xbrli:pure iso4217:EUR CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-07-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-01-01 2024-06-30 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-01-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2023-01-01 2023-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-10-01 2024-12-31 CAIXABANK MONETARIO RENDIMIENTO, FI 1.0.0 2024-07-01 2024-09-30 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 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 2024-12-31 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 04 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 0.43 0.36 0.80 0.60 3.42 3.94 3.68 2.66 5 CAIXABANK MONETARIO RENDIMIENTO, FI CLAS SIN RETRO EUR 151046490.88 168528169.96 5999 8087 0.00 0.00 false 1261384883 1386187232 1109190402 930540287 8.3510 8.0399 7.7814 7.8120 0.04 0.08 0.00 0.00 0.04 0.08 01 0.01 0.02 01 3.87 0.85 1.00 0.96 1.02 3.32 -0.39 -0.39 0.00 0.00 -0.09 2024-10-30 2024-08-05 2022-06-13 0.02 0.03 0.04 2024-10-17 2024-03-27 2022-06-15 01 0.08 0.07 0.08 0.07 0.09 0.15 0.25 0.06 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.09 0.02 0.29 0.29 0.29 0.29 0.29 0.30 0.33 0.32 0.10 0.03 0.03 0.03 0.03 0.10 0.11 0.11 0.10 false 98001_20241231_VL png 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 98001_20241231_RE png 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 false 1 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE ESTANDAR EUR 428077745.07 379045315.77 191543 172203 0.00 0.00 false 6 EUR 3437496620 2011179152 1977801053 1572419042 8.0301 7.7984 7.6137 7.6653 0.48 0.95 0.00 0.00 0.48 0.95 01 0.01 0.02 01 2.97 0.63 0.78 0.74 0.80 2.43 -0.67 -0.53 0.00 0.00 -0.09 2024-10-30 2024-08-05 2022-06-13 0.02 0.02 0.04 2024-10-17 2024-03-27 2022-06-15 01 0.08 0.07 0.08 0.07 0.09 0.15 0.25 0.06 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.09 0.02 0.31 0.31 0.31 0.31 0.32 0.33 0.35 0.33 0.98 0.25 0.25 0.24 0.24 0.98 0.39 0.26 0.26 false 98002_20241231_VL png 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 98002_20241231_RE png 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 false 6 CAIXABANK MONETARIO RENDIMIENTO, FI CL INSTIT. EUR 36267427.73 24552496.21 42 33 0.00 0.00 false 5000000 EUR 306326406 192191595 147437538 399202521 8.4463 8.1358 7.8782 7.9131 0.06 0.12 0.00 0.00 0.06 0.12 01 0.01 0.02 01 3.82 0.83 0.98 0.94 1.00 3.27 -0.44 -0.44 0.00 0.00 -0.09 2024-10-30 2024-08-05 2022-06-13 0.02 0.03 0.04 2024-10-17 2024-03-27 2022-06-15 01 0.08 0.07 0.08 0.07 0.09 0.15 0.25 0.06 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.09 0.02 0.29 0.29 0.29 0.29 0.30 0.31 0.33 0.32 0.15 0.04 0.04 0.04 0.04 0.15 0.16 0.16 0.16 false 98003_20241231_VL png 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 98003_20241231_RE png 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 false 2 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE PLUS EUR 1225019058.43 978162422.78 107802 86371 0.00 0.00 false 50000 EUR 9980800901 4021958649 863850792 550518462 8.1475 7.8909 7.6832 7.7353 0.34 0.67 0.00 0.00 0.34 0.67 01 0.01 0.02 01 3.25 0.70 0.85 0.81 0.87 2.70 -0.67 -0.53 0.00 0.00 -0.09 2024-10-30 2024-08-05 2022-06-13 0.02 0.02 0.04 2024-10-17 2024-03-27 2022-06-15 01 0.08 0.07 0.08 0.07 0.09 0.15 0.25 0.06 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.09 0.02 0.31 0.31 0.31 0.31 0.32 0.33 0.35 0.33 0.70 0.18 0.18 0.17 0.17 0.70 0.40 0.26 0.26 false 98004_20241231_VL png 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 98004_20241231_RE png 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 false 4 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE PLATINUM EUR 149772721.56 120379378.53 805 652 0.00 0.00 false 1000000 EUR 1252837116 571778766 331701854 214823987 8.3649 8.0654 7.8178 7.8603 0.11 0.22 0.00 0.00 0.11 0.22 01 0.01 0.02 01 3.71 0.81 0.96 0.92 0.98 3.17 -0.54 -0.53 0.00 0.00 -0.09 2024-10-30 2024-08-05 2022-06-13 0.02 0.03 0.04 2024-10-17 2024-03-27 2022-06-15 01 0.08 0.07 0.08 0.07 0.09 0.15 0.25 0.06 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.09 0.02 0.30 0.30 0.30 0.30 0.31 0.31 0.34 0.33 0.25 0.06 0.06 0.06 0.06 0.25 0.26 0.26 0.26 false 98005_20241231_VL png 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 98005_20241231_RE png 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 false 3 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE PREMIUM EUR 314766886.63 246062022.69 6173 4795 0.00 0.00 false 300000 EUR 2597657252 1222281018 607792710 228431397 8.2526 7.9741 7.7460 7.7965 0.22 0.44 0.00 0.00 0.22 0.44 01 0.01 0.02 01 3.49 0.75 0.90 0.86 0.92 2.95 -0.65 -0.53 0.00 0.00 -0.09 2024-10-30 2024-08-05 2022-06-13 0.02 0.03 0.04 2024-10-17 2024-03-27 2022-06-15 01 0.08 0.07 0.08 0.07 0.09 0.15 0.25 0.06 13.26 12.94 13.94 14.40 11.63 13.92 19.30 16.23 0.11 0.04 0.12 0.12 0.12 0.11 0.07 0.02 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.09 0.02 0.31 0.31 0.31 0.31 0.32 0.32 0.35 0.33 0.47 0.12 0.12 0.12 0.12 0.47 0.41 0.26 0.26 false 98006_20241231_VL png 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 98006_20241231_RE png 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 false 7 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE REPARTO EUR 110123423.38 98675451.29 16443 14894 0.00 0.00 false 6000 EUR 698945282 358780570 500 6.3469 6.1546 6.0001 0.40 0.80 0.00 0.00 0.40 0.80 01 0.01 0.02 01 3.12 0.66 0.81 0.78 0.84 2.58 0.00 0.00 2024-10-30 2024-08-05 0.02 0.02 2024-10-17 2024-03-27 01 0.08 0.07 0.08 0.07 0.09 0.15 13.26 12.94 13.94 14.40 11.63 13.92 0.11 0.04 0.12 0.12 0.12 0.11 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.15 0.14 0.15 0.17 0.16 0.18 0.12 0.12 0.12 0.12 0.12 0.12 0.83 0.21 0.21 0.21 0.21 0.83 0.01 false 98007_20241231_VL png 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 98007_20241231_RE png 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 false 8 CAIXABANK MONETARIO RENDIMIENTO, FI CLASE INTERNA EUR 69472290.15 2972 0.00 0.00 false 6 EUR 419288963 6.0353 0.02 0.02 0.00 0.00 0.02 0.02 01 0.00 0.00 01 01 ICE BofA EUR 3M Depo Offered Rate Const Mat 85%, ESTR Compound Index 15% 0.03 0.03 false 98008_20241231_VL png 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 98008_20241231_RE png 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 false 19215871212 14427363520 3350818580 2453728637 15681480343 11854249333 183572289 119385551 0 0 749335647 1618856976 -10469435 -7176518 19954737424 16039043978 16039043978 9764356981 9764356982 20.24 46.41 62.49 -39.93 0.00 0.00 0.00 0.00 1.56 1.69 3.22 26.67 1.89 2.01 3.88 29.06 1.83 2.00 3.80 25.61 0.00 0.00 0.00 0.00 0.06 0.01 0.07 983.12 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.01 20.01 0.00 0.00 0.00 0.00 0.00 0.00 0.00 19.01 0.00 0.00 0.00 0.00 -0.33 -0.32 -0.66 41.39 -0.31 -0.30 -0.61 41.48 -0.01 -0.01 -0.02 40.09 0.00 0.00 0.00 22.16 0.00 0.00 0.00 23.90 -0.01 -0.01 -0.03 43.88 0.00 0.00 0.00 295.63 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 295.63 19954737424 16039043978 19954737424 ES0000101651 BONOS/OBLIGA.|AUTONOMOUS COMMUNITY|1,826|2025-04-3 EUR 23138827 0.12 0 0.0 ES0L02510102 LETRAS|SPAIN LETRAS DEL TES|2025-10-10 EUR 97904346 0.49 0 0.0 121043173 0.61 0 0.0 ES0205032024 BONOS|FERROVIAL EMISIONES|1,375|2025-03-31 EUR 4452497 0.02 0 0.0 ES0205061007 BONOS|CANAL DE ISABEL II S|1,680|2025-02-26 EUR 43157118 0.22 25539478 0.16 ES0312342019 CÉDULAS|AYT CEDULAS CAJAS X|3,750|2025-06-30 EUR 45886848 0.23 0 0.0 ES0317046003 CÉDULAS|CEDULAS TDA 6 FONDO|3,875|2025-05-23 EUR 137436255 0.69 1001821 0.01 ES0343307015 BONOS|KUTXABANK SA|0,500|2024-09-25 EUR 0 0.0 30187390 0.19 ES0413900590 CÉDULAS|BANCO SANTANDER SA|0,010|2025-02-27 EUR 16313353 0.08 0 0.0 ES0443307063 CÉDULAS|KUTXABANK SA|1,250|2025-09-22 EUR 26560061 0.13 0 0.0 273806132 1.37 56728688 0.36 394849305 1.98 56728688 0.36 ES0000011868 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 307 0.0 112 0.0 ES00000122E5 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 0 0.0 1129400412 7.04 ES00000124C5 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 0 0.0 570981301 3.56 ES00000128P8 REPO|SPAIN GOVERNMENT BO|3,71|2024-07-01 EUR 893716354 4.48 696618123 4.34 ES0000012B39 REPO|SPAIN GOVERNMENT BO|2,80|2025-01-02 EUR 880498882 4.41 0 0.0 ES0000012I08 REPO|SPAIN GOVERNMENT BO|2,80|2025-01-02 EUR 1181753732 5.92 0 0.0 2955969274 14.81 2396999948 14.94 3350818580 16.79 2453728637 15.3 3350818580 16.79 2453728637 15.3 IT0005428617 DEUDA|ITALY CERTIFICATI DI|4,362|2026-04-15 EUR 65490994 0.33 50220029 0.31 65490994 0.33 50220029 0.31 BE0312799712 LETRAS|KINGDOM OF BELGIUM T|2025-03-13 EUR 99046781 0.5 0 0.0 DE000A0Z1UH6 BONOS/OBLIGA.|BAYERISCHE LANDESBOD|0,750|2025-05-2 EUR 28244903 0.14 0 0.0 DE000A14JZH9 BONOS/OBLIGA.|LAND BADEN-WUERTTEMB|0,010|2025-04-0 EUR 49603760 0.25 0 0.0 DE000BU0E139 LETRAS|GERMAN TREASURY BILL|2025-01-15 EUR 99226983 0.5 0 0.0 EU000A3JZSY6 LETRAS|EUROPEAN STABILITY M|2025-03-20 EUR 98546063 0.49 0 0.0 EU000A3K4EQ8 LETRAS|EUROPEAN UNION BILL|2024-07-05 EUR 0 0.0 98665247 0.62 EU000A3K4EV8 LETRAS|EUROPEAN UNION BILL|2024-10-04 EUR 0 0.0 49533228 0.31 EU000A3K4EX4 LETRAS|EUROPEAN UNION BILL|2024-11-08 EUR 0 0.0 98512104 0.61 EU000A3L0VR7 LETRAS|EUROPEAN UNION BILL|2025-01-10 EUR 164957032 0.83 0 0.0 EU000A3L1585 LETRAS|EUROPEAN UNION BILL|2025-02-07 EUR 49651134 0.25 0 0.0 EU000A3L3W70 LETRAS|EUROPEAN UNION BILL|2025-04-04 EUR 98745278 0.49 0 0.0 EU000A3L48E6 LETRAS|EUROPEAN UNION BILL|2025-05-09 EUR 50865371 0.25 0 0.0 EU000A4DMKU0 LETRAS|EUROPEAN STABILITY M|2025-01-09 EUR 13888078 0.07 0 0.0 EU000A4DMKV8 LETRAS|EUROPEAN STABILITY M|2025-04-17 EUR 49324510 0.25 0 0.0 FR0128227776 LETRAS|FRANCE TREASURY BILL|2024-08-21 EUR 0 0.0 171998414 1.07 FR0128227784 LETRAS|FRANCE TREASURY BILL|2024-09-18 EUR 0 0.0 196607657 1.23 FR0128379395 LETRAS|FRANCE TREASURY BILL|2024-07-17 EUR 0 0.0 148781911 0.93 FR0128379411 LETRAS|FRANCE TREASURY BILL|2024-08-14 EUR 0 0.0 49548409 0.31 FR0128379452 LETRAS|FRANCE TREASURY BILL|2024-11-14 EUR 0 0.0 98423964 0.61 FR0128537174 LETRAS|FRANCE TREASURY BILL|2025-01-08 EUR 198548440 0.99 0 0.0 FR0128537208 LETRAS|FRANCE TREASURY BILL|2025-03-12 EUR 147884195 0.74 0 0.0 FR0128690650 LETRAS|FRANCE TREASURY BILL|2025-03-05 EUR 149011192 0.75 0 0.0 FR0128690668 LETRAS|FRANCE TREASURY BILL|2025-03-19 EUR 49676952 0.25 0 0.0 IT0005331878 DEUDA|ITALY CERTIFICATI DI|4,442|2025-09-15 EUR 176347582 0.88 176163049 1.1 IT0005359846 DEUDA|ITALY CERTIFICATI DI|5,526|2025-01-15 EUR 100962127 0.51 0 0.0 IT0005555963 LETRAS|ITALY BUONI ORDINARI|2024-07-12 EUR 0 0.0 99408248 0.62 IT0005570855 LETRAS|ITALY BUONI ORDINARI|2024-11-14 EUR 0 0.0 96472331 0.6 IT0005581506 LETRAS|ITALY BUONI ORDINARI|2024-07-31 EUR 0 0.0 147339169 0.92 IT0005582868 LETRAS|ITALY BUONI ORDINARI|2025-02-14 EUR 290312796 1.45 289910455 1.81 IT0005586349 LETRAS|ITALY BUONI ORDINARI|2025-03-14 EUR 147883922 0.74 0 0.0 IT0005589046 LETRAS|ITALY BUONI ORDINARI|2024-09-30 EUR 0 0.0 343925431 2.14 IT0005596538 LETRAS|ITALY BUONI ORDINARI|2024-11-29 EUR 0 0.0 98234857 0.61 IT0005599474 LETRAS|ITALY BUONI ORDINARI|2025-06-13 EUR 146816133 0.74 0 0.0 IT0005607459 LETRAS|ITALY BUONI ORDINARI|2025-01-31 EUR 196703248 0.99 0 0.0 IT0005614182 LETRAS|ITALY BUONI ORDINARI|2025-03-31 EUR 296084102 1.48 0 0.0 IT0005617367 LETRAS|ITALY BUONI ORDINARI|2025-10-14 EUR 97693756 0.49 0 0.0 IT0005624447 LETRAS|ITALY BUONI ORDINARI|2025-05-30 EUR 197491337 0.99 0 0.0 PTOTVMOE0000 DEUDA|PORTUGAL OBRIGACOES|4,633|2025-07-23 EUR 7071574 0.04 0 0.0 XS1167203881 BONOS/OBLIGA.|PROVINCE OF QUEBEC C|0,875|2025-01-1 EUR 29655653 0.15 0 0.0 XS1807430811 BONOS/OBLIGA.|PROVINCE OF ONTARIO|0,625|2025-04-17 EUR 39544309 0.2 0 0.0 XS2152799529 BONOS/OBLIGA.|PROVINCE OF QUEBEC C|0,200|2025-04-0 EUR 13944717 0.07 0 0.0 XS2162004209 BONOS/OBLIGA.|ONTARIO TEACHERS' FI|0,500|2025-05-0 EUR 99128290 0.5 0 0.0 3186860219 15.98 2163524476 13.49 BE6355593565 BONOS|BELFIUS BANK SA|3,263|2026-09-18 EUR 30039423 0.15 0 0.0 CH0343366842 BONOS|UBS GROUP AG|1,250|2025-07-17 EUR 0 0.0 58535669 0.36 CH0591979635 BONOS|UBS GROUP AG|4,923|2026-01-16 EUR 110493505 0.55 100519129 0.63 DE000A3L2ZN4 BONOS|TRATON FINANCE LUXEM|3,713|2026-08-21 EUR 45018882 0.23 0 0.0 DE000A3LKBD0 BONOS|TRATON FINANCE LUXEM|4,897|2026-01-21 EUR 58517042 0.29 33661384 0.21 DE000A3LW3B3 BONOS|MERCEDES-BENZ INTERN|4,075|2026-04-09 EUR 43953628 0.22 33998331 0.21 DE000A3LZW01 BONOS|MERCEDES-BENZ INTERN|3,022|2026-06-11 EUR 34960351 0.18 0 0.0 DE000BLB9V03 BONOS|BAYERISCHE LANDESBAN|4,435|2026-01-31 EUR 0 0.0 15210471 0.09 DK0030393319 BONOS|NYKREDIT REALKREDIT|4,451|2026-02-27 EUR 28678127 0.14 28662793 0.18 DK0030467105 BONOS|NYKREDIT REALKREDIT|0,250|2026-01-13 EUR 12406976 0.06 0 0.0 FR001400MK22 BONOS|VINCI SA|4,061|2026-01-02 EUR 35025754 0.18 35066164 0.22 FR001400N3K1 BONOS|BANQUE FEDERATIVE DU|4,362|2026-01-12 EUR 38599650 0.19 38565889 0.24 FR001400N9V5 BONOS|SOCIETE GENERALE SA|4,395|2026-01-19 EUR 126848226 0.64 95716367 0.6 FR001400OGI0 BONOS|BPCE SA|4,162|2026-03-06 EUR 56779861 0.28 56710494 0.35 FR001400OTT0 BONOS|BNP PARIBAS SA|4,017|2026-03-20 EUR 50083667 0.25 50001688 0.31 FR001400PZU2 BONOS|HSBC CONTINENTAL EUR|4,234|2026-05-10 EUR 48513576 0.24 48477705 0.3 FR001400Q0V1 BONOS|VINCI SA|4,056|2026-05-13 EUR 58017581 0.29 48008092 0.3 FR001400SJ03 BONOS|BANQUE FEDERATIVE DU|3,202|2026-09-12 EUR 25993020 0.13 0 0.0 FR001400SMX8 BONOS|RCI BANQUE SA|3,596|2026-09-14 EUR 20015488 0.1 0 0.0 IT0005374043 BONOS|CASSA DEPOSITI E PRE|4,720|2026-06-28 EUR 19999078 0.1 0 0.0 XS2156506854 BONOS|NATURGY FINANCE IBER|1,250|2026-01-15 EUR 1970147 0.01 0 0.0 XS2178833773 BONOS|STELLANTIS NV|3,875|2026-01-05 EUR 2519425 0.01 0 0.0 XS2293577354 BONOS|BANCO SANTANDER SA|4,544|2026-01-29 EUR 31943729 0.16 6021339 0.04 XS2322254165 BONOS|GOLDMAN SACHS GROUP|4,711|2026-03-19 EUR 28645952 0.14 11083308 0.07 XS2342059784 BONOS|BARCLAYS PLC|4,806|2026-05-12 EUR 59238045 0.3 48293352 0.3 XS2345784057 BONOS|BANK OF AMERICA CORP|4,819|2025-08-24 EUR 0 0.0 78949951 0.49 XS2345982362 BONOS|UBS AG/LONDON|0,250|2026-01-05 EUR 6819013 0.03 0 0.0 XS2387929834 BONOS|BANK OF AMERICA CORP|3,839|2026-09-22 EUR 113840606 0.57 0 0.0 XS2617442525 BONOS|VOLKSWAGEN BANK GMBH|4,250|2026-01-07 EUR 3746117 0.02 0 0.0 XS2712747182 BONOS|COOPERATIEVE RABOBAN|3,652|2026-11-03 EUR 22981920 0.12 0 0.0 XS2742659738 BONOS|FEDERATION DES CAISS|4,438|2026-01-17 EUR 84357570 0.42 64291899 0.4 XS2744130852 BONOS|VOLVO TREASURY AB|4,385|2026-01-09 EUR 44746923 0.22 44771886 0.28 XS2745115597 BONOS|NATWEST MARKETS PLC|4,485|2026-01-09 EUR 128060585 0.64 128062541 0.8 XS2752456314 BONOS|SANTANDER CONSUMER F|4,547|2026-01-22 EUR 30112872 0.15 30073375 0.19 XS2752874821 BONOS|CA AUTO BANK SPA/IRE|4,679|2026-01-26 EUR 93540257 0.47 93575834 0.58 XS2754071350 BONOS|BANQUE INTERNATIONAL|4,635|2026-02-01 EUR 27031041 0.14 27020076 0.17 XS2764456344 BONOS|SAASTOPANKKIEN KESKU|4,806|2026-02-12 EUR 10013244 0.05 10000978 0.06 XS2768933603 BONOS|BMW FINANCE NV|4,026|2026-02-19 EUR 14999517 0.08 15013469 0.09 XS2775174340 BONOS|KBC IFIMA SA|4,135|2026-03-04 EUR 58184763 0.29 43644449 0.27 XS2780024977 BONOS|KONINKLIJKE AHOLD DE|4,059|2026-03-11 EUR 7420184 0.04 7417479 0.05 XS2780858994 BONOS|NATIONAL BANK OF CAN|4,222|2026-03-06 EUR 34328613 0.17 34290738 0.21 XS2783789931 BONOS|TOYOTA MOTOR FINANCE|4,139|2026-03-13 EUR 34272340 0.17 24238740 0.15 XS2793212197 BONOS|BANK OF NOVA SCOTIA/|4,082|2026-03-26 EUR 16032429 0.08 16015508 0.1 XS2793782611 BONOS|CANADIAN IMPERIAL BA|3,131|2026-03-27 EUR 10568384 0.05 0 0.0 XS2794650833 BONOS|VOLKSWAGEN INTERNATI|4,348|2026-03-27 EUR 67450657 0.34 63591795 0.4 XS2798983545 BONOS|LEASYS SPA|4,641|2026-04-08 EUR 61223216 0.31 20007357 0.12 XS2800795291 BONOS|UBS AG/LONDON|4,262|2026-04-12 EUR 129631182 0.65 114462631 0.71 XS2802190459 BONOS|SNAM SPA|4,306|2026-04-15 EUR 65053262 0.33 44992584 0.28 XS2803392021 BONOS|TORONTO-DOMINION BAN|4,303|2026-04-16 EUR 105142492 0.53 70043636 0.44 XS2810848528 BONOS|MITSUBISHI HC CAPITA|4,565|2026-04-30 EUR 37932399 0.19 27930634 0.17 XS2812416480 BONOS|TOYOTA MOTOR FINANCE|4,265|2026-04-30 EUR 45597569 0.23 14845727 0.09 XS2824777267 BONOS|VOLVO TREASURY AB|4,202|2026-05-22 EUR 79876904 0.4 50964339 0.32 XS2835763702 BONOS|BMW INTERNATIONAL IN|3,942|2026-06-05 EUR 39944737 0.2 19995891 0.12 XS2842855814 BONOS|BANK OF NOVA SCOTIA/|4,119|2026-06-17 EUR 66199879 0.33 60010994 0.37 XS2844409271 BONOS|DIAGEO FINANCE PLC|4,011|2026-06-20 EUR 51387614 0.26 40003601 0.25 XS2864386441 BONOS|CANADIAN IMPERIAL BA|3,685|2026-07-17 EUR 48068364 0.24 0 0.0 XS2870147597 BONOS|AMERICAN HONDA FINAN|3,439|2026-04-29 EUR 25000673 0.13 0 0.0 XS2880093765 BONOS|VOLKSWAGEN INTERNATI|3,584|2026-08-14 EUR 48042290 0.24 0 0.0 XS2883975976 BONOS|TOYOTA MOTOR FINANCE|3,443|2026-08-21 EUR 19934594 0.1 0 0.0 XS2902603377 BONOS|METROPOLITAN LIFE GL|3,293|2026-09-17 EUR 4966355 0.02 0 0.0 XS2906229138 BONOS|NATWEST MARKETS PLC|3,181|2026-09-25 EUR 55064872 0.28 0 0.0 XS2911664667 BONOS|AMERICAN HONDA FINAN|3,318|2026-05-29 EUR 30020325 0.15 0 0.0 XS2913966235 BONOS|TOYOTA FINANCE AUSTR|3,091|2026-01-07 EUR 20016908 0.1 0 0.0 XS2915279140 BONOS|BMW INTERNATIONAL IN|3,718|2026-10-09 EUR 37068675 0.19 0 0.0 XS2915526847 BONOS|LLOYDS BANK CORPORAT|3,668|2026-10-09 EUR 23010738 0.12 0 0.0 XS2919743927 BONOS|STANDARD CHARTERED B|3,579|2026-10-15 EUR 20012451 0.1 0 0.0 XS2921399932 BONOS|TOYOTA MOTOR FINANCE|3,655|2026-10-16 EUR 15011543 0.08 0 0.0 XS2931921113 BONOS|ROYAL BANK OF CANADA|3,462|2026-11-04 EUR 36025388 0.18 0 0.0 XS2936118400 BONOS|NATIONAL BANK OF CAN|3,449|2026-11-06 EUR 20008415 0.1 0 0.0 XS2936812366 BONOS|NATWEST MARKETS NV|3,482|2026-11-11 EUR 10002795 0.05 0 0.0 XS2939527102 BONOS|BMW FINANCE NV|3,435|2026-11-18 EUR 30031616 0.15 0 0.0 XS2953611584 BONOS|TOYOTA FINANCE AUSTR|3,369|2026-12-02 EUR 20016941 0.1 0 0.0 XS2963566380 BONOS|MACQUARIE BANK LTD|3,303|2026-12-18 EUR 55025689 0.28 0 0.0 2976086053 14.93 1852748285 11.52 DE000A189ZX0 BONOS|VONOVIA SE|1,250|2024-12-06 EUR 0 0.0 4813460 0.03 DE000A19NS93 BONOS|VONOVIA SE|1,125|2025-09-08 EUR 2759762 0.01 0 0.0 DE000A1Z0TA4 BONOS|JAB HOLDINGS BV|1,625|2025-04-30 EUR 36106291 0.18 12963154 0.08 DE000A1ZY989 BONOS|VONOVIA SE|1,500|2025-03-31 EUR 10975057 0.05 10962624 0.07 DE000A289RN6 BONOS|MERCEDES-BENZ INTERN|2,625|2025-04-07 EUR 40027024 0.2 25211165 0.16 DE000A28RSQ8 BONOS|ALLIANZ FINANCE II B|2025-01-14 EUR 5054677 0.03 0 0.0 DE000A2GSCY9 BONOS|MERCEDES-BENZ INTERN|4,342|2024-07-03 EUR 0 0.0 8521612 0.05 DE000A2RWZZ6 BONOS|VONOVIA SE|1,800|2025-06-29 EUR 19601356 0.1 0 0.0 DE000A3E5MF0 BONOS|VONOVIA SE|2024-09-16 EUR 0 0.0 13390922 0.08 DE000A3KNP88 BONOS|TRATON FINANCE LUXEM|0,125|2025-03-24 EUR 53380495 0.27 34793053 0.22 DE000A3KYMA6 BONOS|TRATON FINANCE LUXEM|0,125|2024-11-10 EUR 0 0.0 41232991 0.26 DE000A3LBGG1 BONOS|TRATON FINANCE LUXEM|4,125|2025-11-22 EUR 50480942 0.25 0 0.0 DE000A3LC4C3 BONOS|TRATON FINANCE LUXEM|4,125|2025-01-18 EUR 40744680 0.2 20719484 0.13 DE000A3LGGL0 BONOS|MERCEDES-BENZ INTERN|3,400|2025-04-13 EUR 32876068 0.16 29909394 0.19 DE000A3LHK72 BONOS|TRATON FINANCE LUXEM|4,000|2025-09-16 EUR 43904670 0.22 0 0.0 DE000A3LJT71 BONOS|MERCEDES-BENZ INTERN|3,625|2024-12-16 EUR 0 0.0 9988876 0.06 DE000A3LNFJ2 BONOS|TRATON FINANCE LUXEM|4,665|2025-09-18 EUR 63709402 0.32 31003695 0.19 DE000A3LRS64 BONOS|MERCEDES-BENZ INTERN|4,108|2025-12-01 EUR 59825169 0.3 36894527 0.23 DE000A3MP4T1 BONOS|VONOVIA SE|2025-12-01 EUR 24383561 0.12 0 0.0 DE000LB38937 BONOS|LANDESBANK BADEN-WUE|4,408|2025-11-28 EUR 3409942 0.02 36030717 0.22 DK0009522062 BONOS|NYKREDIT REALKREDIT|0,625|2025-01-17 EUR 45530644 0.23 15770684 0.1 DK0009525404 BONOS|NYKREDIT REALKREDIT|0,125|2024-07-10 EUR 0 0.0 25798387 0.16 DK0009529901 BONOS|NYKREDIT REALKREDIT|0,500|2025-07-10 EUR 15474176 0.08 0 0.0 FR0010800540 BONOS|ELECTRICITE DE FRANC|4,625|2024-09-11 EUR 0 0.0 10040953 0.06 FR0011360478 BONOS|LA POSTE SA|2,750|2024-11-26 EUR 0 0.0 15223412 0.09 FR0011689579 BONOS|BPCE SA|3,000|2024-07-19 EUR 0 0.0 5590606 0.03 FR0012159812 EMISIONES|CAISSE D'AMORTISSEME|1,375|2024-11-25 EUR 0 0.0 9473019 0.06 FR0012173862 BONOS|PERNOD RICARD SA|2,125|2024-09-27 EUR 0 0.0 19838622 0.12 FR0012199065 BONOS|RTE RESEAU DE TRANSP|1,625|2024-10-08 EUR 0 0.0 6041964 0.04 FR0012304459 BONOS|CREDIT AGRICOLE SA|3,000|2024-12-22 EUR 0 0.0 9945349 0.06 FR0012384667 BONOS|PUBLICIS GROUPE SA|1,625|2024-12-16 EUR 0 0.0 6005560 0.04 FR0012395689 BONOS|CREDIT AGRICOLE SA|3,000|2025-02-02 EUR 14412048 0.07 6250327 0.04 FR0012620367 BONOS|CREDIT AGRICOLE SA|2,700|2025-04-14 EUR 12183896 0.06 0 0.0 FR0012633345 BONOS|BPCE SA|2,250|2025-03-12 EUR 19245723 0.1 10882704 0.07 FR0012737963 BONOS|CREDIT AGRICOLE SA|2,700|2025-07-15 EUR 14238776 0.07 0 0.0 FR0012939882 BONOS|CAISSE FRANCAISE DE|1,125|2025-09-09 EUR 24748300 0.12 0 0.0 FR0013201126 BONOS|COFIROUTE SA|0,375|2025-02-07 EUR 20137992 0.1 15986365 0.1 FR0013248507 BONOS|VEOLIA ENVIRONNEMENT|1,000|2025-04-03 EUR 1871860 0.01 0 0.0 FR0013250693 BONOS|RCI BANQUE SA|1,625|2025-04-11 EUR 54087770 0.27 48205920 0.3 FR0013264405 BONOS|COENTREPRISE DE TRAN|0,875|2024-09-29 EUR 0 0.0 27649392 0.17 FR0013282571 BONOS|VIVENDI SE|0,875|2024-09-18 EUR 0 0.0 40936530 0.26 FR0013286838 BONOS|LA BANQUE POSTALE SA|1,000|2024-10-16 EUR 0 0.0 5986415 0.04 FR0013292687 BONOS|RCI BANQUE SA|4,423|2024-11-04 EUR 0 0.0 25843999 0.16 FR0013299641 BONOS|BNP PARIBAS CARDIF S|1,000|2024-11-29 EUR 0 0.0 42071118 0.26 FR0013311503 BONOS|SOCIETE GENERALE SA|1,125|2025-01-23 EUR 47123795 0.24 28288161 0.18 FR0013322146 BONOS|RCI BANQUE SA|4,323|2025-03-12 EUR 37104550 0.19 4469233 0.03 FR0013323326 BONOS|STELLANTIS NV|2,000|2025-03-20 EUR 1481766 0.01 1479959 0.01 FR0013325172 BONOS|DANONE SA|1,000|2025-03-26 EUR 8843044 0.04 0 0.0 FR0013327962 BONOS|CAPGEMINI SE|1,000|2024-10-18 EUR 0 0.0 16330541 0.1 FR0013332988 BONOS|UNIBAIL-RODAMCO-WEST|1,125|2025-09-15 EUR 56467835 0.28 0 0.0 FR0013357845 BONOS|CIE GENERALE DES ETA|0,875|2025-09-03 EUR 3934135 0.02 0 0.0 FR0013383585 CÉDULAS|SOCIETE GENERALE SFH|0,500|2025-01-30 EUR 49813970 0.25 0 0.0 FR0013393774 BONOS|RCI BANQUE SA|2,000|2024-07-11 EUR 0 0.0 58522982 0.36 FR0013396447 BONOS|BPCE SA|1,000|2024-07-15 EUR 0 0.0 27428521 0.17 FR0013396512 BONOS|ORANGE SA|1,125|2024-07-15 EUR 0 0.0 47450301 0.3 FR0013405537 BONOS|BNP PARIBAS SA|1,125|2024-08-28 EUR 0 0.0 32660965 0.2 FR0013412343 BONOS|BPCE SA|1,000|2025-04-01 EUR 42941120 0.22 26968801 0.17 FR0013425139 BONOS|MMS USA HOLDINGS INC|0,625|2025-06-13 EUR 39339414 0.2 12085327 0.08 FR0013429073 BONOS|BPCE SA|0,625|2024-09-26 EUR 0 0.0 58109954 0.36 FR0013463650 BONOS|ESSILORLUXOTTICA SA|0,125|2025-05-27 EUR 46751947 0.23 31998043 0.2 FR0013464930 BONOS|BPCE SA|0,125|2024-12-04 EUR 0 0.0 34528445 0.22 FR0013504644 BONOS|ENGIE SA|1,375|2025-03-27 EUR 4860426 0.02 0 0.0 FR0013505104 BONOS|SANOFI SA|1,000|2025-04-01 EUR 25159948 0.13 0 0.0 FR0013505518 EMISIONES|BPIFRANCE SACA|0,125|2025-03-25 EUR 72351364 0.36 72206062 0.45 FR0013505559 BONOS|AIR LIQUIDE FINANCE|1,000|2025-04-02 EUR 15967134 0.08 4697644 0.03 FR0013506508 BONOS|LVMH MOET HENNESSY L|0,750|2025-04-07 EUR 46547408 0.23 16719420 0.1 FR0013506524 BONOS|PERNOD RICARD SA|1,125|2025-04-07 EUR 22930384 0.11 22896058 0.14 FR0013506813 BONOS|UNIBAIL-RODAMCO-WEST|2,125|2025-04-09 EUR 45198704 0.23 25898434 0.16 FR0013509726 BONOS|BPCE SA|0,625|2025-04-28 EUR 106121396 0.53 59998049 0.37 FR0013519048 BONOS|CAPGEMINI SE|0,625|2025-06-23 EUR 2935839 0.01 0 0.0 FR0014001JP1 BONOS|BANQUE STELLANTIS FR|2025-01-22 EUR 47965911 0.24 47940793 0.3 FR0014002NR7 BONOS|ARVAL SERVICE LEASE|2024-09-30 EUR 0 0.0 42475899 0.26 FR0014003Z81 BONOS|CARREFOUR BANQUE SA|0,107|2025-06-14 EUR 16544605 0.08 0 0.0 FR0014005OL1 BONOS|ARVAL SERVICE LEASE|2025-10-01 EUR 40287894 0.2 0 0.0 FR0014006XE5 BONOS|BANQUE FEDERATIVE DU|0,010|2025-03-07 EUR 76221508 0.38 4857714 0.03 FR0014007KL5 BONOS|RCI BANQUE SA|0,500|2025-07-14 EUR 22739691 0.11 0 0.0 FR0014008FH1 BONOS|ARVAL SERVICE LEASE|0,875|2025-02-17 EUR 21402766 0.11 0 0.0 FR0014009A50 BONOS|BANQUE FEDERATIVE DU|1,000|2025-05-23 EUR 75015811 0.38 48032195 0.3 FR0014009KS6 BONOS|SANOFI SA|0,875|2025-04-06 EUR 3814972 0.02 3809985 0.02 FR001400A5N5 BONOS|KERING SA|1,250|2025-05-05 EUR 21822568 0.11 0 0.0 FR001400E904 BONOS|RCI BANQUE SA|4,125|2025-12-01 EUR 54679756 0.27 0 0.0 FR001400F315 BONOS|SOCIETE GENERALE SA|4,356|2025-01-13 EUR 91819769 0.46 76183391 0.47 FR001400F695 BONOS|BANQUE FEDERATIVE DU|4,238|2025-01-17 EUR 10010370 0.05 10019228 0.06 FR001400G0W1 BONOS|AYVENS SA|4,380|2025-02-21 EUR 84517227 0.42 74281359 0.46 FR001400G1Y5 BONOS|BNP PARIBAS SA|4,119|2025-02-24 EUR 46351600 0.23 35357571 0.22 FR001400G9P6 BONOS|BPCE SA|4,102|2024-09-06 EUR 0 0.0 12506020 0.08 FR001400GDG7 BONOS|CREDIT AGRICOLE SA|4,072|2025-03-07 EUR 103533184 0.52 78554731 0.49 FR001400H8D3 BONOS|ARVAL SERVICE LEASE|4,250|2025-11-11 EUR 17833031 0.09 0 0.0 FR001400HO25 BONOS|BANQUE FEDERATIVE DU|3,392|2025-04-28 EUR 26521088 0.13 0 0.0 FR001400HQD4 BONOS|VINCI SA|3,375|2025-02-04 EUR 17890162 0.09 0 0.0 FR001400JA60 BONOS|BPCE SA|4,304|2025-07-18 EUR 29732320 0.15 29727655 0.19 FR001400KI02 BONOS|KERING SA|3,750|2025-09-05 EUR 12479430 0.06 0 0.0 FR001400KJT9 BONOS|BANQUE FEDERATIVE DU|4,135|2025-09-08 EUR 45081287 0.23 45082923 0.28 FR001400L4Y2 BONOS|AYVENS SA|4,541|2025-10-06 EUR 94740253 0.47 74701454 0.47 IT0005038283 CÉDULAS|BANCA MONTE DEI PASC|2,875|2024-07-16 EUR 0 0.0 80229212 0.5 IT0005105488 BONOS|CASSA DEPOSITI E PRE|1,500|2025-04-09 EUR 6953661 0.03 6929965 0.04 IT0005204406 BONOS|UNICREDIT SPA|4,652|2024-08-31 EUR 0 0.0 36590108 0.23 IT0005495194 BONOS|INTESA SANPAOLO SPA|1,960|2025-06-10 EUR 6260922 0.03 0 0.0 PTBSSIOM0015 BONOS|BRISA-CONCESSAO RODO|1,875|2025-04-30 EUR 0 0.0 8353538 0.05 XS0203712939 BONOS|TERNA - RETE ELETTRI|4,900|2024-10-28 EUR 0 0.0 16652170 0.1 XS0452314536 BONOS|GENERALI|5,125|2024-09-16 EUR 0 0.0 17127945 0.11 XS0857662448 BONOS|MCDONALD'S CORP|2,375|2024-11-27 EUR 0 0.0 5917828 0.04 XS0906815591 BONOS|PHILIP MORRIS INTERN|2,750|2025-03-19 EUR 20168000 0.1 9176615 0.06 XS0909359332 BONOS|BAT INTERNATIONAL FI|2,750|2025-03-25 EUR 43326570 0.22 20163629 0.13 XS0926785808 BONOS|COCA-COLA EUROPACIFI|2,375|2025-05-07 EUR 20593898 0.1 20547901 0.13 XS0951216166 BONOS|ORACLE CORP|3,125|2025-07-10 EUR 20849769 0.1 0 0.0 XS0993148856 BONOS|AT&T INC|3,500|2025-12-17 EUR 12698685 0.06 0 0.0 XS1112829947 BONOS|DIAGEO FINANCE PLC|1,750|2024-09-23 EUR 0 0.0 12862185 0.08 XS1112850125 BONOS|BOOKING HOLDINGS INC|2,375|2024-09-23 EUR 0 0.0 23103169 0.14 XS1116263325 BONOS|GOLDMAN SACHS GROUP|2,125|2024-09-30 EUR 0 0.0 23593641 0.15 XS1117299484 BONOS|AIR PRODUCTS AND CHE|1,000|2025-02-12 EUR 21083303 0.11 21064222 0.13 XS1134519120 BONOS|AKZO NOBEL NV|1,750|2024-11-07 EUR 0 0.0 3935339 0.02 XS1140857316 BONOS|STANDARD CHARTERED P|3,125|2024-11-19 EUR 0 0.0 13332335 0.08 XS1142279782 BONOS|THERMO FISHER SCIENT|2,000|2025-04-15 EUR 36276535 0.18 9846999 0.06 XS1145750037 BONOS|URENCO FINANCE NV|2,375|2024-12-02 EUR 0 0.0 46357539 0.29 XS1166201035 BONOS|BANQUE FEDERATIVE DU|1,250|2025-01-14 EUR 28292593 0.14 0 0.0 XS1167204699 BONOS|LLOYDS BANK PLC|1,250|2025-01-13 EUR 13478387 0.07 13475766 0.08 XS1170307414 BONOS|NATURGY FINANCE IBER|1,375|2025-01-21 EUR 25361039 0.13 8853263 0.06 XS1173792059 BONOS|CITIGROUP INC|1,750|2025-01-28 EUR 47532773 0.24 19909076 0.12 XS1174469137 BONOS|JPMORGAN CHASE & CO|1,500|2025-01-27 EUR 10269252 0.05 0 0.0 XS1176079843 BONOS|ENEL FINANCE INTERNA|1,966|2025-01-27 EUR 31631476 0.16 12863191 0.08 XS1177459531 BONOS|ENAGAS FINANCIACIONE|1,250|2025-02-06 EUR 57882338 0.29 54893905 0.34 XS1179916017 BONOS|CARREFOUR SA|1,250|2025-06-03 EUR 25245084 0.13 16318531 0.1 XS1180256528 BONOS|MORGAN STANLEY|1,750|2025-01-30 EUR 84880888 0.43 28123612 0.18 XS1181448561 CÉDULAS|ERSTE GROUP BANK AG|0,750|2025-02-05 EUR 3404584 0.02 3404844 0.02 XS1189263400 BONOS|NORDEA BANK ABP|1,125|2025-02-12 EUR 29928645 0.15 13716382 0.09 XS1189286286 BONOS|REN FINANCE BV|2,500|2025-02-12 EUR 10289772 0.05 3804832 0.02 XS1190632999 BONOS|BNP PARIBAS SA|2,375|2025-02-17 EUR 82382255 0.41 72387734 0.45 XS1195574881 BONOS|SOCIETE GENERALE SA|2,625|2025-02-27 EUR 29065070 0.15 28997414 0.18 XS1201001572 BONOS|BANCO SANTANDER SA|2,500|2025-03-18 EUR 106778889 0.54 50286883 0.31 XS1202849086 BONOS|GLENCORE FINANCE EUR|1,750|2025-03-17 EUR 25487656 0.13 22435806 0.14 XS1209863254 BONOS|BANK OF AMERICA CORP|1,375|2025-03-26 EUR 26313814 0.13 0 0.0 XS1215181980 BONOS|DSM BV|1,000|2025-04-09 EUR 6641150 0.03 6628946 0.04 XS1218319702 BONOS|UNIBAIL-RODAMCO-WEST|1,000|2025-03-14 EUR 39093219 0.2 36089951 0.23 XS1218821756 BONOS|ABN AMRO BANK NV|1,000|2025-04-16 EUR 26664164 0.13 14641629 0.09 XS1222590488 BONOS|EDP FINANCE BV|2,000|2025-04-22 EUR 3474009 0.02 0 0.0 XS1226748439 BONOS|BRISTOL-MYERS SQUIBB|1,000|2025-05-15 EUR 4582210 0.02 4568705 0.03 XS1254428896 BONOS|HSBC HOLDINGS PLC|3,000|2025-06-30 EUR 88955367 0.45 41526714 0.26 XS1288858548 BONOS|BANQUE FEDERATIVE DU|3,000|2025-09-11 EUR 52576400 0.26 0 0.0 XS1375957294 BONOS|BP CAPITAL MARKETS P|1,953|2025-03-03 EUR 7525945 0.04 7518237 0.05 XS1405766897 BONOS|VERIZON COMMUNICATIO|0,875|2025-04-02 EUR 9894400 0.05 0 0.0 XS1405775708 BONOS|THERMO FISHER SCIENT|0,750|2024-09-12 EUR 0 0.0 27652530 0.17 XS1440976535 BONOS|MOLSON COORS BEVERAG|1,250|2024-07-15 EUR 0 0.0 50825113 0.32 XS1485597329 BONOS|HSBC HOLDINGS PLC|0,875|2024-09-06 EUR 0 0.0 68417499 0.43 XS1509006380 BONOS|GOLDMAN SACHS GROUP|1,250|2025-05-01 EUR 69200881 0.35 44973929 0.28 XS1523192588 BONOS|UNIBAIL-RODAMCO-WEST|0,875|2025-02-21 EUR 8872677 0.04 6507294 0.04 XS1529515584 BONOS|HEIDELBERG MATERIALS|1,500|2025-02-07 EUR 12657751 0.06 6155056 0.04 XS1550149204 BONOS|ENEL FINANCE INTERNA|1,000|2024-09-16 EUR 0 0.0 51327662 0.32 XS1550951211 BONOS|TELEFONICA EMISIONES|1,528|2025-01-17 EUR 4765105 0.02 0 0.0 XS1558013360 BONOS|IMPERIAL BRANDS FINA|1,375|2025-01-27 EUR 18526807 0.09 0 0.0 XS1575444622 BONOS|IBERDROLA FINANZAS S|1,000|2025-03-07 EUR 14195727 0.07 14189567 0.09 XS1577951715 BONOS|ASAHI GROUP HOLDINGS|1,151|2025-09-19 EUR 4528071 0.02 0 0.0 XS1577962084 BONOS|BAXTER INTERNATIONAL|1,300|2025-05-30 EUR 56404887 0.28 31128966 0.19 XS1591781452 BONOS|AMERICAN TOWER CORP|1,375|2025-04-04 EUR 11211769 0.06 0 0.0 XS1595704872 BONOS|E.ON INTERNATIONAL F|1,000|2025-04-13 EUR 992047 0.0 0 0.0 XS1612542826 BONOS|GENERAL ELECTRIC CO|0,875|2025-05-17 EUR 76826689 0.39 23438829 0.15 XS1617845083 BONOS|INTERNATIONAL BUSINE|0,950|2025-05-23 EUR 32812338 0.16 0 0.0 XS1619312173 BONOS|APPLE INC|0,875|2025-05-24 EUR 5230635 0.03 0 0.0 XS1619643015 BONOS|MERLIN PROPERTIES SO|1,750|2025-05-26 EUR 46405387 0.23 20819397 0.13 XS1639488771 BONOS|FERROVIE DELLO STATO|1,500|2025-06-27 EUR 36529019 0.18 36412078 0.23 XS1640492994 BONOS|FIDELITY NATIONAL IN|1,100|2024-07-15 EUR 0 0.0 29050747 0.18 XS1642590480 BONOS|VOLKSWAGEN LEASING G|1,375|2025-01-20 EUR 18932180 0.09 0 0.0 XS1645494375 BONOS|NATIONAL GRID NORTH|1,000|2024-07-12 EUR 0 0.0 18933103 0.12 XS1675764945 BONOS|MITSUBISHI UFJ FINAN|0,872|2024-09-07 EUR 0 0.0 63329111 0.39 XS1679515038 BONOS|KIMBERLY-CLARK CORP|0,625|2024-09-07 EUR 0 0.0 11296837 0.07 XS1684269332 BONOS|ENI SPA|1,000|2025-03-14 EUR 29844059 0.15 10969259 0.07 XS1685653302 BONOS|LONDON STOCK EXCHANG|0,875|2024-09-19 EUR 0 0.0 13453967 0.08 XS1686846061 BONOS|ANGLO AMERICAN CAPIT|1,625|2025-09-18 EUR 27387489 0.14 0 0.0 XS1691909920 BONOS|MIZUHO FINANCIAL GRO|0,956|2024-10-16 EUR 0 0.0 5601373 0.03 XS1694219780 BONOS|SUMITOMO MITSUI FINA|0,934|2024-10-11 EUR 0 0.0 29436511 0.18 XS1716243719 BONOS|PHILIP MORRIS INTERN|0,625|2024-11-08 EUR 0 0.0 38409809 0.24 XS1717591884 BONOS|BANCO SANTANDER SA|4,580|2024-11-21 EUR 0 0.0 23895785 0.15 XS1718393439 BONOS|NATURGY FINANCE IBER|0,875|2025-05-15 EUR 41986091 0.21 41850770 0.26 XS1720922175 BONOS|BRITISH TELECOMMUNIC|1,000|2024-11-21 EUR 0 0.0 14530188 0.09 XS1722897623 BONOS|RENTOKIL INITIAL PLC|0,950|2024-11-22 EUR 0 0.0 22553194 0.14 XS1725677543 BONOS|INMOBILIARIA COLONIA|1,625|2025-11-28 EUR 19385638 0.1 0 0.0 XS1734548644 BONOS|VOLKSWAGEN BANK GMBH|1,250|2025-12-15 EUR 41912740 0.21 0 0.0 XS1748479919 CÉDULAS|SANTANDER UK PLC|0,500|2025-01-10 EUR 13881977 0.07 0 0.0 XS1750122225 BONOS|BANQUE FEDERATIVE DU|0,750|2025-07-17 EUR 2460666 0.01 0 0.0 XS1751004232 BONOS|BANCO SANTANDER SA|1,125|2025-01-17 EUR 49412420 0.25 18528187 0.12 XS1771838494 BONOS|ING GROEP NV|1,125|2025-02-14 EUR 63182454 0.32 26229432 0.16 XS1790990474 BONOS|CREDIT AGRICOLE SA/L|1,375|2025-03-13 EUR 82152908 0.41 56846544 0.35 XS1792505866 BONOS|GENERAL MOTORS FINAN|1,694|2025-03-26 EUR 25868594 0.13 14168734 0.09 XS1793252419 BONOS|BNP PARIBAS SA|1,250|2025-03-19 EUR 20385933 0.1 16693669 0.1 XS1794084068 BONOS|WPP FINANCE 2016|1,375|2025-03-20 EUR 54321413 0.27 33525995 0.21 XS1807469199 BONOS|BNG BANK NV|0,500|2025-04-16 EUR 2177511 0.01 0 0.0 XS1808739459 BONOS|ABN AMRO BANK NV|0,875|2025-04-22 EUR 39456835 0.2 14627219 0.09 XS1812905526 BONOS|AUSGRID FINANCE PTY|1,250|2025-07-30 EUR 56755703 0.28 0 0.0 XS1820037270 BONOS|BANCO BILBAO VIZCAYA|1,375|2025-05-14 EUR 54310697 0.27 21150701 0.13 XS1843443513 BONOS|ALTRIA GROUP INC|1,700|2025-06-15 EUR 22723776 0.11 0 0.0 XS1849550592 BONOS|AIB GROUP PLC|2,250|2025-07-03 EUR 34296794 0.17 25803987 0.16 XS1851268893 BONOS|BLACKSTONE PROPERTY|2,200|2025-07-24 EUR 17577876 0.09 0 0.0 XS1851313863 BONOS|O2 TELEFONICA DEUTSC|1,750|2025-07-05 EUR 19459939 0.1 7831035 0.05 XS1865186677 BONOS|VOLKSWAGEN LEASING G|1,625|2025-08-15 EUR 22744759 0.11 0 0.0 XS1896660989 BONOS|DIAGEO FINANCE PLC|1,000|2025-04-22 EUR 28293998 0.14 21320341 0.13 XS1900750107 BONOS|PROCTER & GAMBLE CO/|0,625|2024-10-30 EUR 0 0.0 16772240 0.1 XS1909057306 BONOS|LOGICOR FINANCING SA|2,250|2025-05-13 EUR 14077752 0.07 0 0.0 XS1936208252 BONOS|FRESENIUS SE & CO KG|1,875|2025-02-15 EUR 3938315 0.02 3937938 0.02 XS1937665955 BONOS|ENEL FINANCE INTERNA|1,500|2025-07-21 EUR 19676620 0.1 14666230 0.09 XS1944456109 BONOS|INTERNATIONAL BUSINE|0,875|2025-01-31 EUR 29975007 0.15 3707545 0.02 XS1973750869 BONOS|MEDIOBANCA BANCA DI|1,625|2025-01-07 EUR 21574600 0.11 12797851 0.08 XS1974922442 BONOS|NORSK HYDRO ASA|1,125|2025-04-11 EUR 44390440 0.22 0 0.0 XS2009152591 BONOS|EASYJET PLC|0,875|2025-06-11 EUR 28007569 0.14 0 0.0 XS2010045271 BONOS|SCHLUMBERGER FINANCE|2024-10-15 EUR 0 0.0 46402867 0.29 XS2012047127 BONOS|BNZ INTERNATIONAL FU|0,375|2024-09-14 EUR 0 0.0 3924712 0.02 XS2020670779 BONOS|MEDTRONIC GLOBAL HOL|0,250|2025-07-02 EUR 38566989 0.19 15549619 0.1 XS2022425297 BONOS|INTESA SANPAOLO SPA|1,000|2024-07-04 EUR 0 0.0 89146384 0.56 XS2023631489 BONOS|NIBC BANK NV|0,875|2025-07-08 EUR 41670679 0.21 9688075 0.06 XS2027364244 BONOS|LOGICOR FINANCING SA|0,750|2024-07-15 EUR 0 0.0 20720081 0.13 XS2027957815 BONOS|MEDIOBANCA BANCA DI|1,125|2025-07-15 EUR 20727522 0.1 0 0.0 XS2028816028 BONOS|BANCO DE SABADELL SA|0,875|2025-07-22 EUR 25337110 0.13 9704665 0.06 XS2030530450 BONOS|JEFFERIES FINANCIAL|1,000|2024-07-19 EUR 0 0.0 46825976 0.29 XS2047500769 BONOS|E.ON SE|2024-08-28 EUR 0 0.0 9098473 0.06 XS2049630887 BONOS|MIZUHO FINANCIAL GRO|0,118|2024-09-06 EUR 0 0.0 38794855 0.24 XS2050945984 BONOS|SANTANDER CONSUMER B|0,125|2024-09-11 EUR 0 0.0 49012706 0.31 XS2051914963 BONOS|CA AUTO BANK SPA/IRE|0,500|2024-09-13 EUR 0 0.0 74490180 0.46 XS2055190172 BONOS|BANCO DE SABADELL SA|1,125|2025-03-27 EUR 15879286 0.08 0 0.0 XS2058556296 BONOS|THERMO FISHER SCIENT|0,125|2025-03-01 EUR 21230175 0.11 12423083 0.08 XS2058729653 BONOS|BANCO BILBAO VIZCAYA|0,375|2024-10-02 EUR 0 0.0 22035961 0.14 XS2063261155 BONOS|SWEDBANK AB|0,250|2024-10-09 EUR 0 0.0 66526101 0.41 XS2063547041 BONOS|UNICREDIT SPA|0,500|2025-04-09 EUR 43747008 0.22 7773348 0.05 XS2063659945 BONOS|SANTANDER CONSUMER B|0,250|2024-10-15 EUR 0 0.0 5307889 0.03 XS2075185228 BONOS|HARLEY-DAVIDSON FINA|0,900|2024-11-19 EUR 0 0.0 44198292 0.28 XS2076154801 BONOS|ABBOTT IRELAND FINAN|0,100|2024-11-19 EUR 0 0.0 7362989 0.05 XS2084050637 BONOS|NATIONALE-NEDERLANDE|0,375|2025-02-26 EUR 60775490 0.3 40518422 0.25 XS2089368596 BONOS|INTESA SANPAOLO SPA|0,750|2024-12-04 EUR 0 0.0 13872098 0.09 XS2100269088 BONOS|KOREA HOUSING FINANC|0,010|2025-02-05 EUR 109021441 0.55 23655263 0.15 XS2100690036 BONOS|SANTANDER CONSUMER F|0,375|2025-01-17 EUR 76131727 0.38 34284310 0.21 XS2102916793 BONOS|MERCK FINANCIAL SERV|0,125|2025-07-16 EUR 24026169 0.12 0 0.0 XS2104915033 BONOS|NATIONAL GRID ELECTR|0,190|2025-01-20 EUR 54174346 0.27 47994321 0.3 XS2109394077 BONOS|LLOYDS BANK CORPORAT|0,375|2025-01-28 EUR 46007073 0.23 10908528 0.07 XS2115156270 BONOS|BANCO SANTANDER SA|4,326|2025-02-11 EUR 43797162 0.22 28796801 0.18 XS2124046918 BONOS|SANTANDER CONSUMER B|0,125|2025-02-25 EUR 35126920 0.18 13827623 0.09 XS2133056114 BONOS|BERKSHIRE HATHAWAY I|2025-03-12 EUR 6835130 0.03 0 0.0 XS2143036718 CÉDULAS|ROYAL BANK OF CANADA|0,125|2025-03-25 EUR 11324329 0.06 0 0.0 XS2147133495 BONOS|UNILEVER FINANCE NET|1,250|2025-03-25 EUR 4906850 0.02 4902659 0.03 XS2149207354 BONOS|GOLDMAN SACHS GROUP|3,375|2025-03-27 EUR 90581485 0.45 12580041 0.08 XS2149368529 BONOS|KONINKLIJKE PHILIPS|1,375|2025-03-30 EUR 0 0.0 14719791 0.09 XS2150006646 BONOS|NATWEST MARKETS PLC|2,750|2025-04-02 EUR 88083828 0.44 0 0.0 XS2152062209 BONOS|VOLKSWAGEN FINANCIAL|3,000|2025-04-06 EUR 4774162 0.02 0 0.0 XS2152795709 BONOS|AIRBUS SE|1,625|2025-04-07 EUR 20479214 0.1 8854038 0.06 XS2153405118 BONOS|IBERDROLA FINANZAS S|0,875|2025-06-16 EUR 2835926 0.01 2826930 0.02 XS2153593103 BONOS|BAT NETHERLANDS FINA|2,375|2024-10-07 EUR 0 0.0 54020552 0.34 XS2154336338 BONOS|HEIDELBERG MATERIALS|2,500|2024-10-09 EUR 0 0.0 29957064 0.19 XS2154441120 BONOS|REDEIA CORP SA|0,875|2025-04-14 EUR 21316378 0.11 8964882 0.06 XS2155365641 BONOS|LEASEPLAN CORP NV|3,500|2025-04-09 EUR 34301551 0.17 8250415 0.05 XS2156236296 BONOS|TOYOTA FINANCE AUSTR|2,004|2024-10-21 EUR 0 0.0 47195851 0.29 XS2156244043 BONOS|HOLCIM FINANCE LUXEM|2,375|2025-04-09 EUR 17474131 0.09 7776794 0.05 XS2156510021 BONOS|SVENSKA HANDELSBANKE|1,000|2025-04-15 EUR 6173692 0.03 0 0.0 XS2156607702 BONOS|ENBW INTERNATIONAL F|0,625|2025-04-17 EUR 32692199 0.16 32642582 0.2 XS2163320679 BONOS|SODEXO SA|0,750|2025-04-27 EUR 39484720 0.2 37011834 0.23 XS2166217278 BONOS|NETFLIX INC|3,000|2025-06-15 EUR 4997305 0.03 0 0.0 XS2171218683 BONOS|BARCLAYS BANK IRELAN|4,300|2024-09-23 EUR 0 0.0 10014376 0.06 XS2171316859 BONOS|DANSKE BANK A/S|0,625|2025-05-26 EUR 11822396 0.06 0 0.0 XS2175848170 BONOS|VOLVO TREASURY AB|1,625|2025-05-26 EUR 5360707 0.03 0 0.0 XS2176686546 BONOS|UBS AG/LONDON|0,450|2025-05-19 EUR 40095351 0.2 0 0.0 XS2179037697 BONOS|INTESA SANPAOLO SPA|2,125|2025-05-26 EUR 82311906 0.41 61327208 0.38 XS2180510732 BONOS|ABN AMRO BANK NV|1,250|2025-05-28 EUR 39204909 0.2 35152154 0.22 XS2182067350 BONOS|SCANIA CV AB|2,250|2025-06-03 EUR 45246265 0.23 4280960 0.03 XS2182404298 BONOS|BANCO BILBAO VIZCAYA|0,750|2025-06-04 EUR 4932845 0.02 0 0.0 XS2192431380 BONOS|ITALGAS SPA|0,250|2025-06-24 EUR 2228272 0.01 2218973 0.01 XS2193657561 BONOS|CONTI-GUMMI FINANCE|1,125|2024-09-25 EUR 0 0.0 23821069 0.15 XS2199265617 BONOS|BAYER AG|0,375|2024-07-06 EUR 0 0.0 52344448 0.33 XS2207657417 BONOS|NATIONWIDE BUILDING|0,250|2025-07-22 EUR 12129440 0.06 12061527 0.08 XS2224621347 BONOS|ADIDAS AG|2024-09-09 EUR 0 0.0 21228102 0.13 XS2225211650 CÉDULAS|SUMITOMO MITSUI BANK|0,010|2025-09-10 EUR 28731700 0.14 0 0.0 XS2225890537 BONOS|ATHENE GLOBAL FUNDIN|1,125|2025-09-02 EUR 53015298 0.27 0 0.0 XS2228260043 BONOS|RYANAIR DAC|2,875|2025-09-15 EUR 29923722 0.15 0 0.0 XS2230884657 BONOS|VOLVO TREASURY AB|0,125|2024-09-17 EUR 0 0.0 20238770 0.13 XS2240494471 BONOS|INTERCONTINENTAL HOT|1,625|2024-10-08 EUR 0 0.0 44400117 0.28 XS2242747181 BONOS|ASAHI GROUP HOLDINGS|0,155|2024-10-23 EUR 0 0.0 56808635 0.35 XS2242979719 BONOS|HEATHROW FUNDING LTD|1,500|2025-10-12 EUR 67147210 0.34 0 0.0 XS2264712436 BONOS|CLEARSTREAM BANKING|2025-12-01 EUR 5252114 0.03 0 0.0 XS2270395408 BONOS|POSTE ITALIANE SPA|2024-12-10 EUR 0 0.0 13199394 0.08 XS2281342878 BONOS|BAYER AG|0,050|2025-01-12 EUR 98384460 0.49 48358341 0.3 XS2305026762 BONOS|NTT FINANCE CORP|0,010|2025-03-03 EUR 39024177 0.2 11576896 0.07 XS2308321962 BONOS|BOOKING HOLDINGS INC|0,100|2025-03-08 EUR 74236989 0.37 43777246 0.27 XS2343821794 BONOS|VOLKSWAGEN LEASING G|2024-07-19 EUR 0 0.0 40018161 0.25 XS2366741770 BONOS|LEASYS SPA|2024-07-22 EUR 0 0.0 29308424 0.18 XS2374595127 BONOS|VOLKSWAGEN FINANCIAL|2025-02-12 EUR 23468935 0.12 19445860 0.12 XS2375836553 BONOS|BECTON DICKINSON & C|0,034|2025-08-13 EUR 29056509 0.15 0 0.0 XS2400997131 BONOS|TOYOTA MOTOR FINANCE|2025-10-27 EUR 14069068 0.07 0 0.0 XS2402064559 BONOS|MITSUBISHI HC CAPITA|2024-10-29 EUR 0 0.0 13969176 0.09 XS2407357768 BONOS|NATWEST MARKETS PLC|0,125|2025-11-12 EUR 5705667 0.03 0 0.0 XS2430285077 BONOS|TOYOTA FINANCE AUSTR|0,064|2025-01-13 EUR 40074992 0.2 24439071 0.15 XS2431318711 BONOS|LOGICOR FINANCING SA|0,625|2025-11-17 EUR 1857515 0.01 0 0.0 XS2437455277 BONOS|MITSUBISHI HC CAPITA|0,250|2025-02-03 EUR 35205747 0.18 35213477 0.22 XS2438615606 BONOS|VOLKSWAGEN FINANCIAL|0,250|2025-01-31 EUR 60952724 0.31 54113462 0.34 XS2440678915 BONOS|VOLVO TREASURY AB|0,625|2025-02-14 EUR 19525711 0.1 19520419 0.12 XS2442748971 BONOS|KOREA HOUSING FINANC|0,723|2025-03-22 EUR 58414228 0.29 0 0.0 XS2443921056 BONOS|INFINEON TECHNOLOGIE|0,625|2025-02-17 EUR 58227691 0.29 45752746 0.29 XS2444424639 BONOS|GENERAL MOTORS FINAN|1,000|2025-02-24 EUR 53819284 0.27 50321803 0.31 XS2454766473 BONOS|AMERICAN MEDICAL SYS|0,750|2025-03-08 EUR 92237488 0.46 78219225 0.49 XS2456253082 CÉDULAS|AUSTRALIA & NEW ZEAL|0,250|2025-03-17 EUR 68934780 0.35 0 0.0 XS2463505581 BONOS|E.ON SE|0,875|2025-01-08 EUR 10594477 0.05 0 0.0 XS2463918313 BONOS|HOLCIM FINANCE LUXEM|1,500|2025-04-06 EUR 47268412 0.24 38381081 0.24 XS2466172280 BONOS|DAIMLER TRUCK INTERN|1,250|2025-04-06 EUR 47853999 0.24 44019514 0.27 XS2477154871 BONOS|LEASEPLAN CORP NV|2,125|2025-05-06 EUR 74974116 0.38 20127054 0.13 XS2480958904 BONOS|VOLVO TREASURY AB|1,625|2025-09-18 EUR 9110554 0.05 0 0.0 XS2482872418 BONOS|FRESENIUS SE & CO KG|1,875|2025-05-24 EUR 2288626 0.01 2280321 0.01 XS2484586669 BONOS|METROPOLITAN LIFE GL|1,750|2025-05-25 EUR 26454412 0.13 16430338 0.1 XS2485259670 BONOS|BANCO BILBAO VIZCAYA|4,801|2025-11-26 EUR 23849779 0.12 3043001 0.02 XS2485553866 BONOS|NATWEST MARKETS PLC|2,000|2025-08-27 EUR 6840562 0.03 0 0.0 XS2485554088 BONOS|NATWEST MARKETS PLC|4,741|2025-08-27 EUR 22857630 0.11 22871110 0.14 XS2491738352 BONOS|VOLKSWAGEN INTERNATI|3,125|2025-03-28 EUR 13355979 0.07 11343051 0.07 XS2499418593 BONOS|BANCO BILBAO VIZCAYA|4,616|2024-07-11 EUR 0 0.0 60103600 0.37 XS2526839175 BONOS|SIEMENS FINANCIERING|2,250|2025-03-10 EUR 20744863 0.1 0 0.0 XS2527786755 BONOS|VOLVO TREASURY AB|2,125|2024-09-01 EUR 0 0.0 30535669 0.19 XS2533012790 BONOS|COCA-COLA HBC FINANC|2,750|2025-09-23 EUR 3801441 0.02 0 0.0 XS2550897651 CÉDULAS|BANK OF NOVA SCOTIA/|3,050|2024-10-31 EUR 0 0.0 24908859 0.16 XS2554487905 BONOS|VOLKSWAGEN INTERNATI|4,125|2025-11-15 EUR 56519116 0.28 0 0.0 XS2554493119 BONOS|NATWEST MARKETS NV|5,068|2024-11-14 EUR 0 0.0 25118454 0.16 XS2560100468 BONOS|VOLKSWAGEN FINANCIAL|3,750|2024-11-25 EUR 0 0.0 5793993 0.04 XS2563348361 BONOS|LEASYS SPA|4,375|2024-12-07 EUR 0 0.0 53965124 0.34 XS2573331837 BONOS|ABN AMRO BANK NV|4,252|2025-01-10 EUR 26018388 0.13 10016687 0.06 XS2575952341 BONOS|BANCO SANTANDER SA|4,473|2025-01-16 EUR 90272564 0.45 61433623 0.38 XS2576245364 BONOS|CIE DE SAINT-GOBAIN|4,104|2024-07-18 EUR 0 0.0 5602612 0.03 XS2577030708 BONOS|ROYAL BANK OF CANADA|4,318|2025-01-17 EUR 52344473 0.26 52427558 0.33 XS2577740157 BONOS|TORONTO-DOMINION BAN|4,347|2025-01-20 EUR 50081523 0.25 44940811 0.28 XS2580013899 BONOS|CANADIAN IMPERIAL BA|4,361|2025-01-24 EUR 11209871 0.06 11222821 0.07 XS2583352443 BONOS|VOLVO TREASURY AB|3,500|2025-11-17 EUR 14496346 0.07 0 0.0 XS2593127793 BONOS|STANDARD CHARTERED B|4,338|2025-03-03 EUR 40999026 0.21 27505993 0.17 XS2595361978 BONOS|AT&T INC|4,172|2025-03-06 EUR 84634511 0.42 84717350 0.53 XS2595829388 BONOS|HSBC BANK PLC|4,155|2025-03-08 EUR 83647728 0.42 63164704 0.39 XS2597970800 BONOS|INTESA SANPAOLO SPA|4,349|2025-03-17 EUR 101142723 0.51 101601345 0.63 XS2605926026 BONOS|VOLVO TREASURY AB|4,222|2025-03-30 EUR 15012622 0.08 15018427 0.09 XS2606993694 CÉDULAS|WESTPAC BANKING CORP|3,457|2025-04-04 EUR 48519443 0.24 0 0.0 XS2609431031 BONOS|BMW FINANCE NV|3,500|2025-04-06 EUR 13644417 0.07 13619692 0.08 XS2613658470 BONOS|ABN AMRO BANK NV|3,750|2025-04-20 EUR 44425359 0.22 0 0.0 XS2613667976 BONOS|TOYOTA MOTOR FINANCE|3,625|2025-04-24 EUR 13275120 0.07 10839282 0.07 XS2613819155 BONOS|BMW FINANCE NV|3,500|2024-10-19 EUR 0 0.0 6980970 0.04 XS2614612930 BONOS|NATIONAL BANK OF CAN|4,547|2025-04-21 EUR 16534218 0.08 16566762 0.1 XS2618508340 BONOS|BANK OF NOVA SCOTIA/|4,265|2025-05-02 EUR 86707921 0.43 63692965 0.4 XS2622214745 BONOS|KRAFT HEINZ FOODS CO|4,288|2025-05-09 EUR 34932884 0.18 22026437 0.14 XS2626344266 BONOS|VOLVO TREASURY AB|3,750|2024-11-25 EUR 0 0.0 1997641 0.01 XS2630448434 BONOS|NIBC BANK NV|6,375|2025-12-01 EUR 20662308 0.1 0 0.0 XS2631416950 BONOS|ASML HOLDING NV|3,500|2025-12-06 EUR 8753824 0.04 0 0.0 XS2632933631 BONOS|BANK OF MONTREAL|4,222|2025-06-06 EUR 42322742 0.21 42328113 0.26 XS2633055582 BONOS|NATIONWIDE BUILDING|4,252|2025-06-07 EUR 1052531 0.01 1053326 0.01 XS2634071489 BONOS|CANADIAN IMPERIAL BA|4,255|2025-06-09 EUR 58095639 0.29 58147300 0.36 XS2634209261 BONOS|BMW FINANCE NV|3,905|2024-12-09 EUR 0 0.0 20012813 0.12 XS2635183069 BONOS|SKANDINAVISKA ENSKIL|4,189|2025-06-13 EUR 79350320 0.4 79377894 0.49 XS2635641975 BONOS|METROPOLITAN LIFE GL|4,165|2025-06-18 EUR 5009526 0.03 5016021 0.03 XS2648672231 BONOS|CA AUTO BANK SPA/IRE|4,756|2025-01-13 EUR 33889202 0.17 33952225 0.21 XS2649033359 BONOS|BMW FINANCE NV|4,116|2025-07-11 EUR 34900907 0.17 34920685 0.22 XS2652775789 BONOS|TORONTO-DOMINION BAN|4,347|2025-07-21 EUR 94308505 0.47 69279683 0.43 XS2664508699 BONOS|DANSKE BANK A/S|4,256|2025-08-11 EUR 19985934 0.1 19999621 0.12 XS2675093285 BONOS|TOYOTA MOTOR FINANCE|4,134|2025-08-31 EUR 32869013 0.16 32891931 0.21 XS2680785099 BONOS|STANDARD CHARTERED B|4,243|2025-09-12 EUR 32881917 0.16 27045673 0.17 XS2684980365 BONOS|SANTANDER CONSUMER F|4,200|2025-03-14 EUR 30038016 0.15 30058909 0.19 XS2687832886 BONOS|DAIMLER TRUCK FINANC|4,215|2025-03-18 EUR 55834562 0.28 55864263 0.35 XS2689473028 BONOS|NATWEST MARKETS PLC|4,365|2025-09-18 EUR 3010120 0.02 3013790 0.02 XS2692247468 BONOS|BANK OF NOVA SCOTIA/|4,200|2025-09-22 EUR 75582521 0.38 69089011 0.43 XS2694034971 BONOS|ABN AMRO BANK NV|4,080|2025-09-22 EUR 25961664 0.13 15936262 0.1 XS2696803340 BONOS|BANK OF MONTREAL|4,252|2025-09-05 EUR 32692220 0.16 20049088 0.13 XS2696903728 BONOS|INTESA SANPAOLO SPA|4,500|2025-10-02 EUR 2539147 0.01 0 0.0 XS2706264087 BONOS|MACQUARIE BANK LTD|4,497|2025-10-20 EUR 40860593 0.2 40134126 0.25 XS2708745927 BONOS|COMMONWEALTH BANK OF|4,062|2024-10-25 EUR 0 0.0 15002025 0.09 XS2717421429 BONOS|TOYOTA FINANCE AUSTR|4,286|2025-11-13 EUR 54189316 0.27 54244731 0.34 XS2719281227 BONOS|INTESA SANPAOLO SPA|4,624|2025-11-16 EUR 161328920 0.81 137133167 0.85 XS2730676553 BONOS|CATERPILLAR FINANCIA|4,105|2025-12-08 EUR 44774658 0.22 39354772 0.25 XS2733010628 BONOS|BANK OF NOVA SCOTIA/|4,263|2025-12-12 EUR 39633368 0.2 37454447 0.23 XS2733106657 BONOS|SIEMENS FINANCIERING|3,945|2025-12-18 EUR 16553832 0.08 16560154 0.1 XS2737063722 BONOS|TOYOTA MOTOR FINANCE|4,130|2025-12-22 EUR 14039452 0.07 9024602 0.06 XS2862961658 BONOS|TOYOTA FINANCE AUSTR|3,263|2025-08-18 EUR 50047479 0.25 0 0.0 XS2908585263 BONOS|NATIONAL BANK OF CAN|3,701|2025-09-26 EUR 24970816 0.13 0 0.0 XS2928675904 BONOS|MITSUBISHI HC CAPITA|3,556|2025-10-31 EUR 19997870 0.1 0 0.0 9355233054 46.8 7553159368 47.03 15583670320 78.04 11619652160 72.35 XS2690057851 PAGARÉS|BAYER AG|2024-09-12 EUR 0 0.0 19161463 0.12 XS2811102339 PAGARÉS|HENKEL AG & CO KGAA|2024-10-25 EUR 0 0.0 49043302 0.31 XS2846411838 PAGARÉS|ALLIANZ SE|2024-12-17 EUR 0 0.0 68669285 0.43 XS2847672503 PAGARÉS|VOLKSWAGEN INTERNATI|2025-01-17 EUR 97810022 0.49 97746415 0.61 97810022 0.49 234620465 1.47 15681480343 78.53 11854272624 73.82 15681480343 78.53 11854272624 73.82 19032298922 95.32 14308001261 89.12 0 98_20241231_DC png 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 0 0 false false false false false false false true false true H) Verificar y registrar a solicitud de CAIXABANK ASSET MANAGEMENT SGIIC, S.A., como entidad Gestora, y de CECABANK, S.A., como entidad Depositaria, la actualización del folleto de CAIXABANK MONETARIO RENDIMIENTO, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 2680), al objeto de redenominar la clase CARTERA que pasa a denominarse clase SIN RETRO e inscribir en el registro de la IIC las siguientes clases de participaciones: INTERNA. J) CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica las comisiones de gestión del Fondo, con entrada en vigor el 1 de julio 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 junio de 2024 ha sido 3,685%, la comisión de gestión en el fondo en el periodo del 1 de julio al 31 de diciembre del 2024 es: Clase Estándar: Mínimo (0,95%; Máximo (0,225%; 3,910%)) = 0,95% Clase Reparto: Mínimo (0,80%; Máximo (0,225%; 3,910%)) = 0,80% Clase Plus: Mínimo (0,675%; Máximo (0,225%; 3,910%)) = 0,675% Clase Premium: Mínimo (0,44%; Máximo (0,225%; 3,910%)) = 0,44% CaixaBank Asset Management SGIIC, SAU, Entidad Gestora del Fondo, comunica que, los partícipes de la clase Reparto (ES0138045069) del fondo CAIXABANK MONETARIO RENDIMIENTO, FI, que lo fueran a 31 de julio de 2024 según lo dispuesto en folleto, han recibido en fecha 2 de agosto de 2024, en concepto de dividendo, un importe en euros correspondiente al 0,79% del valor a cierre de 31 de julio de 2024, mediante reembolso de participaciones. A este abono se le aplica la retención a cuenta del 19% sobre la parte de plusvalías que podría incluir el reembolso en su caso. CaixaBank Asset Management SGIIC, SAU, como Entidad Gestora de dichos Fondos, comunica a la Comisión Nacional del Mercado de Valores el nombramiento del nuevo auditor de la IIC. El nuevo auditor es: PRICEWATERHOUSECOOPERS AUDITORES, SL. false false false false false true false true f) El importe total de las adquisiciones en el período es 347.193.060.022,24 EUR. La media de las operaciones de adquisición del período respecto al patrimonio medio representa un 10,56 %. 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. En el segundo semestre de 2024, la economía global mostró signos de desaceleración. En Estados Unidos, el crecimiento del PIB se moderó, cerrando el año con un crecimiento anual del 2.9%. La inflación comenzó a estabilizarse alrededor del nivel del 2.4%. En la Eurozona, el crecimiento ha sido más débil, con un aumento del PIB del 1.5%. China experimentó un crecimiento del 4.8%, afectada por la regulación gubernamental y un mercado inmobiliario enfriándose. Los mercados emergentes han tenido comportamientos dispares, con algunos países beneficiándose de los precios más altos de algunas materias primas, mientras que otros han tenido que afrontar inestabilidades políticas. En esta segunda parte del año 2024, los bancos centrales continuaron con las políticas de relajación de tipos. La Reserva Federal de EE.UU. ha reducido sus tipos hasta el 4.5% desde el 5,5%, enfocándose en apoyar el crecimiento económico. El Banco Central Europeo, por su parte, ha reducido los tipos de interés al 3% en este segundo semestre buscando también estimular la economía de la Eurozona. En mercados emergentes, Turquía lideró las bajadas de tipos con una reducción de 250 puntos básicos. El Banco de Japón mantuvo su política monetaria ultra laxa, buscando alcanzar su objetivo de inflación del 2% a pesar de realizar una subida de tipos en el mes de Julio. Respecto a las tensiones geopolíticas, la elección de Lai Ching-te en Taiwán intensificó las tensiones con China, que declaró que se podía calificar este hecho como una cuestión de "guerra o paz". Por su parte, el conflicto en Ucrania ha continuado afectando la estabilidad global ya que sigue siendo una fuente de incertidumbre respecto a cuál pueda ser su conclusión, especialmente tras la elección de Donal Trump. En oriente medio, las tensiones entre Israel y Hamas, con la intervención de Irán, se intensificaron llevando a una mayor inestabilidad militar en la región tras la invasión del Líbano por parte de Israel. Por otro lado, y en relación con el calentamiento global, la cumbre climática COP29 en Sudáfrica llego a una conclusión sin precedentes respecto a los compromisos a adoptar en las principales economías para reducir las emisiones, con el cono sur exigiendo fondos equitativos para poder avanzar en la transición energética. Respecto al mercado de renta fija, el año ha sido positivo, con rentabilidades atractivas en los bonos. Los recortes de tipos de la Reserva Federal han contribuido a un entorno favorable para estos mercados. Los bonos corporativos han tenido el mejor comportamiento, y dentro de estos, los bonos de alto rendimiento (high yield) han subido alrededor de un 8% en el conjunto del año tanto en EEUU como en Europa. Los activos de corto plazo han seguido la estela de las reducciones de los Bancos Centrales, de esta manera el BCE redujo los tipos en 75pb en el semestre y este hecho se refleja en reducciones de rentabilidades en las curvas de letras de la zona euro con una compresión clara en todas las jurisdicciones y aplanamiento de la curva corta. Por este motivo las letras que tuvieron mejor comportamiento fueron las italianas seguidas de las españolas, el año italiano redujo 119pb y el español 114pb, con la letra italiana en año al 2,36% y la española en el 2,18%. b) Decisiones generales de inversión adoptadas. El fondo continuó con una política de inversión similar a períodos anteriores, primando los activos de crédito sobre los activos de gobierno para aprovechar los diferenciales que continúan ofreciendo este tipo de activos. Dentro de los activos de gobierno se empezaron a tener en cuenta, a parte de las letras, activos quasi gubernamentales como agencias y comunidades que aportan mejores niveles de rating y emisiones mas liquidas. En crédito financiero también se empezaron a incrementar emisiones de cedulas hipotecarias de la zona euro y bancos internacionales como diversificación y mejora de ratings con diferenciales cercanos a los senior financieros. Seguimos intentando comprar activos fijos en plazos superioes a 6 meses y hasta 13 meses abriendo nuevas referencias para mantener unos niveles de duración similares a su índice de referencia. De la misma forma se intentó acudir al mayor numero de primarios en formato dos años flotante para aprovechar las primas de emisión. Se intenta mantener unos niveles de liquidez cercanos al 15% que es lo que estable el reglamento del fondo. 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. El patrimonio de clase de la clase sin retro ha disminuido un 8,71%, la clase estándar ha aumentado un 414,53%, la clase institucional ha aumentado un 50,41%, la clase plus ha aumentado un 27,17%, la clase platinum ha aumentado un 26,62%, la clase premium ha aumentado un 30,05% y la clase reparto ha aumentado un 13,26%. Se crea una nueva clase que se llamara clase interna. El número de partícipes de la clase sin retro ha disminuido un 25,82%, la clase estándar ha aumentado un 11,23%, la clase institucional ha aumentado un 27,27%, la clase plus ha aumentado un 24,83%, la clase platinum ha aumentado un 23,47%, la clase premium ha aumentado un 28,72% y la clase reparto ha aumentado un 10,40%. Se crea una nueva clase llamada clase interna que al cierre del semestre tiene ya 2.972 participes. La rentabilidad de la clase sin retro ha sido de +1,85%, la clase estándar ha obtenido un +1,41%, la clase institucional ha obtenido un +1,83%, la clase plus ha obtenido un +1,55%, la clase platinum ha obtenido un 1,77%, la clase premium ha obtenido un 1,67% y la clase reparto ha obtenido un +1,48%. La nueva clase interna no tiene rentabilidad. El fondo obtuvo en el período una rentabilidad bruta de +1,90% y la rentabilidad de su índice de referencia ha sido de +1,92%, lo que supone haber sido inferior a su índice en 2pb. Los gastos directos soportados en el periodo por la clase sin retro suponen el 0,05% del patrimonio, para la clase estándar han sido del 0,49%, para la clase institucional han sido del 0,07%, para la clase plus han sido del 0,35%, para la clase platinum han sido del 0,12%, para la clase premium han sido del 0,23% y para la clase reparto han sido del 0,40%. En la nueva clase interna los gastos han sido del 0,03%. 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 +1,58%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En activos de gobierno el incremento de la cartera en el semestre representa el 21,96% mediante compras de letras francesas, belgas, italianas, alemanas y españolas, así como de la Union Europea y del mecanismo de estabilidad (ESM). En activos de quasi gobierno las compras supusieron un 10,25% del total del incremento de la cartera con compras de SIFIL, KHFC, QUEBEC, Ontario entre otras. Los plazos se intentaron centrar entre 6 y 13 meses en fijo. En crédito hubo un incremento del 64,1% del total del incremento de cartera, los activos financieros fueron del 38,23% y los corporates el 25,87%. En financieros se incrementaron nombres de la zona euro, canadienses, australianos, ingleses y americanos en formato senior, también cedulas hipotecarias españolas australianas canadienses y japonesas. En corporates nombres diversificados de la eurozona, americanos, japoneses e ingleses en plazos cercanos al año de vencimiento, tanto en fijo como flotante. Se intento acudir al mayor numero posible de Flotantes a dos años de nombres financieros (Belfius, Natwest, NACN, STANLN, MITSUBISHI, RBC y MAQUAIRE), en corporates (Honda, VW, Traton, RCI Banque, Leasys, Toyota y BMW). En general todos los activos han contribuido de manera positiva a la rentabilidad del fondo en el período, pero los más destacables por su aportación serían el REPO diario sobre el 15% de la cartera, BGTB 09/11/24, UBS 16/01/26, BPCEGP 0,625% 28/04/25, SOGEN 13/01/25, AYVFP- 06/10/25, SOCGEN 19/01/26 BTF 09/10/24, CCTS 15/09/25, ACAFP 1,375% 13/03/25, T 06/03/25, ISPIM 17/03/25, ISPIM 16/11/25 y NWG 09/01/26. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. No 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. A la fecha de referencia el fondo mantiene una cartera de activos de renta fija con una vida media de 0,19 años y con una Tir media bruta( esto sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2,79%. 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 3,42% 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. Resto: N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del 0,12% de todas las clases, ha sido inferior a la de su índice de referencia 0,20% 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. En Renta Fija, el análisis externo ha ayudado a elaborar expectativas sobre la evolución de los tipos de interés, escenarios y probabilidades necesarias para decidir la duración de las carteras y las preferencias en vencimientos. En cuanto a la selección de activos de renta fija (asset allocation en bonos), el análisis externo ha completado el interno para definir la ponderación de activos emitidos por entidades públicas respecto a las privadas, la de activos con grado de inversión respecto a "High Yield", la de activos senior respecto a subordinados y las preferencias por sectores y países. A nivel micro, es muy relevante la aportación de valor de los equipos de análisis de nuestros proveedores externos de research. Los gestores de CaixaBank Asset Management han seleccionado emisores y emisiones apoyándose en las recomendaciones de dichos analistas. Destacan como proveedores de Renta Fija: Credit Sights, BofA Securities, JP Morgan, Barclays y Deutsche Bank, cuya remuneración conjunta supone el 76,46% de los gastos totales. Los gastos de análisis soportados por la IIC durante el ejercicio 2024 han ascendido a 25.292,09€ y los gastos previstos para el ejercicio 2025 se estima que serán de 31.077,07 €. 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 primer semestre del año es atractivo. A pesar del buen comportamiento de las bolsas durante el año 2024, el crecimiento económico, los beneficios empresariales, el gasto del consumidor y el entorno de tipos favorece un comienzo de año atractivo para los activos de riesgo. Aun así, la política abre nuevos riesgos, por lo que no descartamos la necesidad de un enfoque más táctico a lo largo de las próximas semanas. El crecimiento nominal mantiene el crecimiento de los beneficios, y, aunque podamos sufrir reveses en los tipos largos, la retórica de los Bancos Centrales y la caída del precio del petróleo deberían limitar los daños, mientras que la ampliación del crecimiento permite un entorno de diferenciales de crédito y periféricos, favorable. Esperamos una mayor pendiente de la curva de tipos, provocada por una ligera bajada de los cortos y unos largos presionando al alza. Esto debería recoger un entorno de crecimiento resiliente y una inflación controlada, aunque a niveles más altos que en anteriores ciclos. La política abre varios escenarios de "cara o cruz" no siendo posible anticipar el resultado. La toma de posesión de Donald Trump y las distintas alternativas que pueda adoptar marcaran los próximos meses. Si vemos una versión de Trump desreguladora y con bajadas de impuestos favorecerá a los mercados en general, especialmente a la divisa y a la renta variable, aunque con un difícil equilibrio con el mercado americano de deuda que se tensionará incorporando presión a la renta variable. Si vemos la versión más enfocada en política anti inmigratoria y de aplicación de aranceles de forma brusca podremos asistir a una corrección fuerte de las bolsas en base a una preocupación tanto por el crecimiento como por el efecto sobre los precios. En cualquier caso, pensamos que estas fuerzas contrarias limitarán la propia actuación de políticas económicas muy agresivas. Ante este escenario y con una vocación más táctica, comenzamos el año con una escasa presencia de apuestas significativas, aunque con una visión constructiva hacia el mercado norteamericano y muy atentos a las elecciones en Alemania de Febrero, que podrían implicar un cambio basado en una ampliación de déficit fiscal alemán y, por tanto, un mayor crecimiento potencial en Europa. Esto afectaría a nuestra visión de las bolsas ya que la renta variable europea podría tomar el relevo a la americana en el año 2025. En tipos de interés habrá que estar atentos a la decisión de aumentar duración según el mercado haya descontado todas las noticias positivas del crecimiento global. 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 2,70% 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 1) Datos cuantitativos: · Remuneración total abonada por la SGIIC a su personal desglosada en: · Remuneración Fija: 19.194.809 € · Remuneración Variable: 3.184.433 € · Número de beneficiarios (se especificará el número total de empleados y, dentro de éstos, el número de beneficiarios de remuneración variable). · Número total de empleados: 292 · Número de beneficiarios: 251 · Remuneración ligada a la comisión de gestión variable de la IIC, indicando que no existe para aquellas IIC que no apliquen este tipo de remuneración. · No existe este tipo de remuneración · Remuneración desglosada en: · Altos cargos: indicando el número de personas incluidas en esta categoría y desglosando en remuneración fija y variable. o Número de personas: 9 o Remuneración Fija: 1.580.713 € o Remuneración Variable: 455.457 € · Empleados cuya actuación tenga una incidencia material en el perfil de riesgo de la IIC (en el entendido de que todas las SGIIC cuentan con empleados dentro de este grupo): indicando el número de personas incluidas en esta categoría y desglosando en remuneración fija y variable: o Número de personas: 8 o Remuneración Fija: 1.195.946 € o Remuneración Variable: 419.251 € 2) Contenido cualitativo: La política de remuneración de Caixabank Asset Management SGIIC, S.A.U constituye un aspecto fundamental de su gobierno corporativo, dada la potencial influencia que las prácticas de remuneración pueden ejercer sobre el perfil de riesgo de la SGIIC y de las IIC que gestiona, así como sobre los potenciales conflictos de interés, todo ello de acuerdo con la normativa sectorial aplicable. Caixabank Asset Management SGIIC, S.A.U. como SGIIC y prestadora de servicios de inversión, requiere dotarse de unas políticas adecuadas de remuneración, tanto en relación con los altos directivos, los tomadores de riesgo y las personas que ejerzan funciones de control, como en general con el resto del personal de la Entidad. En función de lo anterior, Caixabank Asset Management SGIIC, S.A.U. cuenta con una política de remuneración a sus empleados acorde con una gestión racional y eficaz del riesgo, y la normativa aplicable a las IIC,s gestionadas. Dicha política es consistente con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo propios y de las instituciones de inversión colectiva que gestiona, de sus partícipes o accionistas, y del interés público, e incluye medidas para evitar los conflictos de interés. La política de compensación total está orientada a impulsar comportamientos que aseguren la generación de valor a largo plazo y la sostenibilidad de los resultados en el tiempo. La proporción de la remuneración variable con respecto a la remuneración fija anual es, en general, relativamente reducida. La proporción del componente fijo de la remuneración permite la aplicación de una política flexible de remuneración variable, que incluye la posibilidad, en los casos previstos en la Política, de no abonar cantidad alguna de remuneración variable en un determinado ejercicio. En caso de que los profesionales que realicen funciones de control tengan remuneración variable, sus objetivos no deben incluir retos de negocio a nivel individual, del área o de las IIC gestionadas, a fin de asegurar su independencia sobre las áreas que supervisan Se prohíbe a los profesionales de CaixaBank AM el uso de estrategias personales de cobertura y aseguramiento de sus remuneraciones o de las obligaciones con ellas relacionadas, con la finalidad de menoscabar la alineación con el perfil de riesgo implícito en dicha estructura de remuneración. La remuneración variable para los profesionales de CaixaBank AM está orientada a impulsar comportamientos que aseguren la generación de valor a largo plazo y a la sostenibilidad de los resultados en el tiempo, y se basa en el mix de remuneración (proporcionalidad entre remuneración fija y variable, anteriormente descrita) y en la medición del desempeño. En ningún caso, la remuneración variable estará vinculada única y directamente a decisiones individuales de gestión o criterios que incentiven la asunción de riesgos incompatible con el perfil de riesgo de la Entidad o sus normas en materia de conducta o conflictos de intereses, las IIC que gestiona y sus partícipes. La determinación de la remuneración variable se basa en una combinación de la medición del desempeño individual, del área, unidad de negocio o IIC concernidas (en la medida en que sea de aplicación), teniendo en cuenta criterios cuantitativos (financieros) y cualitativos (no financieros) fijados a nivel de la Entidad, de área, o individualmente según proceda. Asimismo, el pago de la remuneración variable no se efectúa a través de vehículos o métodos que puedan facilitar la elusión de las normas contenidas en la Política. 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 2.955.969.274,47 € que representa un 15,53% 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. 28956646529 1725450 3.13 3562173632 616221 6.14 1262321266 51810 3.37 3449093041 119268 3.07 0 0 0.00 1796641397 66098 3.83 728268375 249798 6.58 17829885134 1923866 6.11 0 0 0.00 216513839 9243 2.13 269030866 13051 1.87 0 0 0.00 2619827568 370723 3.33 6683882052 222245 4.15 0 0 0.00 0 0 0.00 0 0 0.00 17880256510 309848 1.58 5008175003 472438 2.00 1274326503 22889 5.79 325091096 11881 2.02 91862132811 6184829 3.61