134519120 BONOS|AKZO NOBEL NV|1,750|2024-11-07 EUR 3935339 0.02 0 0.0 XS1140857316 BONOS|STANDARD CHARTERED P|3,125|2024-11-19 EUR 13332335 0.08 0 0.0 XS1142279782 BONOS|THERMO FISHER SCIENT|2,000|2025-04-15 EUR 9846999 0.06 0 0.0 XS1145750037 BONOS|URENCO FINANCE NV|2,375|2024-12-02 EUR 46357539 0.29 0 0.0 XS1146282634 BONOS|VERIZON COMMUNICATIO|1,625|2024-03-01 EUR 0 0.0 17846214 0.18 XS1167204699 BONOS|LLOYDS BANK PLC|1,250|2025-01-13 EUR 13475766 0.08 0 0.0 XS1170307414 BONOS|NATURGY FINANCE IBER|1,375|2025-01-21 EUR 8853263 0.06 0 0.0 XS1173792059 BONOS|CITIGROUP INC|1,750|2025-01-28 EUR 19909076 0.12 0 0.0 XS1176079843 BONOS|ENEL FINANCE INTERNA|1,966|2025-01-27 EUR 12863191 0.08 0 0.0 XS1177459531 BONOS|ENAGAS FINANCIACIONE|1,250|2025-02-06 EUR 54893905 0.34 0 0.0 XS1179916017 BONOS|CARREFOUR SA|1,250|2025-06-03 EUR 16318531 0.1 0 0.0 XS1180256528 BONOS|MORGAN STANLEY|1,750|2025-01-30 EUR 28123612 0.18 0 0.0 XS1181448561 CÉDULAS|ERSTE GROUP BANK AG|0,750|2025-02-05 EUR 3404844 0.02 0 0.0 XS1189263400 BONOS|NORDEA BANK ABP|1,125|2025-02-12 EUR 13716382 0.09 0 0.0 XS1189286286 BONOS|REN FINANCE BV|2,500|2025-02-12 EUR 3804832 0.02 0 0.0 XS1190632999 BONOS|BNP PARIBAS SA|2,375|2025-02-17 EUR 72387734 0.45 0 0.0 XS1195574881 BONOS|SOCIETE GENERALE SA|2,625|2025-02-27 EUR 28997414 0.18 0 0.0 XS1201001572 BONOS|BANCO SANTANDER SA|2,500|2025-03-18 EUR 50286883 0.31 0 0.0 XS1202849086 BONOS|GLENCORE FINANCE EUR|1,750|2025-03-17 EUR 22435806 0.14 0 0.0 XS1215181980 BONOS|DSM BV|1,000|2025-04-09 EUR 6628946 0.04 0 0.0 XS1218319702 BONOS|UNIBAIL-RODAMCO-WEST|1,000|2025-03-14 EUR 36089951 0.23 0 0.0 XS1218821756 BONOS|ABN AMRO BANK NV|1,000|2025-04-16 EUR 14641629 0.09 0 0.0 XS1226748439 BONOS|BRISTOL-MYERS SQUIBB|1,000|2025-05-15 EUR 4568705 0.03 0 0.0 XS1254428896 BONOS|HSBC HOLDINGS PLC|3,000|2025-06-30 EUR 41526714 0.26 0 0.0 XS1292384960 BONOS|APPLE INC|1,375|2024-01-17 EUR 0 0.0 2692879 0.03 XS1292988984 BONOS|ENI SPA|1,750|2024-01-18 EUR 0 0.0 14606801 0.15 XS1328173080 BONOS|CRH FUNDING BV|1,875|2024-01-09 EUR 0 0.0 40120093 0.41 XS1375957294 BONOS|BP CAPITAL MARKETS P|1,953|2025-03-03 EUR 7518237 0.05 0 0.0 XS1379171140 BONOS|MORGAN STANLEY|1,750|2024-03-11 EUR 0 0.0 14615605 0.15 XS1380334141 BONOS|BERKSHIRE HATHAWAY I|1,300|2024-03-15 EUR 0 0.0 12999317 0.13 XS1388625425 BONOS|STELLANTIS NV|3,750|2024-03-29 EUR 0 0.0 60274050 0.62 XS1395010397 BONOS|MONDI FINANCE PLC|1,500|2024-04-15 EUR 0 0.0 26672983 0.27 XS1401331753 BONOS|CARREFOUR SA|0,750|2024-04-26 EUR 0 0.0 32552450 0.33 XS1405775708 BONOS|THERMO FISHER SCIENT|0,750|2024-09-12 EUR 27652530 0.17 4865002 0.05 XS1405782407 BONOS|KRAFT HEINZ FOODS CO|1,500|2024-05-24 EUR 0 0.0 26408189 0.27 XS1410417544 BONOS|KELLANOVA|1,000|2024-05-17 EUR 0 0.0 11947430 0.12 XS1415535340 BONOS|COCA-COLA EUROPACIFI|1,125|2024-05-26 EUR 0 0.0 17359222 0.18 XS1425274484 BONOS|HEIDELBERG MATERIALS|2,250|2024-06-03 EUR 0 0.0 27896975 0.29 XS1440976535 BONOS|MOLSON COORS BEVERAG|1,250|2024-07-15 EUR 50825113 0.32 0 0.0 XS1456422135 BONOS|JPMORGAN CHASE & CO|0,625|2024-01-25 EUR 0 0.0 51583850 0.53 XS1485597329 BONOS|HSBC HOLDINGS PLC|0,875|2024-09-06 EUR 68417499 0.43 46077425 0.47 XS1509006380 BONOS|GOLDMAN SACHS GROUP|1,250|2025-05-01 EUR 44973929 0.28 0 0.0 XS1520899532 BONOS|ABBVIE INC|1,375|2024-05-17 EUR 0 0.0 69602940 0.71 XS1523192588 BONOS|UNIBAIL-RODAMCO-WEST|0,875|2025-02-21 EUR 6507294 0.04 0 0.0 XS1529515584 BONOS|HEIDELBERG MATERIALS|1,500|2025-02-07 EUR 6155056 0.04 0 0.0 XS1550134602 BONOS|AMERICAN HONDA FINAN|0,750|2024-01-17 EUR 0 0.0 27437157 0.28 XS1550149204 BONOS|ENEL FINANCE INTERNA|1,000|2024-09-16 EUR 51327662 0.32 9393386 0.1 XS1551306951 BONOS|INTESA SANPAOLO SPA|1,375|2024-01-18 EUR 0 0.0 59519958 0.61 XS1564443759 BONOS|IBERDROLA FINANZAS S|4,672|2024-02-20 EUR 0 0.0 2402800 0.02 XS1575444622 BONOS|IBERDROLA FINANZAS S|1,000|2025-03-07 EUR 14189567 0.09 0 0.0 XS1577962084 BONOS|BAXTER INTERNATIONAL|1,300|2025-05-30 EUR 31128966 0.19 0 0.0 XS1590568132 BONOS|NATURGY CAPITAL MARK|1,125|2024-04-11 EUR 0 0.0 4891122 0.05 XS1611255719 BONOS|BANCO SANTANDER SA|5,207|2024-05-11 EUR 0 0.0 22985887 0.24 XS1612542826 BONOS|GENERAL ELECTRIC CO|0,875|2025-05-17 EUR 23438829 0.15 0 0.0 XS1613121422 BONOS|ABB FINANCE BV|0,750|2024-05-16 EUR 0 0.0 4936747 0.05 XS1614198262 BONOS|GOLDMAN SACHS GROUP|1,375|2024-05-15 EUR 0 0.0 64574954 0.66 XS1616341829 BONOS|SOCIETE GENERALE SA|4,762|2024-05-22 EUR 0 0.0 27175301 0.28 XS1619643015 BONOS|MERLIN PROPERTIES SO|1,750|2025-05-26 EUR 20819397 0.13 0 0.0 XS1626933102 BONOS|BNP PARIBAS SA|4,708|2024-06-07 EUR 0 0.0 17430323 0.18 XS1633845158 BONOS|LLOYDS BANKING GROUP|4,703|2024-06-21 EUR 0 0.0 24058815 0.25 XS1637277572 BONOS|BNP PARIBAS SA|1,000|2024-06-27 EUR 0 0.0 11737094 0.12 XS1639488771 BONOS|FERROVIE DELLO STATO|1,500|2025-06-27 EUR 36412078 0.23 0 0.0 XS1640492994 BONOS|FIDELITY NATIONAL IN|1,100|2024-07-15 EUR 29050747 0.18 21849973 0.22 XS1645494375 BONOS|NATIONAL GRID NORTH|1,000|2024-07-12 EUR 18933103 0.12 9715979 0.1 XS1675764945 BONOS|MITSUBISHI UFJ FINAN|0,872|2024-09-07 EUR 63329111 0.39 46179319 0.47 XS1679515038 BONOS|KIMBERLY-CLARK CORP|0,625|2024-09-07 EUR 11296837 0.07 0 0.0 XS1684269332 BONOS|ENI SPA|1,000|2025-03-14 EUR 10969259 0.07 0 0.0 XS1685653302 BONOS|LONDON STOCK EXCHANG|0,875|2024-09-19 EUR 13453967 0.08 0 0.0 XS1691909920 BONOS|MIZUHO FINANCIAL GRO|0,956|2024-10-16 EUR 5601373 0.03 0 0.0 XS1694219780 BONOS|SUMITOMO MITSUI FINA|0,934|2024-10-11 EUR 29436511 0.18 19535743 0.2 XS1716243719 BONOS|PHILIP MORRIS INTERN|0,625|2024-11-08 EUR 38409809 0.24 3880121 0.04 XS1717591884 BONOS|BANCO SANTANDER SA|4,734|2024-11-21 EUR 23895785 0.15 23882858 0.24 XS1718393439 BONOS|NATURGY FINANCE IBER|0,875|2025-05-15 EUR 41850770 0.26 0 0.0 XS1720922175 BONOS|BRITISH TELECOMMUNIC|1,000|2024-11-21 EUR 14530188 0.09 0 0.0 XS1722897623 BONOS|RENTOKIL INITIAL PLC|0,950|2024-11-22 EUR 22553194 0.14 0 0.0 XS1725630740 BONOS|MCDONALD'S CORP|0,625|2024-01-29 EUR 0 0.0 10784197 0.11 XS1751004232 BONOS|BANCO SANTANDER SA|1,125|2025-01-17 EUR 18528187 0.12 0 0.0 XS1771838494 BONOS|ING GROEP NV|1,125|2025-02-14 EUR 26229432 0.16 0 0.0 XS1790990474 BONOS|CREDIT AGRICOLE SA/L|1,375|2025-03-13 EUR 56846544 0.35 0 0.0 XS1792505866 BONOS|GENERAL MOTORS FINAN|1,694|2025-03-26 EUR 14168734 0.09 0 0.0 XS1793252419 BONOS|BNP PARIBAS SA|1,250|2025-03-19 EUR 16693669 0.1 0 0.0 XS1794084068 BONOS|WPP FINANCE 2016|1,375|2025-03-20 EUR 33525995 0.21 0 0.0 XS1808739459 BONOS|ABN AMRO BANK NV|0,875|2025-04-22 EUR 14627219 0.09 0 0.0 XS1820037270 BONOS|BANCO BILBAO VIZCAYA|1,375|2025-05-14 EUR 21150701 0.13 0 0.0 XS1876076040 BONOS|BANCO DE SABADELL SA|1,625|2024-03-07 EUR 0 0.0 55896031 0.57 XS1896660989 BONOS|DIAGEO FINANCE PLC|1,000|2025-04-22 EUR 21320341 0.13 0 0.0 XS1900750107 BONOS|PROCTER & GAMBLE CO/|0,625|2024-10-30 EUR 16772240 0.1 0 0.0 XS1928480166 BONOS|MEDIOBANCA BANCA DI|2,050|2024-01-25 EUR 0 0.0 2090890 0.02 XS1935139995 BONOS|ABN AMRO BANK NV|0,875|2024-01-15 EUR 0 0.0 19443642 0.2 XS1936208252 BONOS|FRESENIUS SE & CO KG|1,875|2025-02-15 EUR 3937938 0.02 0 0.0 XS1939356645 BONOS|GENERAL MOTORS FINAN|2,200|2024-04-01 EUR 0 0.0 70829573 0.73 XS1944456109 BONOS|INTERNATIONAL BUSINE|0,875|2025-01-31 EUR 3707545 0.02 0 0.0 XS1946004451 BONOS|TELEFONICA EMISIONES|1,069|2024-02-05 EUR 0 0.0 16132310 0.17 XS1956025651 BONOS|SANTANDER CONSUMER F|1,000|2024-02-27 EUR 0 0.0 68996202 0.71 XS1956955980 BONOS|COOPERATIEVE RABOBAN|0,625|2024-02-27 EUR 0 0.0 14052683 0.14 XS1956973967 BONOS|BANCO BILBAO VIZCAYA|1,125|2024-02-28 EUR 0 0.0 37114502 0.38 XS1960260021 BONOS|LEASEPLAN CORP NV|1,375|2024-03-07 EUR 0 0.0 10303272 0.11 XS1962554785 BONOS|CIE DE SAINT-GOBAIN|0,625|2024-03-15 EUR 0 0.0 38192807 0.39 XS1963849440 BONOS|DANSKE BANK A/S|1,625|2024-03-15 EUR 0 0.0 24602506 0.25 XS1967635621 BONOS|ABERTIS INFRAESTRUCT|1,500|2024-06-27 EUR 0 0.0 971821 0.01 XS1973750869 BONOS|MEDIOBANCA BANCA DI|1,625|2025-01-07 EUR 12797851 0.08 0 0.0 XS1978200639 BONOS|TOYOTA FINANCE AUSTR|0,250|2024-04-09 EUR 0 0.0 10976364 0.11 XS1978668298 BONOS|NIBC BANK NV|2,000|2024-04-09 EUR 0 0.0 6141843 0.06 XS1979259220 BONOS|METROPOLITAN LIFE GL|0,375|2024-04-09 EUR 0 0.0 37531382 0.38 XS1979446843 BONOS|INTESA SANPAOLO SPA|1,500|2024-04-10 EUR 0 0.0 979764 0.01 XS1982725159 BONOS|ERSTE GROUP BANK AG|0,375|2024-04-16 EUR 0 0.0 8129337 0.08 XS1985806600 BONOS|TORONTO-DOMINION BAN|0,375|2024-04-25 EUR 0 0.0 35052193 0.36 XS1987142673 BONOS|BANK OF NOVA SCOTIA/|0,500|2024-04-30 EUR 0 0.0 19347826 0.2 XS1989375412 BONOS|ROYAL BANK OF CANADA|0,250|2024-05-02 EUR 0 0.0 7830845 0.08 XS1991125896 BONOS|CANADIAN IMPERIAL BA|0,375|2024-05-03 EUR 0 0.0 29430131 0.3 XS1998025008 BONOS|SUMITOMO MITSUI FINA|0,465|2024-05-30 EUR 0 0.0 1931482 0.02 XS1998215393 BONOS|BAXTER INTERNATIONAL|0,400|2024-05-15 EUR 0 0.0 52457190 0.54 XS2002491517 BONOS|NATWEST MARKETS PLC|1,000|2024-05-28 EUR 0 0.0 43746185 0.45 XS2003442436 BONOS|AIB GROUP PLC|1,250|2024-05-28 EUR 0 0.0 19228965 0.2 XS2004880832 BONOS|MIZUHO FINANCIAL GRO|0,523|2024-06-10 EUR 0 0.0 40650971 0.42 XS2008921947 BONOS|AEGON BANK NV|0,625|2024-06-21 EUR 0 0.0 46383803 0.48 XS2010045271 BONOS|SCHLUMBERGER FINANCE|2024-10-15 EUR 46402867 0.29 0 0.0 XS2012047127 BONOS|BNZ INTERNATIONAL FU|0,375|2024-09-14 EUR 3924712 0.02 0 0.0 XS2014287937 BONOS|BANCO SANTANDER SA|0,250|2024-06-19 EUR 0 0.0 29863400 0.31 XS2015267953 BONOS|BANQUE STELLANTIS FR|0,625|2024-06-21 EUR 0 0.0 40009420 0.41 XS2016807864 BONOS|CREDIT AGRICOLE SA/L|0,500|2024-06-24 EUR 0 0.0 35692504 0.37 XS2018637913 BONOS|SANTANDER CONSUMER F|0,375|2024-06-27 EUR 0 0.0 27423479 0.28 XS2022425297 BONOS|INTESA SANPAOLO SPA|1,000|2024-07-04 EUR 89146384 0.56 75270091 0.77 XS2027364244 BONOS|LOGICOR FINANCING SA|0,750|2024-07-15 EUR 20720081 0.13 0 0.0 XS2030530450 BONOS|JEFFERIES FINANCIAL|1,000|2024-07-19 EUR 46825976 0.29 40627582 0.42 XS2047500769 BONOS|E.ON SE|2024-08-28 EUR 9098473 0.06 9106114 0.09 XS2049630887 BONOS|MIZUHO FINANCIAL GRO|0,118|2024-09-06 EUR 38794855 0.24 1493566 0.02 XS2050945984 BONOS|SANTANDER CONSUMER B|0,125|2024-09-11 EUR 49012706 0.31 20499501 0.21 XS2051660335 BONOS|SNAM SPA|2024-05-12 EUR 0 0.0 5158032 0.05 XS2051914963 BONOS|CA AUTO BANK SPA/IRE|0,500|2024-09-13 EUR 74490180 0.46 50870242 0.52 XS2058556296 BONOS|THERMO FISHER SCIENT|0,125|2025-03-01 EUR 12423083 0.08 0 0.0 XS2058729653 BONOS|BANCO BILBAO VIZCAYA|0,375|2024-10-02 EUR 22035961 0.14 22047405 0.23 XS2063261155 BONOS|SWEDBANK AB|0,250|2024-10-09 EUR 66526101 0.41 50802466 0.52 XS2063547041 BONOS|UNICREDIT SPA|0,500|2025-04-09 EUR 7773348 0.05 0 0.0 XS2063659945 BONOS|SANTANDER CONSUMER B|0,250|2024-10-15 EUR 5307889 0.03 5318908 0.05 XS2066706818 BONOS|ENEL FINANCE INTERNA|2024-06-17 EUR 0 0.0 8702445 0.09 XS2075185228 BONOS|HARLEY-DAVIDSON FINA|0,900|2024-11-19 EUR 44198292 0.28 31974965 0.33 XS2076154801 BONOS|ABBOTT IRELAND FINAN|0,100|2024-11-19 EUR 7362989 0.05 0 0.0 XS2084050637 BONOS|NATIONALE-NEDERLANDE|0,375|2025-02-26 EUR 40518422 0.25 0 0.0 XS2089368596 BONOS|INTESA SANPAOLO SPA|0,750|2024-12-04 EUR 13872098 0.09 0 0.0 XS2100269088 BONOS|KOREA HOUSING FINANC|0,010|2025-02-05 EUR 23655263 0.15 0 0.0 XS2100690036 BONOS|SANTANDER CONSUMER F|0,375|2025-01-17 EUR 34284310 0.21 0 0.0 XS2103230152 BONOS|POSCO|0,500|2024-01-17 EUR 0 0.0 19301586 0.2 XS2104915033 BONOS|NATIONAL GRID ELECTR|0,190|2025-01-20 EUR 47994321 0.3 0 0.0 XS2109394077 BONOS|LLOYDS BANK CORPORAT|0,375|2025-01-28 EUR 10908528 0.07 0 0.0 XS2115156270 BONOS|BANCO SANTANDER SA|4,507|2025-02-11 EUR 28796801 0.18 28775964 0.29 XS2124046918 BONOS|SANTANDER CONSUMER B|0,125|2025-02-25 EUR 13827623 0.09 0 0.0 XS2125914593 BONOS|ABBVIE INC|1,250|2024-06-01 EUR 0 0.0 36719578 0.38 XS2126093744 BONOS|HONEYWELL INTERNATIO|2024-03-10 EUR 0 0.0 15245664 0.16 XS2132337697 BONOS|MITSUBISHI UFJ FINAN|0,978|2024-06-09 EUR 0 0.0 12731094 0.13 XS2135797202 BONOS|BP CAPITAL MARKETS P|1,876|2024-04-07 EUR 0 0.0 3082398 0.03 XS2147133495 BONOS|UNILEVER FINANCE NET|1,250|2025-03-25 EUR 4902659 0.03 0 0.0 XS2147994995 BONOS|DANAHER CORP|1,700|2024-03-30 EUR 0 0.0 7892371 0.08 XS2149207354 BONOS|GOLDMAN SACHS GROUP|3,375|2025-03-27 EUR 12580041 0.08 0 0.0 XS2149368529 BONOS|KONINKLIJKE PHILIPS|1,375|2025-03-30 EUR 14719791 0.09 0 0.0 XS2150006133 BONOS|JOHN DEERE CASH MANA|1,375|2024-04-02 EUR 0 0.0 6985857 0.07 XS2152795709 BONOS|AIRBUS SE|1,625|2025-04-07 EUR 8854038 0.06 0 0.0 XS2153405118 BONOS|IBERDROLA FINANZAS S|0,875|2025-06-16 EUR 2826930 0.02 0 0.0 XS2153593103 BONOS|BAT NETHERLANDS FINA|2,375|2024-10-07 EUR 54020552 0.34 47789105 0.49 XS2154336338 BONOS|HEIDELBERG MATERIALS|2,500|2024-10-09 EUR 29957064 0.19 0 0.0 XS2154441120 BONOS|REDEIA CORP SA|0,875|2025-04-14 EUR 8964882 0.06 0 0.0 XS2155365641 BONOS|LEASEPLAN CORP NV|3,500|2025-04-09 EUR 8250415 0.05 0 0.0 XS2156236296 BONOS|TOYOTA FINANCE AUSTR|2,004|2024-10-21 EUR 47195851 0.29 17429319 0.18 XS2156244043 BONOS|HOLCIM FINANCE LUXEM|2,375|2025-04-09 EUR 7776794 0.05 0 0.0 XS2156607702 BONOS|ENBW INTERNATIONAL F|0,625|2025-04-17 EUR 32642582 0.2 0 0.0 XS2163320679 BONOS|SODEXO SA|0,750|2025-04-27 EUR 37011834 0.23 0 0.0 XS2171218683 BONOS|BARCLAYS BANK IRELAN|4,516|2024-09-23 EUR 10014376 0.06 9998981 0.1 XS2177552390 BONOS|AMADEUS IT GROUP SA|2,500|2024-05-20 EUR 0 0.0 11681015 0.12 XS2179037697 BONOS|INTESA SANPAOLO SPA|2,125|2025-05-26 EUR 61327208 0.38 0 0.0 XS2180510732 BONOS|ABN AMRO BANK NV|1,250|2025-05-28 EUR 35152154 0.22 0 0.0 XS2182067350 BONOS|SCANIA CV AB|2,250|2025-06-03 EUR 4280960 0.03 0 0.0 XS2192431380 BONOS|ITALGAS SPA|0,250|2025-06-24 EUR 2218973 0.01 0 0.0 XS2193657561 BONOS|CONTI-GUMMI FINANCE|1,125|2024-09-25 EUR 23821069 0.15 0 0.0 XS2193734733 BONOS|DELL BANK INTERNATIO|1,625|2024-06-24 EUR 0 0.0 27202181 0.28 XS2193969370 BONOS|UPJOHN FINANCE BV|1,023|2024-06-23 EUR 0 0.0 30103499 0.31 XS2196322155 BONOS|EXXON MOBIL CORP|0,142|2024-06-26 EUR 0 0.0 46418786 0.48 XS2199265617 BONOS|BAYER AG|0,375|2024-07-06 EUR 52344448 0.33 21338480 0.22 XS2203995910 BONOS|SODEXO SA|0,500|2024-01-17 EUR 0 0.0 4244412 0.04 XS2224621347 BONOS|ADIDAS AG|2024-09-09 EUR 21228102 0.13 4442664 0.05 XS2230884657 BONOS|VOLVO TREASURY AB|0,125|2024-09-17 EUR 20238770 0.13 10402972 0.11 XS2240494471 BONOS|INTERCONTINENTAL HOT|1,625|2024-10-08 EUR 44400117 0.28 39947803 0.41 XS2242747181 BONOS|ASAHI GROUP HOLDINGS|0,155|2024-10-23 EUR 56808635 0.35 56892055 0.58 XS2264980363 BONOS|CNH INDUSTRIAL FINAN|2024-04-01 EUR 0 0.0 45590054 0.47 XS2270395408 BONOS|POSTE ITALIANE SPA|2024-12-10 EUR 13199394 0.08 0 0.0 XS2281342878 BONOS|BAYER AG|0,050|2025-01-12 EUR 48358341 0.3 0 0.0 XS2305026762 BONOS|NTT FINANCE CORP|0,010|2025-03-03 EUR 11576896 0.07 0 0.0 XS2305049897 BONOS|TOYOTA MOTOR FINANCE|4,962|2024-02-22 EUR 0 0.0 5041685 0.05 XS2306220190 BONOS|ALD SA|2024-02-23 EUR 0 0.0 39779804 0.41 XS2308321962 BONOS|BOOKING HOLDINGS INC|0,100|2025-03-08 EUR 43777246 0.27 0 0.0 XS2328980979 BONOS|ASAHI GROUP HOLDINGS|0,010|2024-04-19 EUR 0 0.0 56347024 0.58 XS2332254015 BONOS|CA AUTO BANK SPA/IRE|2024-04-16 EUR 0 0.0 68384912 0.7 XS2338355105 BONOS|GOLDMAN SACHS GROUP|4,452|2024-04-30 EUR 0 0.0 85230379 0.87 XS2343821794 BONOS|VOLKSWAGEN LEASING G|2024-07-19 EUR 40018161 0.25 0 0.0 XS2366741770 BONOS|LEASYS SPA|2024-07-22 EUR 29308424 0.18 0 0.0 XS2374595127 BONOS|VOLKSWAGEN FINANCIAL|2025-02-12 EUR 19445860 0.12 0 0.0 XS2402009539 BONOS|VOLVO TREASURY AB|2024-05-09 EUR 0 0.0 34764215 0.36 XS2402064559 BONOS|MITSUBISHI HC CAPITA|2024-10-29 EUR 13969176 0.09 0 0.0 XS2430285077 BONOS|TOYOTA FINANCE AUSTR|0,064|2025-01-13 EUR 24439071 0.15 0 0.0 XS2436885748 BONOS|CANADIAN IMPERIAL BA|4,691|2024-01-26 EUR 0 0.0 15109381 0.15 XS2437455277 BONOS|MITSUBISHI HC CAPITA|0,250|2025-02-03 EUR 35213477 0.22 0 0.0 XS2438615606 BONOS|VOLKSWAGEN FINANCIAL|0,250|2025-01-31 EUR 54113462 0.34 0 0.0 XS2438833423 BONOS|BANK OF NOVA SCOTIA/|4,718|2024-02-01 EUR 0 0.0 46149478 0.47 XS2439004339 BONOS|PROLOGIS EURO FINANC|4,163|2024-02-08 EUR 0 0.0 4532033 0.05 XS2440678915 BONOS|VOLVO TREASURY AB|0,625|2025-02-14 EUR 19520419 0.12 0 0.0 XS2443921056 BONOS|INFINEON TECHNOLOGIE|0,625|2025-02-17 EUR 45752746 0.29 0 0.0 XS2444424639 BONOS|GENERAL MOTORS FINAN|1,000|2025-02-24 EUR 50321803 0.31 0 0.0 XS2454766473 BONOS|AMERICAN MEDICAL SYS|0,750|2025-03-08 EUR 78219225 0.49 0 0.0 XS2463918313 BONOS|HOLCIM FINANCE LUXEM|1,500|2025-04-06 EUR 38381081 0.24 0 0.0 XS2463974571 BONOS|ABB FINANCE BV|0,625|2024-03-31 EUR 0 0.0 19044846 0.2 XS2463975628 BONOS|ABB FINANCE BV|4,625|2024-03-31 EUR 0 0.0 9088530 0.09 XS2466172280 BONOS|DAIMLER TRUCK INTERN|1,250|2025-04-06 EUR 44019514 0.27 0 0.0 XS2468129429 BONOS|ATHENE GLOBAL FUNDIN|1,241|2024-04-08 EUR 0 0.0 18457512 0.19 XS2476266205 BONOS|BANCO SANTANDER SA|4,974|2024-05-05 EUR 0 0.0 79851546 0.82 XS2477154871 BONOS|LEASEPLAN CORP NV|2,125|2025-05-06 EUR 20127054 0.13 0 0.0 XS2482872418 BONOS|FRESENIUS SE & CO KG|1,875|2025-05-24 EUR 2280321 0.01 0 0.0 XS2484586669 BONOS|METROPOLITAN LIFE GL|1,750|2025-05-25 EUR 16430338 0.1 0 0.0 XS2485361955 BONOS|TOYOTA MOTOR FINANCE|4,735|2024-05-28 EUR 0 0.0 10068236 0.1 XS2486812683 BONOS|VOLVO TREASURY AB|4,533|2024-05-31 EUR 0 0.0 32624009 0.33 XS2491738352 BONOS|VOLKSWAGEN INTERNATI|3,125|2025-03-28 EUR 11343051 0.07 0 0.0 XS2499418593 BONOS|BANCO BILBAO VIZCAYA|4,680|2024-07-11 EUR 60103600 0.37 40146302 0.41 XS2527786755 BONOS|VOLVO TREASURY AB|2,125|2024-09-01 EUR 30535669 0.19 7188192 0.07 XS2545247863 BONOS|VATTENFALL AB|3,250|2024-04-18 EUR 0 0.0 9628816 0.1 XS2546459582 BONOS|VATTENFALL AB|4,475|2024-04-18 EUR 0 0.0 33703581 0.35 XS2549047244 BONOS|CA AUTO BANK SPA/IRE|4,250|2024-03-24 EUR 0 0.0 38684620 0.4 XS2549047673 BONOS|CA AUTO BANK SPA/IRE|5,516|2024-03-24 EUR 0 0.0 26822779 0.27 XS2550897651 CÉDULAS|BANK OF NOVA SCOTIA/|3,050|2024-10-31 EUR 24908859 0.16 0 0.0 XS2554493119 BONOS|NATWEST MARKETS NV|5,242|2024-11-14 EUR 25118454 0.16 25100145 0.26 XS2560100468 BONOS|VOLKSWAGEN FINANCIAL|3,750|2024-11-25 EUR 5793993 0.04 0 0.0 XS2563348361 BONOS|LEASYS SPA|4,375|2024-12-07 EUR 53965124 0.34 0 0.0 XS2573331837 BONOS|ABN AMRO BANK NV|4,330|2025-01-10 EUR 10016687 0.06 10023331 0.1 XS2575952341 BONOS|BANCO SANTANDER SA|4,515|2025-01-16 EUR 61433623 0.38 61425943 0.63 XS2576245364 BONOS|CIE DE SAINT-GOBAIN|4,175|2024-07-18 EUR 5602612 0.03 5602803 0.06 XS2577030708 BONOS|ROYAL BANK OF CANADA|4,415|2025-01-17 EUR 52427558 0.33 52445202 0.54 XS2577740157 BONOS|TORONTO-DOMINION BAN|4,452|2025-01-20 EUR 44940811 0.28 44935842 0.46 XS2580013899 BONOS|CANADIAN IMPERIAL BA|4,439|2025-01-24 EUR 11222821 0.07 26264575 0.27 XS2593127793 BONOS|STANDARD CHARTERED B|4,514|2025-03-03 EUR 27505993 0.17 27491455 0.28 XS2595361978 BONOS|AT&T INC|4,362|2025-03-06 EUR 84717350 0.53 59580366 0.61 XS2595829388 BONOS|HSBC BANK PLC|4,350|2025-03-08 EUR 63164704 0.39 63135973 0.65 XS2597970800 BONOS|INTESA SANPAOLO SPA|4,562|2025-03-17 EUR 101601345 0.63 96769234 0.99 XS2605926026 BONOS|VOLVO TREASURY AB|4,425|2025-03-30 EUR 15018427 0.09 15022113 0.15 XS2609431031 BONOS|BMW FINANCE NV|3,500|2025-04-06 EUR 13619692 0.08 0 0.0 XS2609549113 BONOS|CANADIAN IMPERIAL BA|3,995|2024-04-05 EUR 0 0.0 20002681 0.2 XS2613353288 BONOS|BANK OF NOVA SCOTIA/|4,072|2024-04-18 EUR 0 0.0 20007446 0.2 XS2613667976 BONOS|TOYOTA MOTOR FINANCE|3,625|2025-04-24 EUR 10839282 0.07 0 0.0 XS2613819155 BONOS|BMW FINANCE NV|3,500|2024-10-19 EUR 6980970 0.04 0 0.0 XS2614612930 BONOS|NATIONAL BANK OF CAN|4,652|2025-04-21 EUR 16566762 0.1 16579952 0.17 XS2618508340 BONOS|BANK OF NOVA SCOTIA/|4,402|2025-05-02 EUR 63692965 0.4 24054298 0.25 XS2622214745 BONOS|KRAFT HEINZ FOODS CO|4,466|2025-05-09 EUR 22026437 0.14 8019134 0.08 XS2626344266 BONOS|VOLVO TREASURY AB|3,750|2024-11-25 EUR 1997641 0.01 0 0.0 XS2632933631 BONOS|BANK OF MONTREAL|4,412|2025-06-06 EUR 42328113 0.26 23874438 0.24 XS2633055582 BONOS|NATIONWIDE BUILDING|4,458|2025-06-07 EUR 1053326 0.01 10033003 0.1 XS2634071489 BONOS|CANADIAN IMPERIAL BA|4,469|2025-06-09 EUR 58147300 0.36 58091201 0.59 XS2634209261 BONOS|BMW FINANCE NV|4,119|2024-12-09 EUR 20012813 0.12 20017128 0.21 XS2635183069 BONOS|SKANDINAVISKA ENSKIL|4,408|2025-06-13 EUR 79377894 0.49 60133136 0.62 XS2635641975 BONOS|METROPOLITAN LIFE GL|4,382|2025-06-18 EUR 5016021 0.03 5019237 0.05 XS2648672231 BONOS|CA AUTO BANK SPA/IRE|4,802|2025-01-13 EUR 33952225 0.21 20073936 0.21 XS2684980365 BONOS|SANTANDER CONSUMER F|4,408|2025-03-14 EUR 30058909 0.19 30028254 0.31 XS2687832886 BONOS|DAIMLER TRUCK FINANC|4,432|2025-03-18 EUR 55864263 0.35 20031499 0.21 XS2708745927 BONOS|COMMONWEALTH BANK OF|4,149|2024-10-25 EUR 15002025 0.09 14903400 0.15 6552367405 40.78 5640332205 57.8 11619652160 72.35 7818266427 80.14 XS2623990871 PAGARÉS|HEWLETT PACKARD ENTE|2024-05-10 EUR 0 0.0 9602918 0.1 XS2690057851 PAGARÉS|BAYER AG|2024-09-12 EUR 19161463 0.12 19193286 0.2 XS2811102339 PAGARÉS|HENKEL AG & CO KGAA|2024-10-25 EUR 49043302 0.31 0 0.0 XS2846411838 PAGARÉS|ALLIANZ SE|2024-12-17 EUR 68669285 0.43 0 0.0 XS2847672503 PAGARÉS|VOLKSWAGEN INTERNATI|2025-01-17 EUR 97746415 0.61 0 0.0 234620465 1.47 28796204 0.3 11854272624 73.82 7847062631 80.44 11854272624 73.82 7847062631 80.44 14308001261 89.12 9359123143 95.94 0 98_20240630_DC png 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 0 VONOVIA SE CONTADO|VONOVIA SE|1,80|2025-06-29|FÍSICA 11263696 02 TRATON FINANCE LUXEM CONTADO|TRATON FINANCE LUXEM|0,13|2025-03-2|FÍSICA 9443374 02 O2 TELEFONICA DEUTSC CONTADO|O2 TELEFONICA DEUTSC|1,75|2025-07-0|FÍSICA 5387186 02 BANCO DE SABADELL SA CONTADO|BANCO DE SABADELL SA|0,88|2025-07-2|FÍSICA 2643188 02 ROYAL BANK OF CANADA CONTADO|ROYAL BANK OF CANADA|0,13|2024-07-2|FÍSICA 49949288 02 ROYAL BANK OF CANADA CONTADO|ROYAL BANK OF CANADA|0,13|2024-07-2|FÍSICA 5993954 02 INTESA SANPAOLO SPA CONTADO|INTESA SANPAOLO SPA|0,75|2024-12-04|FÍSICA 5851156 02 INTESA SANPAOLO SPA CONTADO|INTESA SANPAOLO SPA|2,13|2025-05-26|FÍSICA 10872950 02 SCANIA CV AB CONTADO|SCANIA CV AB|2,25|2025-06-03|FÍSICA 9876305 02 MITSUBISHI HC CAPITA CONTADO|MITSUBISHI HC CAPITA|4,57|2026-04-3|FÍSICA 10090113 02 MMS USA HOLDINGS INC CONTADO|MMS USA HOLDINGS INC|0,63|2025-06-1|FÍSICA 12329309 02 BNP PARIBAS SA CONTADO|BNP PARIBAS SA|2,38|2025-02-17|FÍSICA 4993846 02 BNP PARIBAS SA CONTADO|BNP PARIBAS SA|2,38|2025-02-17|FÍSICA 1856697 02 BNP PARIBAS SA CONTADO|BNP PARIBAS SA|2,38|2025-02-17|FÍSICA 3134268 02 BANCO SANTANDER SA CONTADO|BANCO SANTANDER SA|2,50|2025-03-18|FÍSICA 4984504 02 HSBC HOLDINGS PLC CONTADO|HSBC HOLDINGS PLC|3,00|2025-06-30|FÍSICA 17852124 02 MERLIN PROPERTIES SO CONTADO|MERLIN PROPERTIES SO|1,75|2025-05-2|FÍSICA 2363431 02 WPP FINANCE 2016 CONTADO|WPP FINANCE 2016|1,38|2025-03-20|FÍSICA 9873846 02 178759235 178759235 false false false false false false false false false true J) Caixabank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica las comisiones de gestión del Fondo, con entrada en vigor el 1 de enero de 2024, en aplicación del criterio siguiente: Clase Estándar: Mínimo (0,95%; Máximo (0,225%; Euribor6M + 0,225%)) Clase Reparto: Mínimo (0,80%; Máximo (0,225%; Euribor6M + 0,225%)) Clase Plus: Mínimo (0,675%; Máximo (0,225%; Euribor6M + 0,225%)) Clase Premium: Mínimo (0,44%; Máximo (0,225%; Euribor6M + 0,225%)) Conociendo que la media diaria del cierre oficial Euribor 6M durante los últimos 10 días hábiles de diciembre 2023 ha sido 3,900%, la comisión de gestión en el fondo en el periodo del 1 de enero al 30 de junio del 2024 es: Clase Estándar: Mínimo (0,95%; Máximo (0,225%; 4,125%)) = 0,95% Clase Reparto: Mínimo (0,80%; Máximo (0,225%; 4,125%)) = 0,80% Clase Plus: Mínimo (0,675%; Máximo (0,225%; 4,125%)) = 0,675% Clase Premium: Mínimo (0,44%; Máximo (0,225%; 4,125%)) = 0,44% false false false false false true false true f) El importe total de las adquisiciones en el período es 245.274.593.648,96 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 10,39 %. 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 67,86 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. El primer semestre del año 2024 comenzó con un mercado condicionado por el buen cierre anual del año 2023 donde todas las clases de activos tuvieron un comportamiento muy positivo. El arranque de año mantuvo el tono, con los activos de riesgo alcanzando máximos históricos. El entorno económico ha permitido al mercado reducir significativamente la probabilidad de un escenario de recesión fuerte. La evolución de la inflación, el posicionamiento divergente de los bancos centrales a nivel global y la incertidumbre geopolítica, donde hemos tenido eventos importantes a lo largo del semestre, han marcado también la agenda. Centrándonos en la economía a nivel global el semestre comenzó con un dato de crecimiento del 4T en EEUU del 3,1% por encima de su tendencia a largo plazo, con una inflación en fase de enfriamiento y con un mercado laboral robusto contribuyendo a un crecimiento en los salarios reales que atesoraba ya 12 meses consecutivos de subidas. Esto ha implicado que el sentimiento del consumidor americano se haya visto reforzado a principios de año. Por el lado manufacturero, comenzamos con el mismo patrón y, así, el PMI se situó firmemente en territorio expansionista lo que también reforzo el sentimiento inversor. A pesar de estos datos de las encuestas, el crecimiento del PIB americano del primer trimestre fue de un decepcionante 1,4% anualizado, fundamentalmente debido a los inventarios y a unos datos de consumo finales por debajo de las expectativas que dichas encuestas mostraban. Durante el segundo trimestre del año, el patrón real de comportamiento del consumo ha sido similar con unas decepcionantes ventas minoristas cayendo en abril un -0,2% y creciendo en mayo un débil 0,1%. Por su parte la inflación ha corregido desde el 3,8% en marzo al 3,3% en junio y el desempleo ha crecido a finales del semestre por encima del 4%, cifra que no se veía en 30 meses. En el resto del mundo hemos asistido a una evolución de los indicadores muy similar, aunque el enfriamiento de finales de semestre ha sido menos acusado en Europa o en China. En el caso europeo, la periferia ha continuado siendo el soporte al crecimiento del conjunto de la Eurozona. La actitud de los bancos centrales y del mercado ante la posible evolución futura de los tipos de interés también ha ido adaptándose al comportamiento de los datos y en especial de los datos de inflación. El año comenzó con los analistas considerando hasta 7 bajadas de tipos (175 puntos básicos) por parte de la FED, cifra que se fue ajustando rápidamente en la medida en que empezó a calar el mensaje de "tipos altos por más tiempo". La economía norteamericana no ha llegado a descarrilar en ningún momento y la Reserva Federal ha querido mostrar su determinación en la lucha contra la inflación, evitando cometer un segundo error como ya ocurrió con el repunte de precios posterior a la pandemia. En este sentido, en su resumen de proyecciones económicas, en el que se incluye el grafico de puntos que determina los tipos de interés a distintos plazos esperados por cada miembro del consejo de gobierno, la Fed considera ya una única bajada de tipos este año frente a las 3 que incluía en el consejo de gobierno del mes de marzo. Por su parte, y tras los últimos datos de inflación, el mercado descuenta dos recortes de tipos. En el caso de Europa, si analizamos el posicionamiento del Banco Central Europeo, observamos que ya se ha comenzado con la bajada de tipos en 25 puntos básicos debido a que los datos de inflación en la Eurozona se encuentran en niveles muy cercanos al objetivo. Por su parte, la geopolítica ha jugado un papel relevante durante el semestre y todo apunta a que lo seguirá haciendo en los próximos meses. Por un lado, hemos asistido a las elecciones europeas y a la posterior convocatoria de elecciones legislativas en Francia que ha impulsado una percepción negativa de los mercados respecto a la estabilidad de la eurozona. Por otro lado, estos eventos han dado lugar a una fuerte sobreventa en la renta variable francesa y a una huida hacia la calidad en el caso de los bonos soberanos. En el caso de las elecciones americanas y con el adelanto de los debates electorales, junto con la variabilidad de las encuestas o la idoneidad del candidato demócrata Biden, están introduciendo una variable adicional de incertidumbre y volatilidad. Por lo que se refiere al mercado de renta fija, desde el miedo a la recesión a principios de año, posteriormente se ha pasado de un análisis centrado en si se producía un "no aterrizaje" de la economía americana, con una inflación más persistente, a un entorno donde se descuenta el comienzo de las bajadas de tipos, debido a una moderación significativa de la inflación. Esto ha supuesto una cierta caída de las TIRes de la deuda en términos generales hacia finales del semestre pero que no ha podido compensar el mal comportamiento de la renta fija en lo que llevamos de año. Los tipos de interés del bono del tesoro americano a 10 años comenzaron el año en niveles del 3,87% y a cierre de semestre cierran con una rentabilidad del 4,39%. Como consecuencia de este movimiento, el índice Bloomberg US Treasury ha tenido un comportamiento negativo en el semestre de -0,86%. En el caso europeo, el índice Bloomberg Paneuropeo de tesoros tiene una caída del -1,69%. El crédito corporativo corrige un -0,49% en EEUU, logrando mantenerse en positivo en Europa en un +0,70%. El mayor apetito por el riesgo durante el semestre ha permitido que la única clase de activo que se haya mantenido sólidamente en positivo haya sido el High Yield con una rentabilidad a cierre de semestre para el índice Bloomberg High Yield global de +3,18%. Por último, cabe destacar el repunte de los precios del petróleo y de los metales industriales, así como del oro, llevando al índice Bloomberg Commodity a una subida del +2,38%. b) Decisiones generales de inversión adoptadas. Se continua con una política similar a períodos anteriores manteniendo porcentajes de activos de gobierno y crédito parecidos. Mientras el BCE mantuvo los tipos en el 4% se intentó añadir activos de crédito cortos hasta 13 meses con rentabilidades cercanas a este tipo de interés y optando por una diversificación por países y emisores mayor que la preexistente. Se aumenta la exposición a países como Francia, Alemania, Canadá y Reino unido, mientras se reduce en países periféricos básicamente España e Italia. Por tipo de emisor se reduce la exposición a financieros y se aumenta los corporates al abrir el abanico de emisores. Se intentó primar los activos fijos hasta 13 meses para mantener una duración ligeramente sobre ponderada contra su índice y se mantuvo una posición similar en flotantes hasta dos años al período anterior. Se intentó estar en el mayor numero de primarios a dos años flotantes que nos permitía mercado para aprovechar los mayores diferenciales que flotantes a menor plazo. Por último la liquidez se intento mantener cercana al 15%, aunque ha sido en estos últimos meses cuando se eleva hasta cerca del 25% por la dificultad de encontrar papeles de calidad para incorporar a la cartera y las entradas de fondos. c) Índice de referencia. ICE BofA Euro Currency 3-Month Deposit Offered Rate Constant Maturity Index (LEC3) en un 85% y el ICE BofA Euro Currency Overnight Deposit Offered Rate Index (LEC0) en un 15%. La gestión toma como referencia la rentabilidad del índice a efectos informativos o comparativos. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. A nivel de clase: El patrimonio de clase de la clase cartera ha disminuido e un 0,32%, la clase estándar ha aumentado un 49,24%, la clase institucional ha aumentado un 5,97%, la clase plus ha aumentado un 95,91%, la clase platinum ha aumentado un 55,55%, la clase premium ha aumentado un 63,41% y la clase reparto ha aumentado un 72,01%. El numero de participes de la clase reparto ha aumentado un 3,48%, la clase estándar ha aumentado un 35,21%, la clase institucional se mantuvo sin cambios, la clase plus ha aumentado un 97,50%, la clase platinum ha aumentado un 60,59%, la clase premium ha aumentado un 60,96% y la clase reparto ha aumentado un 72,11%. La rentabilidad de la clase cartera ha sido de +1,98%, la clase estándar ha obtenido un +1,54%, la clase institucional ha obtenido un +1,96%, la clase plus ha obtenido un +1,68%, la clase platinum ha obtenido un 1,91%, la clase premium ha obtenido un 1,80% y la clase reparto ha obtenido un +1,82%. El fondo obtuvo en el período una rentabilidad bruta de +2,11% y la rentabilidad de su índice de referencia ha sido de +2,02%, lo que supone haber batido a su índice en 9pb. Los gastos directos soportados en el periodo por la clase cartera suponen el 0,05% del patrimonio, para la clase estándar han sido del 0,49%, para la clase institucional han sido del 0,08%, para la clase plus han sido del 0,35%, para la clase platinum han sido del 0,13%, para la clase premium han sido del 0,23% y para la clase reparto han sido del 0,41% 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 +1,71%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En activos de gobierno se compraron letras francesas y de la unión europea en plazos cortos hasta seis meses también se compraron letras italianas en plazos de año, a su vez hubo amortizaciones básicamente de letras italianas y en menor media de letras españolas. En crédito las compras se centraron en corporates a tipo fijo en plazos superiores a 6 meses y hasta 13 meses de nombres de la zona euro básicamente franceses y alemanes, en financieros nombres de bancos de la zona euro y también americanos, canadienses, ingleses y japoneses. En primarios flotantes básicamente los nombres fueron financieros aunque también hubo primarios de empresas automovilistas. En general todos los activos han contribuido de manera positiva a la rentabilidad del fondo en el período, pero los mas destacables por su aportación serían BOTS 14/02/25,8 BOTS 31/07/24, CCTS 15/09/25, ABBVIE 1,375% 17/05/24, ISPIM 16/11/25, BAC 24/08/25, ISPIM 17/03/25 y UBS 16/01/26. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. alNo se efectuó operativa alguna con derivados, hay que tener en cuenta que el fondo solo puede utilizar este tipo de activos como cobertura. El grado medio de apalancamiento del período ha sido del 0%. d) Otra información sobre inversiones. Información de la TIR y vida media de los fondos de Renta Fija y Monetarios. No aplica a fondos de fondos. A la fecha de referencia el fondo mantiene una cartera de activos de renta fija con una vida media de 0,26 años y con una Tir media bruta( esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,10%. Este dato refleja, a la fecha de referencia de la información, la rentabilidad que en términos brutos(calculada como media de las Tasa 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 las emisiones. La remuneración de la liquidez mantenida por la IIC ha sido de 3,94% 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. Resto: N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del 0,08% de todas las clases, ha sido inferior a la de su índice de referencia 0,12% e inferior a la de la letra del tesoro. 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. En la asignación de activos el panorama para el segundo semestre del año sigue siendo atractivo. La aceleración del crecimiento nominal favorece el crecimiento de los beneficios, y, aunque reforcemos la cautela en los tipos largos, la retórica de los Bancos Centrales (y las recientes sorpresas positivas en inflación) hace muy atractivos los tramos cortos, mientras que la ampliación del crecimiento favorece los diferenciales de crédito y periféricos. En un entorno tan favorable el principal riesgo siegue siendo el de "accidentes financieros" ligados a una corrección brusca en el tipo de cambio del yen, por intervención del Banco de Japón o por la misma sobre extensión del movimiento. Continuamos estando positivos con la inversión en renta variable con sesgo hacia Europa y emergentes. El ruido político no debe ocultarnos la salud del crecimiento económico, ni será un obstáculo para que se mantenga, quizás lo contrario, si la aplicación de las reglas fiscales de déficit excesivo se relaja aún más. El crecimiento en la Eurozona se acelera cuando el de EE. UU. empieza a dar señales (muy débiles) de desaceleración, que pueden llevar a que en la segunda parte del año el ritmo de ambas economías se aproxime, lo que es la base de nuestra visión. En el caso de la renta fija mantenemos una preferencia clara por los tramos cortos de la curva y por una positivización. Tanto los bonos corporativos como los de la periferia de la Eurozona nos parecen los instrumentos más atractivos para materializar este apetito por el riesgo. Mantendremos una política similar a la seguida hasta la fecha, primando los activos de crédito cortos contra los de gobierno para aprovechar los diferenciales de crédito positivos. La duración seguirá ligeramente sobre ponderada mientras veamos valor en los tipos cortos. Buscaremos rentabilidades por encima del 3,70% en plazos hasta 13 meses hasta que el BCE vuelva a recortar los tipos oficiales. Y seguiremos atentos al mercado de primarios para aprovechar oportunidades. Nuestra intención es mantener una liquidez cercana al 15% del objetivo del fondo. 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 2.396.999.948,43 € que representa un 16,75% 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. 30758309573 1790468 -0.21 3988249004 630873 1.50 1456278770 57637 1.87 3760413962 131416 2.35 0 0 0.00 1883484126 72565 5.41 671163425 251399 11.46 15784697983 1966566 15.81 0 0 0.00 233710345 9823 0.81 296002722 14235 1.54 0 0 0.00 2591098868 379882 3.20 6547895327 226227 7.68 0 0 0.00 0 0 0.00 0 0 0.00 13046624468 242206 1.71 2875784454 469637 1.58 1342063830 21954 14.00 631441029 25150 1.74 85867217886 6290038 4.48