xbrli:pure iso4217:EUR BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-01-01 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-07-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-01-01 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-04-01 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-01-01 2024-03-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-10-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-07-01 2023-09-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2022-01-01 2022-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2021-01-01 2021-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2019-01-01 2019-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2021-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2019-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2024-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2022-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 1.0.0 2021-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE, FI 0369 02 02 2024 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900 108 598 EM bbvafondos@bbvaam.com 1992-12-09 06 03 2 en una escala del 1 al 7 Fondo de Renta Fija Internacional Flexible que invierte en una cartera global diversificada de renta fija pública y privada. La duración media de la cartera se situará entre 0 y 10 años. El fondo puede invertir hasta un 50% en activos por debajo de Grado de Inversión y Emergentes. El estilo de inversión es independiente a un índice de referencia y está basado en la selección de bonos y emisores. El Fondo ha realizado operaciones en instrumentos financieros derivados con la finalidad de inversión. La metodología aplicada para calcular la exposición total al riesgo de mercado es la metodología del VaR absoluto. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 03 1.13 1.07 1.13 3.66 3.17 3.04 3.17 2.67 EUR 12066528.68 14408517.51 7513 8540 0.00 0.00 false 600 EUR 176288000 219238000 245872000 328732000 14.6097 15.2158 14.5463 15.9705 0.50 0.50 0.00 0.00 0.50 0.50 03 0.05 0.05 01 -3.98 -1.10 -2.92 6.26 -1.58 4.60 -8.92 -0.10 2.84 -1.00 -1.00 -1.63 2024-04-10 2024-02-02 2023-03-16 0.91 0.91 2.11 2024-05-02 2024-05-02 2023-03-13 01 6.34 6.91 5.78 7.47 5.41 7.80 6.66 2.03 2.34 0.81 0.89 0.73 0.75 0.76 13.98 1.21 16.37 12.48 0.03 0.03 0.04 0.03 0.03 1.06 0.21 0.28 0.72 B-C-FI-BONOSINTERN-4183 4.73 5.14 4.33 6.77 4.77 5.92 6.22 2.93 2.76 -0.56 -0.56 -0.51 -0.35 -0.40 -0.35 -0.51 -1.10 -1.08 0.55 0.28 0.28 0.28 0.28 1.10 1.11 1.17 1.26 false 4183001_20240630_VL png 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 4183001_20240630_RE png 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 false 170864000 198432000 22356000 18428000 144974000 176598000 3534000 3406000 0 0 2028000 16983000 3397000 3823000 176288000 219238000 219238000 236586000 219238000 -17.35 -12.03 -17.35 -27.66 0.00 0.00 0.00 0.00 -4.43 4.26 -4.43 -192.36 -3.88 4.82 -3.88 -171.27 2.07 2.00 2.07 -8.45 0.00 0.00 0.00 0.00 -1.59 1.63 -1.59 -185.98 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -4.44 1.20 -4.44 -428.36 0.00 0.00 0.00 0.00 0.08 -0.01 0.08 -617.25 0.00 0.00 0.00 -171.62 -0.55 -0.57 -0.55 -15.99 -0.50 -0.50 -0.50 12.61 -0.05 -0.05 -0.05 12.61 0.00 -0.01 0.00 83.84 0.00 0.00 0.00 12.01 0.00 -0.01 0.00 -100.00 0.00 0.01 0.00 -96.42 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.01 0.00 -96.42 176288000 219238000 176288000 ES00000126A4 DEUDA|KINGDOM OF SPAIN|1,800|2024-11-30 EUR 17982000 10.2 17894000 8.16 17982000 10.2 17894000 8.16 ES0213307053 RENTA|CAIXABANK SA|0,750|2026-07-09 EUR 0 0.0 183000 0.08 ES0213679HN2 RENTA|BANKINTER SA|0,875|2026-07-08 EUR 0 0.0 92000 0.04 ES0213679OF4 BONOS|BANKINTER SA|1,250|2032-12-23 EUR 266000 0.15 353000 0.16 ES0380907040 BONOS|UNICAJA BANCO SA|1,000|2026-12-01 EUR 183000 0.1 183000 0.08 ES0380907057 BONOS|UNICAJA BANCO SA|4,500|2025-06-30 EUR 0 0.0 100000 0.05 IT0005570988 BONOS|UNICREDIT SPA|4,600|2030-02-14 EUR 0 0.0 198000 0.09 449000 0.25 1109000 0.5 18431000 10.45 19003000 8.66 ES00000126J5 REPO|KINGDOM OF SPAIN|3,65|2024-07-01 EUR 3855000 2.19 0 0.0 3855000 2.19 0 0.0 22286000 12.64 19003000 8.66 22286000 12.64 19003000 8.66 AU3SG0003015 BONOS/OBLIGA.|AUSTRALIAN CAPITAL T|5,250|2036-10-2 AUD 6316000 3.58 0 0.0 NZGOVDT427C1 DEUDA|SOVEREIGN IN RIGHT O|4,500|2027-04-15 NZD 21055000 11.94 32380000 14.77 NZGOVDT433C9 DEUDA|SOVEREIGN IN RIGHT O|3,500|2033-04-14 NZD 0 0.0 7480000 3.41 NZGOVDT526C0 DEUDA|SOVEREIGN IN RIGHT O|0,500|2026-05-15 NZD 49106000 27.86 50091000 22.85 US91282CKP58 DEUDA|UNITED STATES OF AME|4,625|2029-04-30 USD 5286000 3.0 0 0.0 81763000 46.38 89951000 41.03 DE000BU0E022 LETRAS|FEDERAL REPUBLIC OF|3,848|2024-02-21 EUR 0 0.0 5373000 2.45 DE000BU0E162 LETRAS|FEDERAL REPUBLIC OF|3,500|2025-04-16 EUR 2430000 1.38 0 0.0 FR0011427848 DEUDA|FRENCH REPUBLIC|0,250|2024-07-25 EUR 0 0.0 31884000 14.54 2430000 1.38 37257000 16.99 XS2776891207 BONOS|AP MOLLER - MAERSK A|4,125|2036-03-05 EUR 285000 0.16 0 0.0 XS2783118131 BONOS|EASYJET PLC|3,750|2031-03-20 EUR 208000 0.12 0 0.0 XS2800064912 BONOS|CEPSA FINANCE SA|4,125|2031-04-11 EUR 196000 0.11 0 0.0 XS2802928692 BONOS|BRENNTAG FINANCE BV|3,875|2032-04-24 EUR 196000 0.11 0 0.0 XS2815980664 BONOS|LLOYDS BANKING GROUP|3,875|2032-05-14 EUR 115000 0.07 0 0.0 FR001400M4O2 RENTA|CREDIT AGRICOLE SA|4,375|2033-11-27 EUR 103000 0.06 105000 0.05 FR001400MDV4 BONOS|COVIVIO SA/FRANCE|4,625|2032-06-05 EUR 203000 0.12 0 0.0 FR001400N2M9 RENTA|CREDIT AGRICOLE SA|3,750|2034-01-22 EUR 100000 0.06 0 0.0 FR001400O9D2 RENTA|CREDIT AGRICOLE SA|4,125|2036-02-26 EUR 100000 0.06 0 0.0 FR001400OXS4 BONOS|ORANGE SA|4,500|2049-04-10 EUR 99000 0.06 0 0.0 FR001400P3D4 BONOS|RCI BANQUE SA|3,750|2027-10-04 EUR 149000 0.08 0 0.0 FR001400PX57 BONOS|PERNOD RICARD SA|3,625|2034-05-07 EUR 197000 0.11 0 0.0 FR001400PZV0 BONOS|CREDIT MUTUEL ARKEA|4,810|2035-05-15 EUR 100000 0.06 0 0.0 FR001400QR62 BONOS|ELECTRICITE DE FRANC|4,125|2031-06-17 EUR 101000 0.06 0 0.0 IT0005596363 BONOS|BPER BANCA SPA|4,000|2031-05-22 EUR 124000 0.07 0 0.0 MX0MGO0000Y4 DEUDA|UNITED MEXICAN STATE|575,000|2026-03-05 MXN 0 0.0 6558000 2.99 XS1207058733 BONOS|REPSOL INTERNATIONAL|4,500|2075-03-25 EUR 188000 0.11 298000 0.14 XS1319820541 BONOS|FEDEX CORP|1,625|2027-01-11 EUR 0 0.0 320000 0.15 XS1419664997 BONOS|EDP - ENERGIAS DE PO|2,875|2026-06-01 EUR 0 0.0 98000 0.04 XS1505573482 RENTA|SNAM SPA|0,875|2026-10-25 EUR 0 0.0 99000 0.05 XS1627343186 BONOS|FCC AQUALIA SA|2,629|2027-06-08 EUR 0 0.0 136000 0.06 XS1691349952 BONOS|NORTEGAS ENERGIA DIS|2,065|2027-09-28 EUR 0 0.0 411000 0.19 XS1725677543 BONOS|INMOBILIARIA COLONIA|1,625|2025-11-28 EUR 0 0.0 289000 0.13 XS1725678194 BONOS|INMOBILIARIA COLONIA|2,500|2029-11-28 EUR 186000 0.11 0 0.0 XS1797138960 BONOS|IBERDROLA INTERNATIO|2,625|2049-03-26 EUR 0 0.0 398000 0.18 XS1808395930 BONOS|INMOBILIARIA COLONIA|2,000|2026-04-17 EUR 0 0.0 487000 0.22 XS1840618216 BONOS|BAYER CAPITAL CORP B|2,125|2029-12-15 EUR 180000 0.1 183000 0.08 XS1843449122 BONOS|TAKEDA PHARMACEUTICA|2,250|2026-11-21 EUR 0 0.0 96000 0.04 XS2554745708 BONOS|ING GROEP NV|5,250|2033-11-14 EUR 110000 0.06 221000 0.1 XS2752472436 BONOS|IREN SPA|3,875|2032-07-22 EUR 315000 0.18 0 0.0 BE0002832138 BONOS|KBC GROUP NV|0,250|2027-03-01 EUR 0 0.0 91000 0.04 BE0002900810 BONOS|KBC GROUP NV|4,375|2027-11-23 EUR 0 0.0 102000 0.05 BE0002935162 BONOS|KBC GROUP NV|4,375|2030-04-19 EUR 102000 0.06 207000 0.09 BE0002990712 BONOS|KBC GROUP NV|4,750|2035-04-17 EUR 201000 0.11 0 0.0 BE6351290216 BONOS|LONZA FINANCE INTERN|3,875|2036-04-24 EUR 230000 0.13 0 0.0 BE6352705782 BONOS|ELIA GROUP SA/NV|3,875|2031-06-11 EUR 100000 0.06 0 0.0 CA13509PJT18 EMISIONES|CANADA HOUSING TRUST|3,700|2029-06-15 CAD 6478000 3.67 0 0.0 CH0576402181 BONOS|UBS GROUP AG|0,250|2028-11-05 EUR 188000 0.11 188000 0.09 CH1168499791 BONOS|UBS GROUP AG|1,000|2025-03-21 EUR 0 0.0 195000 0.09 DE000A2LQSN2 EMISIONES|KREDITANSTALT FUER W|0,750|2029-01-15 EUR 14777000 8.38 0 0.0 DE000A30VQA4 BONOS|VONOVIA SE|4,750|2027-05-23 EUR 0 0.0 104000 0.05 DE000A30VQB2 BONOS|VONOVIA SE|5,000|2030-11-23 EUR 210000 0.12 212000 0.1 DE000A30VUK5 EMISIONES|KREDITANSTALT FUER W|2,750|2028-03-15 EUR 5373000 3.05 0 0.0 DE000A383EL9 BONOS|HOCHTIEF AG|4,250|2030-05-31 EUR 136000 0.08 0 0.0 DE000A3LJPA8 RENTA|JAB HOLDINGS BV|5,000|2033-06-12 EUR 211000 0.12 216000 0.1 DE000A3MQS56 BONOS|VONOVIA SE|1,375|2026-01-28 EUR 0 0.0 93000 0.04 DE000CB0HRY3 RENTA|COMMERZBANK AG|0,100|2025-09-11 EUR 0 0.0 180000 0.08 XS2818300407 BONOS|ING GROEP NV|4,375|2034-08-15 EUR 99000 0.06 0 0.0 XS2823931824 BONOS|TEOLLISUUDEN VOIMA O|4,250|2031-05-22 EUR 190000 0.11 0 0.0 XS2827697272 BONOS|SWISSCOM FINANCE BV|3,625|2036-11-29 EUR 144000 0.08 0 0.0 XS2828917943 BONOS|REDEXIS S.A.U.|4,375|2031-05-30 EUR 99000 0.06 0 0.0 XS2830466301 BONOS|AMERICAN TOWER CORP|4,100|2034-05-16 EUR 186000 0.11 0 0.0 XS2770514946 BONOS|VERIZON COMMUNICATIO|3,750|2036-02-28 EUR 286000 0.16 0 0.0 XS2767246908 BONOS|FORD MOTOR CREDIT CO|4,445|2030-02-14 EUR 151000 0.09 0 0.0 XS2767224921 RENTA|SVENSKA HANDELSBANKE|3,750|2034-02-15 EUR 158000 0.09 0 0.0 XS2764455619 BONOS|KONINKLIJKE KPN NV|3,875|2036-02-16 EUR 197000 0.11 0 0.0 XS2762369549 BONOS|BANCO BILBAO VIZCAYA|4,875|2036-02-08 EUR 101000 0.06 0 0.0 XS2751678272 BONOS|ENBW ENERGIE BADEN-W|5,250|2084-01-23 EUR 103000 0.06 0 0.0 XS2751667150 BONOS|BANCO SANTANDER SA|5,000|2034-04-22 EUR 102000 0.06 0 0.0 XS2748213290 BONOS|IBERDROLA FINANZAS S|4,871|2031-04-16 EUR 203000 0.12 0 0.0 XS2745726047 RENTA|VOLKSWAGEN LEASING G|4,000|2031-04-11 EUR 229000 0.13 0 0.0 XS2729836234 BONOS|MEDIOBANCA BANCA DI|4,375|2030-02-01 EUR 0 0.0 103000 0.05 XS2718201515 BONOS|NESTE OYJ|3,875|2031-05-21 EUR 224000 0.13 128000 0.06 XS2717291970 BONOS|JPMORGAN CHASE & CO|4,457|2031-11-13 EUR 214000 0.12 322000 0.15 XS2715940891 BONOS|SANDOZ FINANCE BV|4,220|2030-04-17 EUR 202000 0.11 206000 0.09 XS2715297672 BONOS|SANDOZ FINANCE BV|3,970|2027-04-17 EUR 0 0.0 102000 0.05 XS2705604234 RENTA|BANCO SANTANDER SA|4,875|2031-10-18 EUR 211000 0.12 213000 0.1 XS2705604077 BONOS|BANCO SANTANDER SA|4,625|2027-10-18 EUR 0 0.0 102000 0.05 XS2704918478 BONOS|H&M FINANCE BV|4,875|2031-10-25 EUR 170000 0.1 280000 0.13 XS2699159351 BONOS|EDP SERVICIOS FINANC|4,375|2032-04-04 EUR 259000 0.15 0 0.0 XS2698998593 BONOS|ACCIONA ENERGIA FINA|5,125|2031-04-23 EUR 310000 0.18 422000 0.19 XS2696749626 RENTA|TOYOTA MOTOR FINANCE|4,000|2027-04-02 EUR 0 0.0 103000 0.05 XS2679898184 BONOS|REWE INTERNATIONAL F|4,875|2030-09-13 EUR 104000 0.06 212000 0.1 XS2678111050 BONOS|SARTORIUS FINANCE BV|4,250|2026-09-14 EUR 0 0.0 102000 0.05 XS2676883114 BONOS|EUROFINS SCIENTIFIC|4,750|2030-09-06 EUR 250000 0.14 0 0.0 XS2667124569 BONOS|SVENSKA HANDELSBANKE|5,000|2034-08-16 EUR 148000 0.08 151000 0.07 XS2662538425 BONOS|BARCLAYS PLC|4,918|2030-08-08 EUR 146000 0.08 146000 0.07 XS2654098222 BONOS|DS SMITH PLC|4,500|2030-07-27 EUR 192000 0.11 305000 0.14 XS2654097927 BONOS|DS SMITH PLC|4,375|2027-07-27 EUR 0 0.0 105000 0.05 XS2636745882 BONOS|AUTOSTRADE PER L'ITA|5,125|2033-06-14 EUR 290000 0.16 178000 0.08 XS2630117328 BONOS|CONTINENTAL AG|4,000|2028-06-01 EUR 331000 0.19 537000 0.24 XS2630111982 BONOS|BAYER AG|4,000|2026-08-26 EUR 0 0.0 130000 0.06 XS2628821873 RENTA|LLOYDS BANK CORPORAT|4,125|2027-05-30 EUR 309000 0.18 448000 0.2 XS2626022573 BONOS|WPP FINANCE SA|4,125|2028-05-30 EUR 0 0.0 283000 0.13 XS2623956773 BONOS|ENI SPA|4,250|2033-05-19 EUR 256000 0.15 262000 0.12 XS2623501181 BONOS|CAIXABANK SA|4,625|2027-05-16 EUR 0 0.0 102000 0.05 XS2621539910 BONOS|HSBC HOLDINGS PLC|4,856|2033-05-23 EUR 309000 0.18 311000 0.14 XS2618731256 BONOS|STANDARD CHARTERED P|4,874|2031-05-10 EUR 298000 0.17 405000 0.18 XS2616652637 BONOS|NN GROUP NV|6,000|2043-11-03 EUR 191000 0.11 189000 0.09 XS2616008541 BONOS|SIKA CAPITAL BV|3,750|2026-11-03 EUR 0 0.0 102000 0.05 XS2613658710 RENTA|ABN AMRO BANK NV|4,375|2028-10-20 EUR 205000 0.12 414000 0.19 XS2613209670 BONOS|SYDNEY AIRPORT FINAN|4,375|2033-05-03 EUR 268000 0.15 379000 0.17 XS2607381436 BONOS|SECURITAS TREASURY I|4,250|2027-04-04 EUR 0 0.0 102000 0.05 XS2598746290 BONOS|ANGLO AMERICAN CAPIT|4,500|2028-09-15 EUR 168000 0.1 275000 0.13 XS2597110027 BONOS|STELLANTIS NV|4,375|2030-03-14 EUR 205000 0.12 211000 0.1 XS2596599063 BONOS|NATWEST GROUP PLC|4,699|2028-03-14 EUR 0 0.0 103000 0.05 XS2595028536 BONOS|MORGAN STANLEY|4,656|2029-03-02 EUR 0 0.0 104000 0.05 XS2589820294 BONOS|PROLOGIS INTERNATION|4,625|2035-02-21 EUR 221000 0.13 340000 0.16 XS2588099478 BONOS|DNB BANK ASA|3,625|2027-02-16 EUR 0 0.0 100000 0.05 XS2582860909 BONOS|ABERTIS INFRAESTRUCT|4,125|2029-08-07 EUR 0 0.0 718000 0.33 XS2580221658 BONOS|IBERDROLA FINANZAS S|4,875|2049-07-25 EUR 304000 0.17 403000 0.18 XS2578472339 BONOS|AIB GROUP PLC|4,625|2029-07-23 EUR 0 0.0 103000 0.05 XS2576550086 BONOS|ENEL SPA|6,375|2049-07-16 EUR 177000 0.1 282000 0.13 XS2575971994 RENTA|ABN AMRO BANK NV|4,000|2028-01-16 EUR 0 0.0 102000 0.05 XS2560495462 BONOS|VODAFONE INTERNATION|3,250|2029-03-02 EUR 0 0.0 295000 0.13 XS2559580548 BONOS|FRESENIUS SE & CO KG|4,250|2026-05-28 EUR 0 0.0 102000 0.05 XS2559501429 BONOS|FRESENIUS SE & CO KG|5,000|2029-11-28 EUR 210000 0.12 213000 0.1 XS2558395351 BONOS|ENBW INTERNATIONAL F|3,625|2026-11-22 EUR 0 0.0 93000 0.04 XS2558395278 BONOS|ENBW INTERNATIONAL F|4,049|2029-11-22 EUR 0 0.0 242000 0.11 XS2558022591 BONOS|ABN AMRO BANK NV|5,125|2033-02-22 EUR 102000 0.06 103000 0.05 XS2557526345 BONOS|THERMO FISHER SCIENT|3,650|2034-11-21 EUR 0 0.0 231000 0.11 XS2557526006 BONOS|THERMO FISHER SCIENT|3,200|2026-01-21 EUR 0 0.0 100000 0.05 XS2555220867 BONOS|BOOKING HOLDINGS INC|4,250|2029-05-15 EUR 0 0.0 244000 0.11 XS2555218291 BONOS|BOOKING HOLDINGS INC|4,000|2026-11-15 EUR 0 0.0 103000 0.05 XS2555187801 BONOS|CAIXABANK SA|5,375|2030-11-14 EUR 323000 0.18 433000 0.2 FR001400M2G2 BONOS|TELEPERFORMANCE SE|5,750|2031-11-22 EUR 0 0.0 106000 0.05 FR001400LZO4 BONOS|SUEZ SACA|4,500|2033-11-13 EUR 102000 0.06 107000 0.05 FR001400LZI6 BONOS|BNP PARIBAS SA|4,750|2032-11-13 EUR 209000 0.12 318000 0.15 FR001400LWN3 RENTA|BANQUE FEDERATIVE DU|4,750|2031-11-10 EUR 104000 0.06 212000 0.1 FR001400KZQ1 BONOS|SOCIETE GENERALE SA|4,750|2029-09-28 EUR 0 0.0 104000 0.05 FR001400KXW4 BONOS|RCI BANQUE SA|4,625|2026-10-02 EUR 0 0.0 46000 0.02 FR001400J861 BONOS|TDF INFRASTRUCTURE S|5,625|2028-07-21 EUR 209000 0.12 315000 0.14 FR001400IJ13 BONOS|BPCE SA|4,750|2034-06-14 EUR 105000 0.06 106000 0.05 FR001400IEQ0 BONOS|RCI BANQUE SA|4,875|2028-06-14 EUR 296000 0.17 302000 0.14 FR001400IDW0 RENTA|SOCIETE GENERALE SA|4,125|2027-06-02 EUR 0 0.0 103000 0.05 FR001400HMF8 RENTA|BANQUE FEDERATIVE DU|4,375|2030-05-02 EUR 306000 0.17 312000 0.14 FR001400HCR4 RENTA|CREDIT AGRICOLE SA|3,875|2031-04-20 EUR 101000 0.06 413000 0.19 FR001400H9B5 BONOS|BNP PARIBAS SA|4,250|2031-04-13 EUR 102000 0.06 413000 0.19 FR001400GGZ0 RENTA|BANQUE FEDERATIVE DU|4,125|2029-03-13 EUR 102000 0.06 208000 0.09 FR001400FDC8 BONOS|ELECTRICITE DE FRANC|4,625|2043-01-25 EUR 99000 0.06 420000 0.19 FR001400FB22 BONOS|BPCE SA|5,125|2035-01-25 EUR 102000 0.06 206000 0.09 FR001400FB06 RENTA|BPCE SA|3,500|2028-01-25 EUR 298000 0.17 404000 0.18 FR001400F6V1 BONOS|BANQUE STELLANTIS FR|3,875|2026-01-19 EUR 0 0.0 101000 0.05 FR001400F1M1 BONOS|ENGIE SA|4,250|2043-01-11 EUR 98000 0.06 0 0.0 FR001400F0U6 BONOS|RCI BANQUE SA|4,625|2026-07-13 EUR 0 0.0 280000 0.13 FR001400EHH1 BONOS|ELO SACA|4,875|2028-12-08 EUR 0 0.0 196000 0.09 FR001400E904 BONOS|RCI BANQUE SA|4,125|2025-12-01 EUR 0 0.0 142000 0.06 FR001400DZM5 RENTA|SOCIETE GENERALE SA|4,000|2027-11-16 EUR 305000 0.17 411000 0.19 FR001400AY79 BONOS|BANQUE FEDERATIVE DU|3,875|2032-06-16 EUR 0 0.0 98000 0.04 FR0014009LQ8 RENTA|BNP PARIBAS SA|2,100|2032-04-07 EUR 261000 0.15 176000 0.08 FR0014009HA0 BONOS|BNP PARIBAS SA|2,500|2032-03-31 EUR 282000 0.16 376000 0.17 FR0014006XA3 BONOS|SOCIETE GENERALE SA|0,625|2027-12-02 EUR 357000 0.2 359000 0.16 FR0014005EJ6 BONOS|DANONE SA|1,000|2049-12-16 EUR 92000 0.05 91000 0.04 FR0014002S57 RENTA|BANQUE FEDERATIVE DU|0,010|2026-05-11 EUR 0 0.0 90000 0.04 FR0013508512 BONOS|CREDIT AGRICOLE SA|1,000|2026-04-22 EUR 0 0.0 95000 0.04 FR0013505625 BONOS|AEROPORTS DE PARIS S|2,125|2026-10-02 EUR 0 0.0 97000 0.04 FR0013430733 RENTA|SOCIETE GENERALE SA|0,875|2026-07-01 EUR 0 0.0 92000 0.04 EU000A3K4EW6 EMISIONES|EUROPEAN UNION|2,875|2027-12-06 EUR 8436000 4.79 0 0.0 DE000DL19VT2 BONOS|DEUTSCHE BANK AG|0,750|2027-02-17 EUR 277000 0.16 368000 0.17 DE000CZ45W57 BONOS|COMMERZBANK AG|3,000|2027-09-14 EUR 193000 0.11 290000 0.13 DE000CZ43ZN8 BONOS|COMMERZBANK AG|5,125|2030-01-18 EUR 104000 0.06 105000 0.05 XS1956037664 BONOS|FORTUM OYJ|1,625|2026-02-27 EUR 0 0.0 94000 0.04 XS1954087695 BONOS|BANCO BILBAO VIZCAYA|2,575|2029-02-22 EUR 0 0.0 300000 0.14 XS1891174341 BONOS|DIGITAL EURO FINCO L|2,500|2026-01-16 EUR 0 0.0 97000 0.04 XS1846632104 RENTA|EDP FINANCE BV|1,625|2026-01-26 EUR 0 0.0 117000 0.05 XS2553798443 RENTA|SKANDINAVISKA ENSKIL|4,000|2026-11-09 EUR 0 0.0 102000 0.05 XS2552369469 BONOS|REDEIA CORP SA|4,625|2049-08-07 EUR 101000 0.06 203000 0.09 XS2550881143 BONOS|VERIZON COMMUNICATIO|4,250|2030-10-31 EUR 0 0.0 477000 0.22 XS2545259876 BONOS|DELL BANK INTERNATIO|4,500|2027-10-18 EUR 0 0.0 104000 0.05 XS2538366878 BONOS|BANCO SANTANDER SA|3,625|2026-09-27 EUR 0 0.0 100000 0.05 XS2536941656 RENTA|ABN AMRO BANK NV|4,250|2030-02-21 EUR 308000 0.17 416000 0.19 XS2534785865 RENTA|BANCO BILBAO VIZCAYA|3,375|2027-09-20 EUR 199000 0.11 302000 0.14 XS2534276717 BONOS|VOLVO TREASURY AB|2,625|2026-02-20 EUR 0 0.0 126000 0.06 XS2531420656 BONOS|ENEL FINANCE INTERNA|3,875|2029-03-09 EUR 0 0.0 406000 0.19 XS2496028502 BONOS|BRITISH TELECOMMUNIC|2,750|2027-08-30 EUR 0 0.0 98000 0.04 XS2491189408 BONOS|A2A SPA|2,500|2026-06-15 EUR 0 0.0 131000 0.06 XS2489775580 BONOS|SES SA|3,500|2029-01-14 EUR 218000 0.12 320000 0.15 XS2486589596 BONOS|HSBC HOLDINGS PLC|3,019|2027-06-15 EUR 307000 0.17 439000 0.2 XS2485259241 RENTA|BANCO BILBAO VIZCAYA|1,750|2025-11-26 EUR 0 0.0 96000 0.04 XS2482936247 BONOS|RWE AG|2,125|2026-05-24 EUR 0 0.0 95000 0.04 XS2481287808 BONOS|COLOPLAST FINANCE BV|2,250|2027-05-19 EUR 0 0.0 96000 0.04 XS2478299204 BONOS|TENNET HOLDING BV|2,125|2029-11-17 EUR 292000 0.17 429000 0.2 XS2468378059 BONOS|CAIXABANK SA|1,625|2026-04-13 EUR 0 0.0 96000 0.04 XS2466172363 RENTA|DAIMLER TRUCK INTERN|1,625|2027-04-06 EUR 0 0.0 188000 0.09 XS2466172280 RENTA|DAIMLER TRUCK INTERN|1,250|2025-04-06 EUR 0 0.0 95000 0.04 XS2462324828 BONOS|HALEON NETHERLANDS C|1,750|2030-03-29 EUR 0 0.0 211000 0.1 XS2462324745 BONOS|HALEON NETHERLANDS C|1,250|2026-03-29 EUR 0 0.0 94000 0.04 XS2461234622 BONOS|JPMORGAN CHASE & CO|1,963|2030-03-23 EUR 0 0.0 93000 0.04 XS2454766473 BONOS|AMERICAN MEDICAL SYS|0,750|2025-03-08 EUR 0 0.0 94000 0.04 XS2443485565 RENTA|SWEDBANK AB|1,300|2027-02-17 EUR 281000 0.16 404000 0.18 XS2433135543 BONOS|HOLDING D'INFRASTRUC|1,475|2031-01-18 EUR 249000 0.14 252000 0.11 XS2432130610 BONOS|TOTALENERGIES SE|2,000|2049-01-17 EUR 168000 0.1 166000 0.08 XS2413696761 BONOS|ING GROEP NV|0,125|2025-11-29 EUR 0 0.0 95000 0.04 XS2412044641 BONOS|RWE AG|1,000|2033-11-26 EUR 232000 0.13 593000 0.27 XS2407357768 RENTA|NATWEST MARKETS PLC|0,125|2025-11-12 EUR 0 0.0 124000 0.06 XS2390506546 BONOS|ING GROEP NV|0,375|2028-09-29 EUR 172000 0.1 172000 0.08 XS2390400633 BONOS|ENEL FINANCE INTERNA|3,799|2026-05-28 EUR 0 0.0 204000 0.09 XS2385389551 BONOS|HOLDING D'INFRASTRUC|0,125|2025-09-16 EUR 0 0.0 150000 0.07 XS2384269366 BONOS|HEIMSTADEN BOSTAD TR|0,750|2029-09-06 EUR 0 0.0 238000 0.11 XS2373642102 BONOS|BARCLAYS PLC|0,577|2029-08-09 EUR 0 0.0 85000 0.04 XS2363989273 BONOS|LAR ESPANA REAL ESTA|1,750|2026-07-22 EUR 0 0.0 86000 0.04 XS2360310044 BONOS|UNICREDIT SPA|0,800|2029-07-05 EUR 232000 0.13 337000 0.15 XS2354685575 BONOS|EEW ENERGY FROM WAST|0,361|2026-06-30 EUR 0 0.0 88000 0.04 XS2346207892 BONOS|AMERICAN TOWER CORP|0,875|2029-05-21 EUR 240000 0.14 664000 0.3 XS2346206902 BONOS|AMERICAN TOWER CORP|0,450|2027-01-15 EUR 0 0.0 120000 0.05 XS2345317510 RENTA|SVENSKA HANDELSBANKE|0,050|2028-09-06 EUR 274000 0.16 274000 0.12 XS2343563214 BONOS|SWEDBANK AB|0,300|2027-05-20 EUR 152000 0.09 243000 0.11 XS2338643740 BONOS|MORGAN STANLEY|0,406|2027-10-29 EUR 422000 0.24 557000 0.25 XS2321466133 BONOS|BARCLAYS PLC|1,125|2031-03-22 EUR 0 0.0 123000 0.06 XS2320533131 BONOS|REPSOL INTERNATIONAL|2,500|2049-03-22 EUR 0 0.0 93000 0.04 XS2317069685 RENTA|INTESA SANPAOLO SPA|0,750|2028-03-16 EUR 257000 0.15 365000 0.17 XS2311407352 BONOS|BANK OF IRELAND GROU|0,375|2027-05-10 EUR 243000 0.14 335000 0.15 XS2308321962 BONOS|BOOKING HOLDINGS INC|0,100|2025-03-08 EUR 0 0.0 110000 0.05 XS2306601746 BONOS|EASYJET FINCO BV|1,875|2028-03-03 EUR 0 0.0 337000 0.15 XS2297549391 BONOS|CAIXABANK SA|0,500|2029-02-09 EUR 170000 0.1 259000 0.12 XS2292486771 BONOS|ACEA SPA|3,929|2025-09-28 EUR 0 0.0 118000 0.05 XS2289797248 BONOS|NORTEGAS ENERGIA DIS|0,905|2031-01-22 EUR 236000 0.13 236000 0.11 XS2280835260 BONOS|DIGITAL INTREPID HOL|0,625|2031-07-15 EUR 187000 0.11 190000 0.09 XS2243299463 BONOS|H LUNDBECK A/S|0,875|2027-10-14 EUR 351000 0.2 468000 0.21 XS2242931603 BONOS|ENI SPA|3,375|2049-10-13 EUR 139000 0.08 247000 0.11 XS2242929532 BONOS|ENI SPA|2,625|2049-01-13 EUR 0 0.0 96000 0.04 XS2228373671 BONOS|ENEL SPA|2,250|2049-03-10 EUR 0 0.0 91000 0.04 XS2228245838 BONOS|BANCO DE SABADELL SA|1,125|2027-03-11 EUR 466000 0.26 464000 0.21 XS2225893630 BONOS|DANSKE BANK A/S|1,500|2030-09-02 EUR 193000 0.11 191000 0.09 XS2218405772 BONOS|MERCK KGAA|1,625|2080-09-09 EUR 189000 0.11 185000 0.08 XS2193661324 BONOS|BP CAPITAL MARKETS P|3,250|2049-06-22 EUR 0 0.0 96000 0.04 XS2183818637 BONOS|STANDARD CHARTERED P|2,500|2030-09-09 EUR 0 0.0 96000 0.04 XS2181959110 BONOS|SWISS RE FINANCE UK|2,714|2052-06-04 EUR 89000 0.05 89000 0.04 XS2180007549 BONOS|AT&T INC|1,600|2028-05-19 EUR 255000 0.14 473000 0.22 XS2176621170 BONOS|ING GROEP NV|2,125|2031-05-26 EUR 287000 0.16 480000 0.22 XS2167003685 BONOS|CITIGROUP INC|1,250|2026-07-06 EUR 0 0.0 174000 0.08 XS2151069775 RENTA|LLOYDS BANK CORPORAT|2,375|2026-04-09 EUR 0 0.0 118000 0.05 XS2104915033 BONOS|NATIONAL GRID ELECTR|0,190|2025-01-20 EUR 0 0.0 167000 0.08 XS2104051433 BONOS|BANCO BILBAO VIZCAYA|1,000|2030-01-16 EUR 289000 0.16 477000 0.22 XS2100663579 BONOS|DIGITAL DUTCH FINCO|0,625|2025-07-15 EUR 0 0.0 92000 0.04 XS2081500907 BONOS|FCC SERVICIOS MEDIO|1,661|2026-12-04 EUR 0 0.0 583000 0.27 XS2081018629 RENTA|INTESA SANPAOLO SPA|1,000|2026-11-19 EUR 0 0.0 665000 0.3 XS2051361264 BONOS|AT&T INC|0,250|2026-03-04 EUR 0 0.0 182000 0.08 XS2050448336 BONOS|FASTIGHETS AB BALDER|1,125|2027-01-29 EUR 232000 0.13 303000 0.14 XS2028816028 RENTA|BANCO DE SABADELL SA|0,875|2025-07-22 EUR 0 0.0 188000 0.09 XS2009152591 BONOS|EASYJET PLC|0,875|2025-06-11 EUR 0 0.0 94000 0.04 XS1979280853 BONOS|VERIZON COMMUNICATIO|0,875|2027-04-08 EUR 0 0.0 112000 0.05 60076000 34.19 49061000 22.4 XS2338355105 BONOS|GOLDMAN SACHS GROUP|4,452|2024-04-30 EUR 0 0.0 132000 0.06 XS2402064559 BONOS|MITSUBISHI HC CAPITA|3,747|2024-10-29 EUR 0 0.0 120000 0.05 0 0.0 252000 0.11 144269000 81.95 176521000 80.53 144269000 81.95 176521000 80.53 144269000 81.95 176521000 80.53 166555000 94.59 195524000 89.19 0 4183_20240630_DC png 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 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL AUSTRALIA 3 AÑOS|1000|FÍSICA 23303000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito CONTADO|KREDITANSTALT FUER W|2,75|2027-10-01|FÍSIC 5881000 02 Valores de deuda categorizado bajo el factor de tipos de interés COLATERAL|FEDERAL REPUBLIC OF|0,50|2025-02-15 354000 02 Valores de deuda categorizado bajo el factor de tipos de interés COLATERAL|FEDERAL REPUBLIC OF|0,50|2026-02-15 295000 02 Valores de deuda categorizado bajo el factor de tipos de interés COLATERAL|FRENCH REPUBLIC|5,75|2032-10-25 137000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 5 AÑOS|1000|FÍSICA 82885000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 2 AÑOS|2000|FÍSICA 28147000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 53779000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|GILT 10 ANOS NOTION|1000|FÍSICA 5965000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 81650000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito COLATERAL|FEDERAL REPUBLIC OF|2025-04-16 584000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito CONTADO|AUSTRALIAN CAPITAL T|5,25|2036-10-23|FÍSIC 6343000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 2213000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 10 AÑOS ULTR|1000|FÍSICA 3681000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 30 AÑOS|1000|FÍSICA 3213000 02 298430000 Tipo de cambio/divisa FUTURO|EUR-JPY X-RATE|125000| 15462000 02 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 5154000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/CAD|FISICA 6323000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/NZD|FISICA 21466000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/NZD|FISICA 51557000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/AUD|FISICA 6355000 02 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 15462000 01 121779000 Tipo de interés IRS|UNITED STATES SOFR SECURED OV 56955000 02 Tipo de interés IRS|CANADA BANKERS ACCEPTANCES 3 M 81275000 02 Inflación IRS|GOLDMAN SACHS BANK E 21500000 02 Inflación IRS|UBS EUROPE SE 21000000 02 Inflación IRS|GOLDMAN SACHS BANK E 13682000 02 Tipo de interés IRS|UNITED STATES SOFR SECURED OV 65895000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 56955000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 81275000 02 Inflación IRS|GOLDMAN SACHS BANK E 21500000 02 Inflación IRS|UBS EUROPE SE 21000000 02 Inflación IRS|GOLDMAN SACHS BANK E 13682000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 65895000 02 520614000 940823000 false false false false false false false false false false No aplicable false false true false true false false true La IIC ha adquirido instrumentos financieros en los que BBVA ha actuado como colocador/asegurador/emisor por un importe de 4.350.471,71 euros, lo que supone un 1,48% sobre el patrimonio medio de la IIC. BBVA Asset Management SA SGIIC cuenta con un procedimiento simplificado de aprobación de otras operaciones vinculadas no incluidas en los apartados anteriores. 1. SITUACION DE LOS MERCADOS Y EVOLUCION DEL FONDO a) Visión de la gestora sobre la situación de los mercados. El primer semestre del año ha estado caracterizado por la resiliencia de la economía estadounidense, aumentando la probabilidad de un aterrizaje suave, pero también ha venido aparejado de una inflación más pegajosa de lo esperado, sobre todo en el sector servicios. En este contexto, la Fed ha ido endureciendo su discurso a lo largo del semestre, hasta pronosticar solo una bajada de 25pb para este año. En Europa, sin embargo, las presiones inflacionistas son menos elevadas, lo que ha permitido al BCE bajar los tipos de interés 25pb en el mes de junio. El PIB de EE.UU. del 1T se saldó con un crecimiento del 1,4% en tasa trimestral anualizada. De cara al 2T, la evolución de los indicadores de actividad real, así como las últimas lecturas de los indicadores PMI de junio, sugieren que la economía podría crecer a tasas del 2%, cerrando el año 2024 con un crecimiento cercano al 2,0%. La eurozona, por su parte, registró un crecimiento del 0,3% t/t en el 1T, lastrado principalmente por el comportamiento de Alemania. Para el conjunto del año contemplamos una recuperación de la demanda interna, en la medida que los nuevos acuerdos salariales y la disminución en la inflación permitan a los consumidores recuperar poder adquisitivo. Sin embargo, el crecimiento seguirá siendo débil, del orden del 0,8%. Por el lado de los precios, la inflación de mayo en EE.UU. fue del 3,3% y la subyacente del 3,4%, mientras que en la eurozona la general cerró el semestre en el 2,6% y la subyacente en el 2,9%. En China, los indicadores relativos a la demanda interna del mes de mayo muestran señales mixtas, con la producción industrial comportándose peor que las ventas minoristas. Además, el precio de la vivienda de obra nueva ha experimentado su mayor caída (-3,9% a/a) desde 2015. Para el conjunto de 2024, el PIB podría crecer en línea con el objetivo del gobierno (5,0%). En Europa, las primas de riesgo de la deuda periférica se han visto afectadas por la convocatoria de elecciones legislativas anticipadas en Francia, mientras que el euro se deprecia con fuerza frente al dólar un 3,0% hasta 1,0713, posiblemente influido por un aumento en el diferencial de tipos y la incertidumbre política. En cuanto a las materias primas, destaca la subida del precio del crudo (11,7% el Brent a 86,69$/b) y la subida del precio del oro (12,8%). Ante este escenario, los tipos de interés soberanos han mantenido una alta volatilidad a lo largo del semestre, con el tipo a 10 años estadounidense cerrando en el 4,40% desde el 3,88% de principios de año, y habiendo alcanzado un máximo en el semestre de en torno al 4,70%. Al mismo tiempo, las pendientes de las curvas se han mantenido invertidas tanto en Estados Unidos (diferencial 10-2 años, -36pb) y en Europa (-33pb), prácticamente sin cambios. En Estados Unidos, la rentabilidad del bono a 2 años aumentó 50pb a 4,75%, a la vez que en Europa el tipo alemán a 2 años subía 43pb al 2,83% y el 10 años hacía lo propio 48pb a un nivel de 2,50%. Los tipos reales a 10 años experimentaron incrementos de similar magnitud a ambos lados del océano, con el tipo estadounidense subiendo 40pb al 2,11% y el alemán aumentando 41pb al 0,45%. Asimismo, las expectativas de inflación a 10 años se elevaron 12pb en Estados Unidos al 2,29%, y 5pb en Alemania al 2%. De esta manera, el diferencial a 2 años entre Estados Unidos y Alemania se amplía ligeramente hasta 192pb, mientras que el de a 10 años aumenta hasta 190pb. El mercado de crédito, por su parte, terminaba el semestre mostrando buen comportamiento, ponderando más el buen estado de la economía que la expectativa de tipos de interés más elevados, y apoyado en los sólidos fundamentales que las empresas siguen manteniendo. Con ello, en el 1S los diferenciales del mercado de contado se estrecharon en 6pb en la deuda de mayor calidad y 28pb en el segmento especulativo de EE.UU., alcanzando así niveles cercanos a mínimos históricos, mientras que en Europa los diferenciales se estrecharon en 8 y 21pb, respectivamente. b) Decisiones generales de inversión adoptadas. Durante el 1er semestre del año ha seguido manteniendo las posiciones largas que traía desde el año pasado, aunque reduciéndolas o aumentándolas ligeramente en los diferentes momentos de mercado. Por otro lado, la cobertura de la posición de crédito venció al inicio del año por lo que el fondo ha quedado expuesto de nuevo en este activo. En mercados emergentes y tras las elecciones en México, se cierra la pequeña posición que mantenía el fondo. En la parte de divisas la actividad he sido muy poco en líneas generales, manteniendo la posición larga en JPY. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice BofA Merrill Lynch Global Broad Market Index EUR Hedged, existiendo un control de la volatilidad del fondo para tratar de no superar el 10% anual. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio del fondo ha disminuido un 19,59% en el periodo y el número de partícipes ha disminuido un 12,03%. El impacto de los gastos soportados por el fondo ha sido de un 0,55%. La liquidez del fondo se ha remunerado a un tipo medio del 3,17%. El índice de rotación de la cartera ha sido del 1,13%. La rentabilidad del fondo en el periodo ha sido del -3,98%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora La rentabilidad del fondo en el periodo ha sido inferior a la de la media de la gestora situada en el 4,12%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del -0,75% y la rentabilidad del índice de referencia ha sido de un -0,90%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el periodo el fondo redujo al principio del año su duración en Usa para incrementarla posteriormente. Con respecto a la duración se redistribuyó reduciendo algo la exposición en Usa e incrementándola en Europa. Por otro lado, se han incrementado posiciones cortas en Australia (Ciclo algo retardado frente a otras geografías) frente a posiciones más largas en Nueva Zelanda. Al inicio del año venció la cobertura que el fondo mantenía sobre sus posiciones de crédito corporativo. En emergentes se realizan perdidas en la posición que manteníamos en México tras el resultado electoral ya que se abren numerosas incertidumbres sobre la actividad legislativa en el país. Por último, se incrementan posiciones las posiciones largas de JPY frente a USD por lo devaluada que se encuentra la divisa. El fondo termina el semestre con una TIR de 3,8% y una duración de 7.88 años. b) Operativa de préstamo de valores No se han realizado operaciones de préstamo de valores durante el periodo. c) Operativa en derivados y adquisición temporal de activos El fondo mantiene al cierre del periodo posiciones abiertas en derivados que implican obligaciones de Renta Fija por un importe de 298.430.000 €, obligaciones de Tipo de Cambio por un importe de 121.779.000 €, otro tipo de obligaciones por un importe de 520.614.000 €. A lo largo del periodo se han realizado operaciones de derivados con la finalidad de cobertura cuyo grado de cobertura ha sido de 0,96. d) Otra información sobre inversiones. Se ha recibido un total de 147,67 USD procedentes de las class action o demandas colectivas a las que se encontraba adherido el Fondo. Existen class actions o demandas colectivas todavía vigentes de las que el Fondo espera recibir indemnización, aunque no se prevé que ninguna de ellas vaya a tener un impacto material en el valor liquidativo. Adicionalmente, durante el periodo el Fondo se ha adherido a una nueva class actions o demanda colectiva, si bien el importe que se espera recibir no se estima que vaya a tener un impacto material en el valor liquidativo. La Sociedad Gestora tiene contratados los servicios de una entidad con dilatada experiencia en este tipo de procedimientos judiciales para facilitar el cobro de las indemnizaciones correspondientes; esta entidad cobrará exclusivamente una comisión de éxito por dicho servicio. Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad del fondo ha sido del 6,34% , superior a la del índice de referencia que ha sido de un 4,73%. El VaR histórico acumulado en el año alcanzó -0,56% El fondo emplea el VaR absoluto para calcular la exposición total a riesgo de mercado siendo el máximo de la cartera en el periodo de 10.450.876, el mínimo 1.793.825 y el medio de 9.276.599. El modelo empleado para el cálculo es paramétrico con un horizonte temporal de un mes y un intervalo de confianza del 99%. 5. EJERCICIO DERECHOS POLITICOS. No aplica 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica 7. ENTIDADES BENEFICIARIAS DE LA IIC SOLIDARIA E IMPORTE CEDIDO A LAS MISMAS. No aplica 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Para el resto del 2.024 esperamos que el crecimiento mundial se ralentice en cierta medida y la inflación siga moderándose hacia los niveles objetivo de los diferentes BCs, permitiendo que las políticas monetarias restrictivas de las principales geografías empiecen a relajarse hacia niveles más neutrales, con bajadas de tipos tanto en Europa como en USA y con la única excepción de Japón donde esperamos que su Banco Central empiece un ciclo algo más restrictivo que el actual. Este movimiento debería favorecer la progresiva positivización de las diferentes curvas de tipos hacia niveles positivos. Seguimos esperando un aterrizaje suave de la economía que debería tender a mejorar en la medida que los tipos de interés sean reducidos. No aplicable No Aplica 10821605000 239190 0.76 1614101000 52064 -0.75 205463000 5832 1.09 1784328000 63403 1.64 0 0 0.00 1383728000 48665 2.53 102339000 7516 7.83 6735899000 312147 10.83 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 85727000 4795 2.30 20954295000 689452 3.87 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 5157407000 143817 1.49 2456180000 50244 14.43 210747000 7813 1.47 51511818000 1624938 4.12