xbrli:pure iso4217:EUR BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2026-01-01 2026-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2025-07-01 2025-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2026-01-01 2026-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2025-01-01 2025-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2026-04-01 2026-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2026-01-01 2026-03-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2025-10-01 2025-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2025-07-01 2025-09-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-01-01 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2021-01-01 2021-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2023-01-01 2025-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2021-01-01 2025-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2026-06-30 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2025-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2024-12-31 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI 1.0.0 2023-12-31 BBVA Bonos Internacional Flexible 0-3 FI 4870 02 02 2026 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbva www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 2015-05-04 06 03 2 (En una escala del 1 al 7) Fondo de renta fija internacional con duración de cartera entre 0 y 3 años, que puede invertir hasta un 40% en titulizaciones y hasta un 20% en divisas no euro. Al menos el 50% estará en activos con rating mínimo BBB-, y la exposición conjunta a baja calidad, sin rating y emergentes será inferior al 50%. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de inversión. El fondo utiliza la metodología VaR Absoluto para la medición de la exposición a riesgo de mercado asociada a la operativa con derivados, con un VaR máximo de 3% a 1 mes, lo que supone una pérdida estimada (99% de confianza) del 3% mensual. El apalancamiento puede ser relevante, llegando a un máximo del 300% (incluido contado y derivado) Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 03 1.17 1.06 1.17 3.27 1.94 1.94 1.94 2.18 1 BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI Clase A EUR 48488220.15 48909639.30 15151 15327 0.00 0.00 false 30 EUR 506977000 509549000 472407000 597047000 10.4557 10.4182 10.1281 9.9242 0.40 0.40 0.00 0.00 0.40 0.40 01 0.05 0.05 01 0.36 0.81 -0.44 0.32 0.73 2.86 2.05 3.37 -0.19 -0.21 -0.34 -0.81 2026-05-15 2026-03-02 2023-03-16 0.47 0.47 0.77 2026-04-08 2026-04-08 2023-03-13 01 1.80 1.81 1.78 1.29 1.28 1.52 2.08 2.67 1.04 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 16.37 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 0.28 BENCHMARK 1.20 1.20 1.18 0.72 0.90 0.99 1.31 2.10 0.46 -0.11 -0.11 -0.15 -0.10 -0.09 -0.10 -0.11 -0.10 -1.07 0.46 0.23 0.23 0.23 0.23 0.91 0.90 0.80 0.78 false 4446001_20260630_VL png 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 4446001_20260630_RE png 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 false 2 BBVA BONOS INTERNACI FLEXIBLE 0-3 FI Clase Cartera EUR 96194633.90 106080240.97 41919 37468 0.00 0.00 false 10 EUR 1050390000 1150557000 955532000 810418000 10.9194 10.8461 10.4820 10.2085 0.11 0.11 0.00 0.00 0.11 0.11 01 0.01 0.01 01 0.68 0.96 -0.28 0.48 0.88 3.47 2.68 3.94 0.30 -0.20 -0.33 -0.81 2026-05-15 2026-03-02 2023-03-16 0.47 0.47 0.77 2026-04-08 2026-04-08 2023-03-13 01 1.79 1.79 1.77 1.27 1.26 1.50 2.07 2.67 1.03 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 16.37 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 0.28 BENCHMARK 1.20 1.20 1.18 0.72 0.90 0.99 1.31 2.11 0.46 -0.10 -0.10 -0.15 -0.10 -0.09 -0.10 -0.11 -0.09 -1.03 0.14 0.07 0.07 0.07 0.06 0.26 0.25 0.25 0.28 false 4446002_20260630_VL png 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 4446002_20260630_RE png 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 false 1521287000 1622926000 392126000 310320000 1111960000 1288624000 17201000 23982000 0 0 15714000 16823000 20367000 20357000 1557368000 1660106000 1660106000 1557724000 1660106000 -7.10 5.12 -7.10 -236.52 0.00 0.00 0.00 0.00 0.59 1.28 0.59 -53.69 0.82 1.51 0.82 -45.56 1.54 1.70 1.54 -10.65 0.00 0.00 0.00 -100.00 0.76 -0.06 0.76 -1296.32 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1.74 -0.15 -1.74 -1034.47 0.19 0.02 0.19 932.51 0.07 0.00 0.07 -2279.12 0.00 0.00 0.00 -9.57 -0.23 -0.23 -0.23 -0.62 -0.21 -0.20 -0.21 -0.21 -0.02 -0.02 -0.02 -1.14 0.00 0.00 0.00 57.22 0.00 0.00 0.00 4.24 0.00 -0.01 0.00 30.34 0.00 0.00 0.00 16087.48 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5038.44 1557368000 1660106000 1557368000 ES0000012G34 DEUDA|KINGDOM OF SPAIN|1,250|2030-10-31 EUR 56027000 3.6 46558000 2.8 ES0000012O59 DEUDA|KINGDOM OF SPAIN|2,400|2028-05-31 EUR 0 0.0 152676000 9.2 ES0000012O67 DEUDA|KINGDOM OF SPAIN|3,150|2035-04-30 EUR 0 0.0 43489000 2.62 ES0000012S22 DEUDA|KINGDOM OF SPAIN|3,400|2036-10-31 EUR 28090000 1.8 0 0.0 84117000 5.4 242723000 14.62 ES00000123C7 DEUDA|KINGDOM OF SPAIN|5,900|2026-07-30 EUR 42525000 2.73 0 0.0 ES0L02607106 LETRAS|KINGDOM OF SPAIN|2,198|2026-07-10 EUR 151819000 9.75 0 0.0 194344000 12.48 0 0.0 ES0213679OF4 BONOS|BANKINTER SA|1,250|2032-12-23 EUR 2557000 0.16 2555000 0.15 ES0213679OP3 BONOS|BANKINTER SA|4,875|2031-09-13 EUR 3508000 0.23 0 0.0 ES0243307016 BONOS|KUTXABANK SA|0,500|2027-10-14 EUR 2736000 0.18 2743000 0.17 ES0243307024 BONOS|KUTXABANK SA|3,500|2032-06-10 EUR 4113000 0.26 0 0.0 ES0244251056 BONOS|IBERCAJA BANCO SA|3,125|2031-08-10 EUR 891000 0.06 0 0.0 ES0280907033 BONOS|UNICAJA BANCO SA|5,125|2029-02-21 EUR 1778000 0.11 1798000 0.11 ES0280907058 BONOS|UNICAJA BANCO SA|3,500|2031-06-30 EUR 899000 0.06 1105000 0.07 ES0344251022 BONOS|IBERCAJA BANCO SA|4,375|2028-07-30 EUR 916000 0.06 1336000 0.08 ES0380907081 BONOS|UNICAJA BANCO SA|3,500|2029-09-12 EUR 2217000 0.14 2433000 0.15 IT0005570988 BONOS|UNICREDIT SPA|4,600|2030-02-14 EUR 5340000 0.34 5464000 0.33 24955000 1.6 17434000 1.06 ES0213679HN2 RENTA|BANKINTER SA|0,875|2026-07-08 EUR 0 0.0 2237000 0.13 0 0.0 2237000 0.13 303416000 19.48 262394000 15.81 ES0000011876 REPO|KINGDOM OF SPAIN|2,23|2026-07-01 EUR 3556000 0.23 0 0.0 ES00000126P2 REPO|KINGDOM OF SPAIN|2,23|2026-07-01 EUR 1838000 0.12 0 0.0 ES00000129X0 REPO|KINGDOM OF SPAIN|2,23|2026-07-01 EUR 775000 0.05 0 0.0 ES0000012A71 REPO|KINGDOM OF SPAIN|2,23|2026-07-01 EUR 1568000 0.1 0 0.0 ES0000012H58 REPO|KINGDOM OF SPAIN|2,23|2026-07-01 EUR 80804000 5.19 0 0.0 ES0000012K95 REPO|KINGDOM OF SPAIN|1,97|2026-01-02 EUR 0 0.0 48457000 2.92 88541000 5.69 48457000 2.92 391957000 25.17 310851000 18.73 391957000 25.17 310851000 18.73 CA135087S471 DEUDA|CANADA|2,750|2030-03-01 CAD 144149000 9.26 117659000 7.09 DE000BU25034 DEUDA|FEDERAL REPUBLIC OF|2,500|2029-10-11 EUR 0 0.0 7803000 0.47 FI4000587415 DEUDA|REPUBLIC OF FINLAND|3,000|2035-09-15 EUR 0 0.0 8396000 0.51 FI4000591862 DEUDA|REPUBLIC OF FINLAND|2,625|2032-04-15 EUR 0 0.0 10978000 0.66 FR0012993103 DEUDA|FRENCH REPUBLIC|1,500|2031-05-25 EUR 0 0.0 28304000 1.7 GB00BL68HH02 DEUDA|UNITED KINGDOM OF GR|0,375|2030-10-22 GBP 0 0.0 65782000 3.96 NO0010786288 DEUDA|KINGDOM OF NORWAY|1,750|2027-02-17 NOK 0 0.0 31656000 1.91 NZGOVDT433C9 DEUDA|SOVEREIGN IN RIGHT O|3,500|2033-04-14 NZD 24400000 1.57 0 0.0 US91282CLV18 DEUDA|UNITED STATES OF AME|1,625|2029-10-15 USD 102836000 6.6 0 0.0 XS3385516060 BONOS/OBLIGA.|KOMMUNINVEST I SVERI|3,000|2030-02-2 EUR 44443000 2.85 0 0.0 315828000 20.28 270578000 16.3 DE0001030567 DEUDA|FEDERAL REPUBLIC OF|0,100|2026-04-15 EUR 0 0.0 40794000 2.46 DE000BU0E279 LETRAS|FEDERAL REPUBLIC OF|1,918|2026-03-18 EUR 0 0.0 10879000 0.66 DE000BU0E386 LETRAS|FEDERAL REPUBLIC OF|2,111|2027-02-17 EUR 12716000 0.82 0 0.0 IT0005631533 LETRAS|REPUBLIC OF ITALY|2,081|2026-01-14 EUR 0 0.0 49346000 2.97 XS2153608141 BONOS/OBLIGA.|PROVINCE OF ONTARIO|0,375|2027-04-08 EUR 22608000 1.45 0 0.0 35324000 2.27 101019000 6.09 DE000A4EBMB3 BONOS|ROBERT BOSCH FINANCE|3,250|2031-05-28 EUR 2180000 0.14 2392000 0.14 DE000A4ESDY8 BONOS|TRATON FINANCE LUXEM|3,875|2031-11-13 EUR 1909000 0.12 0 0.0 DE000CZ439B6 BONOS|COMMERZBANK AG|5,250|2029-03-25 EUR 1245000 0.08 1473000 0.09 DE000CZ457N3 BONOS|COMMERZBANK AG|3,125|2030-11-26 EUR 1290000 0.08 995000 0.06 DE000CZ45ZU8 BONOS|COMMERZBANK AG|3,125|2030-06-06 EUR 1192000 0.08 1398000 0.08 DE000DL19WL7 BONOS|DEUTSCHE BANK AG|1,875|2028-02-23 EUR 0 0.0 2812000 0.17 EU000A1Z99Z8 EMISIONES|EUROPEAN STABILITY M|2,750|2031-06-02 EUR 13946000 0.9 0 0.0 EU000A2SCAV2 EMISIONES|EUROPEAN FINANCIAL S|2,500|2030-11-11 EUR 0 0.0 33176000 2.0 EU000A4EG021 EMISIONES|EUROPEAN UNION|2,500|2030-10-14 EUR 33241000 2.13 39063000 2.35 FR0014009HA0 BONOS|BNP PARIBAS SA|2,500|2032-03-31 EUR 2924000 0.19 2931000 0.18 FR001400AY79 BONOS|BANQUE FEDERATIVE DU|3,875|2032-06-16 EUR 3675000 0.24 3710000 0.22 FR001400CN47 RENTA|LA POSTE SA|2,625|2028-09-14 EUR 0 0.0 1897000 0.11 FR001400I7P8 BONOS|BPCE SA|5,750|2033-06-01 EUR 314000 0.02 318000 0.02 FR001400KY69 BONOS|RCI BANQUE SA|4,875|2029-10-02 EUR 0 0.0 2526000 0.15 FR001400KZQ1 BONOS|SOCIETE GENERALE SA|4,750|2029-09-28 EUR 2777000 0.18 2815000 0.17 FR001400MLN4 BONOS|UNIBAIL-RODAMCO-WEST|4,125|2030-12-11 EUR 2262000 0.15 2488000 0.15 FR001400P3D4 BONOS|RCI BANQUE SA|3,750|2027-10-04 EUR 1705000 0.11 1886000 0.11 FR001400PX40 BONOS|PERNOD RICARD SA|3,375|2030-11-07 EUR 2014000 0.13 1925000 0.12 FR001400QOK5 BONOS|ENGIE SA|4,750|2099-06-14 EUR 3786000 0.24 3837000 0.23 FR001400RMM3 BONOS|CREDIT AGRICOLE SA|3,750|2031-01-23 EUR 1215000 0.08 1429000 0.09 FR001400SIM9 BONOS|UNIBAIL-RODAMCO-WEST|3,500|2029-09-11 EUR 2219000 0.14 2439000 0.15 FR001400SVD1 BONOS|CREDIT AGRICOLE SA|3,125|2029-01-26 EUR 1701000 0.11 1811000 0.11 FR001400WJH9 BONOS|BANQUE FEDERATIVE DU|4,000|2035-01-15 EUR 1708000 0.11 1714000 0.1 FR001400WKP0 BONOS|BPCE SA|4,250|2035-07-16 EUR 609000 0.04 712000 0.04 FR001400WL86 BONOS|SOCIETE GENERALE SA|3,750|2031-07-15 EUR 2728000 0.18 2737000 0.16 FR001400WLJ1 BONOS|BNP PARIBAS SA|3,583|2031-01-15 EUR 1709000 0.11 2020000 0.12 FR001400WM69 BONOS|BANQUE STELLANTIS FR|3,125|2028-01-20 EUR 0 0.0 1708000 0.1 FR001400ZED2 BONOS|LVMH MOET HENNESSY L|2,625|2029-03-07 EUR 3274000 0.21 3394000 0.2 FR001400ZZC9 BONOS|KERING SA|3,125|2029-11-27 EUR 2189000 0.14 2406000 0.14 FR0014011276 BONOS|RTE RESEAU DE TRANSP|2,625|2029-07-08 EUR 1283000 0.08 1090000 0.07 FR00140144A7 BONOS|ORANGE SA|2,500|2028-11-13 EUR 0 0.0 1390000 0.08 FR00140144B5 BONOS|ORANGE SA|3,125|2031-11-13 EUR 1980000 0.13 0 0.0 FR0014014A53 BONOS|SOCIETE GENERALE SA|3,875|2035-11-20 EUR 1692000 0.11 1695000 0.1 FR0014015BJ1 BONOS|VEOLIA ENVIRONNEMENT|3,209|2031-01-14 EUR 1987000 0.13 0 0.0 FR0014015K76 BONOS|BPCE SA|3,375|2031-12-19 EUR 1189000 0.08 0 0.0 FR0014016LX9 BONOS|ELECTRICITE DE FRANC|3,000|2031-03-04 EUR 1873000 0.12 0 0.0 FR0014017Y03 BONOS|RCI BANQUE SA|3,625|2030-02-22 EUR 4403000 0.28 0 0.0 FR0014018W12 BONOS|GECINA SA|3,250|2031-06-03 EUR 2680000 0.17 0 0.0 IT0005583460 BONOS|BPER BANCA SPA|4,250|2030-02-20 EUR 1645000 0.11 1828000 0.11 IT0005598971 BONOS|UNICREDIT SPA|3,875|2028-06-11 EUR 3128000 0.2 3197000 0.19 IT0005611550 BONOS|INTESA SANPAOLO SPA|3,850|2032-09-16 EUR 3388000 0.22 0 0.0 MX0MGO0001C8 DEUDA|UNITED MEXICAN STATE|5,500|2027-03-04 MXN 0 0.0 88160000 5.31 PTCGDFOM0034 BONOS|CAIXA GERAL DE DEPOS|3,000|2031-10-07 EUR 2163000 0.14 2970000 0.18 XS1190974011 RENTA|BP CAPITAL MARKETS P|1,573|2027-02-16 EUR 0 0.0 11746000 0.71 DE000A4DE9Y3 BONOS|DEUTSCHE BANK AG|3,375|2031-02-13 EUR 897000 0.06 1300000 0.08 DE000A4DFCB7 BONOS|EVONIK INDUSTRIES AG|3,250|2030-01-15 EUR 0 0.0 986000 0.06 DE000A4DFH60 BONOS|DEUTSCHE BANK AG|3,000|2029-06-16 EUR 895000 0.06 1099000 0.07 DE000A4DFUE3 BONOS|AMPRION GMBH|3,000|2029-12-05 EUR 1987000 0.13 2001000 0.12 AT0000A3RNZ8 BONOS|ERSTE GROUP BANK AG|3,750|2036-04-21 EUR 1191000 0.08 0 0.0 AU0000XVGHH6 EMISIONES|TREASURY CORP OF VIC|5,000|2040-11-20 AUD 53951000 3.46 0 0.0 AU3SG0001753 EMISIONES|NEW SOUTH WALES TREA|3,500|2037-11-20 AUD 48031000 3.08 0 0.0 AU3SG0002710 EMISIONES|TREASURY CORP OF VIC|4,750|2036-09-15 AUD 0 0.0 57949000 3.49 AU3SG0002728 EMISIONES|NEW SOUTH WALES TREA|4,250|2036-02-20 AUD 0 0.0 54694000 3.29 AU3SG0003221 EMISIONES|QUEENSLAND TREASURY|5,250|2038-08-13 AUD 0 0.0 52292000 3.15 AU3SG0003262 EMISIONES|WESTERN AUSTRALIAN T|5,000|2037-10-21 AUD 42331000 2.72 35825000 2.16 AU3SG0003379 EMISIONES|WESTERN AUSTRALIAN T|5,750|2039-10-24 AUD 54249000 3.48 0 0.0 BE0002832138 BONOS|KBC GROUP NV|0,250|2027-03-01 EUR 0 0.0 3194000 0.19 BE6350791073 BONOS|SOLVAY SA|3,875|2028-04-03 EUR 0 0.0 1727000 0.1 BE6352705782 BONOS|ELIA GROUP SA/NV|3,875|2031-06-11 EUR 2033000 0.13 2034000 0.12 CH1414003454 BONOS|UBS GROUP AG|2,875|2030-02-12 EUR 3301000 0.21 3505000 0.21 DE000A383J95 BONOS|DEUTSCHE BANK AG|4,000|2028-07-12 EUR 607000 0.04 1020000 0.06 DE000A3L69X8 BONOS|TRATON FINANCE LUXEM|3,375|2028-01-14 EUR 0 0.0 1411000 0.08 DE000A460EX0 BONOS|AMPRION GMBH|3,162|2031-01-15 EUR 1982000 0.13 0 0.0 DE000A460FV1 BONOS|DEUTSCHE BANK AG|2,875|2030-02-19 EUR 1185000 0.08 0 0.0 DE000A460QR6 BONOS|DEUTSCHE BOERSE AG|3,250|2031-03-24 EUR 1206000 0.08 0 0.0 DE000A46ZYH0 BONOS|AMPRION GMBH|4,250|2056-04-28 EUR 500000 0.03 0 0.0 XS1223837250 BONOS|GENERAL MILLS INC|1,500|2027-04-27 EUR 0 0.0 31324000 1.89 XS1627343186 BONOS|FCC AQUALIA SA|2,629|2027-06-08 EUR 0 0.0 3817000 0.23 XS1629774230 BONOS|VOLKSWAGEN INTERNATI|3,875|2049-06-14 EUR 0 0.0 1998000 0.12 XS1681521081 BONOS|TELEFONICA EMISIONES|1,715|2028-01-12 EUR 17673000 1.13 0 0.0 XS1691349952 BONOS|NORTEGAS ENERGIA GRU|2,065|2027-09-28 EUR 0 0.0 2957000 0.18 XS1799939027 BONOS|VOLKSWAGEN INTERNATI|4,625|2049-06-27 EUR 1705000 0.11 1717000 0.1 XS1843449395 BONOS|TAKEDA PHARMACEUTICA|3,000|2030-11-21 EUR 2124000 0.14 2349000 0.14 XS1907120791 BONOS|AT&T INC|2,350|2029-09-05 EUR 0 0.0 2636000 0.16 XS1992927902 RENTA|BP CAPITAL MARKETS P|1,231|2031-05-08 EUR 2447000 0.16 0 0.0 XS2100664114 BONOS|DIGITAL DUTCH FINCO|1,500|2030-03-15 EUR 2845000 0.18 2883000 0.17 XS2147889690 BONOS|DIAGEO FINANCE PLC|2,500|2032-03-27 EUR 1810000 0.12 0 0.0 XS2187689380 BONOS|VOLKSWAGEN INTERNATI|3,875|2049-06-17 EUR 1958000 0.13 0 0.0 XS2193661324 BONOS|BP CAPITAL MARKETS P|3,250|2049-06-22 EUR 0 0.0 1683000 0.1 XS2193662728 BONOS|BP CAPITAL MARKETS P|3,625|2049-06-22 EUR 1831000 0.12 2024000 0.12 XS2228373671 BONOS|ENEL SPA|2,250|2049-03-10 EUR 2107000 0.14 2322000 0.14 XS2231183646 BONOS|ABERTIS FRANCE SAS|1,625|2029-09-18 EUR 1797000 0.12 1796000 0.11 XS2247549731 BONOS|CELLNEX TELECOM SA|1,750|2030-10-23 EUR 0 0.0 1857000 0.11 XS2278566299 BONOS|AUTOSTRADE PER L'ITA|2,000|2030-01-15 EUR 1731000 0.11 1917000 0.12 XS2303070911 BONOS|H&M FINANCE BV|0,250|2029-08-25 EUR 1791000 0.12 1950000 0.12 XS2306517876 BONOS|DNB BANK ASA|0,250|2029-02-23 EUR 1645000 0.11 1816000 0.11 XS2306601746 BONOS|EASYJET FINCO BV|1,875|2028-03-03 EUR 2397000 0.15 2420000 0.15 XS2320533131 BONOS|REPSOL INTERNATIONAL|2,500|2049-03-22 EUR 2191000 0.14 2195000 0.13 XS2321466133 BONOS|BARCLAYS PLC|1,125|2031-03-22 EUR 0 0.0 3360000 0.2 XS2334852253 BONOS|ENI SPA|2,000|2049-05-11 EUR 2114000 0.14 2322000 0.14 XS2343563214 BONOS|SWEDBANK AB|0,300|2027-05-20 EUR 0 0.0 9371000 0.56 XS2347367018 BONOS|MERLIN PROPERTIES SO|1,375|2030-06-01 EUR 2541000 0.16 2569000 0.15 XS2356569736 BONOS|BAYERISCHE LANDESBAN|1,000|2031-09-23 EUR 1901000 0.12 1883000 0.11 XS2373642102 BONOS|BARCLAYS PLC|0,577|2029-08-09 EUR 2340000 0.15 2377000 0.14 XS2387060259 BONOS|NATWEST GROUP PLC|0,670|2029-09-14 EUR 3338000 0.21 3400000 0.2 XS2404642923 BONOS|GOLDMAN SACHS GROUP|0,875|2029-05-09 EUR 1948000 0.13 2160000 0.13 XS2411311652 BONOS|NTT FINANCE CORP|0,399|2028-12-13 EUR 0 0.0 2301000 0.14 XS2443920249 BONOS|ING GROEP NV|1,250|2027-02-16 EUR 0 0.0 18924000 1.14 XS2459544339 BONOS|EDP FINANCE BV|1,875|2029-09-21 EUR 2742000 0.18 2764000 0.17 XS2461234622 BONOS|JPMORGAN CHASE & CO|1,963|2030-03-23 EUR 2954000 0.19 3009000 0.18 XS2545259876 BONOS|DELL BANK INTERNATIO|4,500|2027-10-18 EUR 0 0.0 4379000 0.26 XS2559501429 BONOS|FRESENIUS SE & CO KG|5,000|2029-11-28 EUR 1819000 0.12 1834000 0.11 XS2575971994 RENTA|ABN AMRO BANK NV|4,000|2028-01-16 EUR 2730000 0.18 2757000 0.17 XS2578472339 BONOS|AIB GROUP PLC|4,625|2029-07-23 EUR 1855000 0.12 1882000 0.11 XS2589790109 BONOS|SIEMENS FINANCIERING|3,375|2031-08-24 EUR 2033000 0.13 0 0.0 XS2595028536 BONOS|MORGAN STANLEY|4,656|2029-03-02 EUR 2209000 0.14 2462000 0.15 XS2596599063 BONOS|NATWEST GROUP PLC|4,699|2028-03-14 EUR 4039000 0.26 4139000 0.25 XS2613658710 RENTA|ABN AMRO BANK NV|4,375|2028-10-20 EUR 3393000 0.22 3537000 0.21 XS2620585658 RENTA|BP CAPITAL MARKETS B|3,773|2030-05-12 EUR 0 0.0 2794000 0.17 XS2622275969 BONOS|AMERICAN TOWER CORP|4,625|2031-05-16 EUR 2127000 0.14 2350000 0.14 XS2623501181 BONOS|CAIXABANK SA|4,625|2027-05-16 EUR 0 0.0 4133000 0.25 XS2626699982 BONOS|BANCO SANTANDER SA|5,750|2033-08-23 EUR 1248000 0.08 1479000 0.09 XS2630112014 BONOS|BAYER AG|4,250|2029-08-26 EUR 0 0.0 2121000 0.13 XS2638080452 BONOS|KONINKLIJKE KPN NV|3,875|2031-07-03 EUR 2264000 0.15 2476000 0.15 XS2644410214 BONOS|ABERTIS INFRAESTRUCT|4,125|2028-01-31 EUR 0 0.0 2447000 0.15 XS2661068234 BONOS|FCC SERVICIOS MEDIO|5,250|2029-10-30 EUR 4108000 0.26 4195000 0.25 XS2676395077 BONOS|SARTORIUS FINANCE BV|4,375|2029-09-14 EUR 0 0.0 1786000 0.11 XS2676814499 RENTA|CAIXABANK SA|4,250|2030-09-06 EUR 6309000 0.41 6455000 0.39 XS2698148702 BONOS|DNB BANK ASA|4,625|2029-11-01 EUR 1767000 0.11 1965000 0.12 XS2705604077 BONOS|BANCO SANTANDER SA|4,625|2027-10-18 EUR 3307000 0.21 3445000 0.21 XS2729836234 BONOS|MEDIOBANCA BANCA DI|4,375|2030-02-01 EUR 2313000 0.15 2511000 0.15 XS2745725155 RENTA|VOLKSWAGEN LEASING G|3,875|2028-10-11 EUR 2109000 0.14 2340000 0.14 XS2746662696 BONOS|T-MOBILE USA INC|3,550|2029-05-08 EUR 0 0.0 2775000 0.17 XS2751667150 BONOS|BANCO SANTANDER SA|5,000|2034-04-22 EUR 1762000 0.11 1778000 0.11 XS2760773411 BONOS|ITALGAS SPA|3,125|2029-02-08 EUR 2420000 0.16 2449000 0.15 XS2764264607 BONOS|ING GROEP NV|3,875|2029-08-12 EUR 5797000 0.37 5848000 0.35 XS2764457664 BONOS|DANSKE BANK A/S|4,625|2034-05-14 EUR 1610000 0.1 1789000 0.11 XS2764459363 BONOS|CAIXABANK SA|4,125|2032-02-09 EUR 3113000 0.2 3118000 0.19 XS2767246908 BONOS|FORD MOTOR CREDIT CO|4,445|2030-02-14 EUR 1880000 0.12 2077000 0.13 XS2774448521 BONOS|SKANDINAVISKA ENSKIL|4,500|2034-11-27 EUR 1236000 0.08 1374000 0.08 XS2782109016 BONOS|BANCO DE SABADELL SA|4,250|2030-09-13 EUR 2269000 0.15 2496000 0.15 XS2787827190 BONOS|STELLANTIS NV|3,500|2030-09-19 EUR 1950000 0.13 2187000 0.13 XS2788614498 BONOS|AMADEUS IT GROUP SA|3,500|2029-03-21 EUR 0 0.0 2745000 0.17 XS2800064912 BONOS|CEPSA FINANCE SA|4,125|2031-04-11 EUR 2032000 0.13 1833000 0.11 XS2802928775 BONOS|BRENNTAG FINANCE BV|3,750|2028-04-24 EUR 0 0.0 1732000 0.1 XS2807518639 BONOS|TDC NET A/S|5,186|2029-08-02 EUR 0 0.0 1095000 0.07 XS2811962195 BONOS|WERFEN SA/SPAIN|4,250|2030-05-03 EUR 3074000 0.2 3105000 0.19 XS2816031160 BONOS|GENERAL MOTORS FINAN|4,000|2030-07-10 EUR 1941000 0.12 1960000 0.12 XS2823235085 BONOS|AIB GROUP PLC|4,625|2035-05-20 EUR 1903000 0.12 2109000 0.13 XS2831017467 RENTA|SWEDBANK AB|3,375|2030-05-29 EUR 1736000 0.11 2075000 0.12 XS2831094706 BONOS|COMMONWEALTH BANK OF|4,266|2034-06-04 EUR 1693000 0.11 1708000 0.1 XS2851605886 BONOS|BAWAG PSK BANK FUER|3,125|2029-10-03 EUR 2203000 0.14 2412000 0.15 XS2896350175 BONOS|SNAM SPA|4,500|2049-12-10 EUR 2038000 0.13 0 0.0 XS2900380812 BONOS|DAIMLER TRUCK INTERN|3,375|2030-09-23 EUR 3312000 0.21 3437000 0.21 XS2900391777 BONOS|SANDOZ FINANCE BV|3,250|2029-09-12 EUR 0 0.0 2817000 0.17 XS2908177145 BONOS|NATURGY FINANCE IBER|3,250|2030-10-02 EUR 2690000 0.17 2705000 0.16 XS2908735504 BONOS|BANCO SANTANDER SA|3,250|2029-04-02 EUR 3311000 0.21 3432000 0.21 XS2909821899 BONOS|IBERDROLA FINANZAS S|2,625|2028-03-30 EUR 0 0.0 2401000 0.14 XS2932834604 BONOS|DSV FINANCE BV|3,250|2030-11-06 EUR 2840000 0.18 2822000 0.17 XS2941605078 RENTA|VOLKSWAGEN FINANCIAL|3,625|2029-05-19 EUR 2009000 0.13 2028000 0.12 XS2944871586 BONOS|SNAM SPA|3,375|2031-11-26 EUR 1911000 0.12 1917000 0.12 XS2947089012 BONOS|BANCO DE SABADELL SA|3,500|2031-05-27 EUR 1713000 0.11 1713000 0.1 XS2949317676 BONOS|IBERDROLA FINANZAS S|4,247|2094-08-28 EUR 2230000 0.14 2453000 0.15 XS2979643991 BONOS|COLONIAL SFL SOCIMI|3,250|2030-01-22 EUR 0 0.0 2701000 0.16 XS2987772402 BONOS|BANK OF AMERICA CORP|3,261|2031-01-28 EUR 3999000 0.26 3906000 0.24 XS2996771767 BONOS|INFINEON TECHNOLOGIE|2,875|2030-02-13 EUR 0 0.0 1984000 0.12 XS2997534768 BONOS|T-MOBILE USA INC|3,150|2032-02-11 EUR 1817000 0.12 0 0.0 XS3000977234 BONOS|LINDE PLC|2,625|2029-02-18 EUR 0 0.0 2390000 0.14 XS3009472989 BONOS|NATWEST GROUP PLC|3,723|2035-02-25 EUR 3331000 0.21 3092000 0.19 XS3014215324 RENTA|NATIONWIDE BUILDING|3,000|2030-03-03 EUR 2981000 0.19 2864000 0.17 XS3019313363 BONOS|PFIZER NETHERLANDS I|2,875|2029-05-19 EUR 1013000 0.07 1018000 0.06 XS3030307865 BONOS|NESTE OYJ|3,750|2030-03-20 EUR 1477000 0.09 1482000 0.09 XS3032018239 BONOS|AMERICAN HONDA FINAN|3,300|2029-03-21 EUR 3012000 0.19 3076000 0.19 XS3037678789 BONOS|AT&T INC|3,600|2033-06-01 EUR 1646000 0.11 0 0.0 XS3064418687 BONOS|ALPHABET INC|2,500|2029-05-06 EUR 1366000 0.09 1513000 0.09 XS3069291196 BONOS|HSBC HOLDINGS PLC|3,313|2030-05-13 EUR 2737000 0.18 2793000 0.17 XS3070545234 BONOS|AROUNDTOWN SA|3,500|2030-05-13 EUR 2936000 0.19 2953000 0.18 XS3071332962 BONOS|VOLKSWAGEN INTERNATI|5,493|2049-05-15 EUR 1730000 0.11 1648000 0.1 XS3073596341 BONOS|EQUINIX EUROPE 2 FIN|3,250|2029-05-19 EUR 1846000 0.12 2034000 0.12 XS3075393499 BONOS|CONTINENTAL AG|2,875|2028-11-22 EUR 0 0.0 1521000 0.09 XS3078501338 BONOS|SIEMENS FINANCIERING|2,625|2029-05-27 EUR 0 0.0 1701000 0.1 XS3087807916 BONOS|NATIONWIDE BUILDING|4,000|2028-03-18 EUR 727000 0.05 731000 0.04 XS3094762989 BONOS|RWE AG|4,125|2055-06-18 EUR 1203000 0.08 1308000 0.08 XS3109654726 BONOS|VODAFONE INTERNATION|2,750|2029-07-03 EUR 0 0.0 2309000 0.14 XS3121029436 RENTA|BANCO BILBAO VIZCAYA|3,125|2030-07-15 EUR 5280000 0.34 5296000 0.32 XS3140075816 BONOS|GENERAL MOTORS FINAN|3,100|2029-08-04 EUR 1007000 0.06 1013000 0.06 XS3172177738 BONOS|FORD MOTOR CREDIT CO|3,778|2029-09-16 EUR 1228000 0.08 1378000 0.08 XS3188782000 BONOS|RED ELECTRICA FINANC|3,000|2031-10-06 EUR 1967000 0.13 0 0.0 XS3192253402 BONOS|ARCELORMITTAL SA|3,250|2030-09-30 EUR 0 0.0 1936000 0.12 XS3193854281 BONOS|BRENNTAG FINANCE BV|3,375|2031-10-02 EUR 2170000 0.14 2272000 0.14 XS3206563549 RENTA|TOYOTA MOTOR FINANCE|2,750|2030-01-28 EUR 0 0.0 2037000 0.12 XS3214409750 BONOS|CITIGROUP INC|2,928|2030-10-22 EUR 1216000 0.08 1361000 0.08 XS3215466254 BONOS|BMS IRELAND CAPITAL|2,973|2030-11-10 EUR 1914000 0.12 1919000 0.12 XS3224498108 BONOS|BOOKING HOLDINGS INC|3,000|2030-11-07 EUR 3046000 0.2 3082000 0.19 XS3233499089 BONOS|FRESENIUS MEDICAL CA|3,250|2030-11-24 EUR 1605000 0.1 1732000 0.1 XS3267907965 BONOS|CELLNEX FINANCE CO S|3,000|2031-01-19 EUR 1960000 0.13 0 0.0 XS3281048499 BONOS|MORGAN STANLEY|3,383|2032-01-23 EUR 2658000 0.17 0 0.0 XS3284396622 BONOS|NATIONAL BANK OF GRE|3,125|2031-02-04 EUR 1338000 0.09 0 0.0 XS3285027713 BONOS|NATIONWIDE BUILDING|3,105|2031-02-03 EUR 1523000 0.1 0 0.0 XS3296961975 BONOS|INFINEON TECHNOLOGIE|3,000|2031-02-16 EUR 3945000 0.25 0 0.0 XS3299472111 BONOS|GOLDMAN SACHS GROUP|2,743|2029-02-17 EUR 2853000 0.18 0 0.0 XS3300918359 BONOS|DSM BV|3,000|2031-02-25 EUR 2968000 0.19 0 0.0 XS3305168794 BONOS|AMAZON.COM INC|3,100|2030-03-16 EUR 3567000 0.23 0 0.0 XS3307284698 BONOS|VODAFONE INTERNATION|2,750|2030-04-27 EUR 2889000 0.19 0 0.0 XS3309869132 EMISIONES|QUEENSLAND TREASURY|3,375|2036-03-18 EUR 39468000 2.53 0 0.0 XS3320133781 BONOS|COLONIAL SFL SOCIMI|3,875|2031-04-08 EUR 2727000 0.18 0 0.0 XS3352063047 BONOS|SARTORIUS FINANCE BV|3,750|2031-05-12 EUR 1309000 0.08 0 0.0 XS3352082930 BONOS|DANAHER CORP|3,250|2030-04-29 EUR 1318000 0.08 0 0.0 XS3358330663 BONOS|ENEL SPA|3,500|2030-05-26 EUR 2173000 0.14 0 0.0 XS3367720797 BONOS|BARCLAYS PLC|3,580|2030-05-12 EUR 589000 0.04 0 0.0 XS3379436325 BONOS|HEIDELBERG MATERIALS|3,500|2029-10-10 EUR 1677000 0.11 0 0.0 XS3382738600 BONOS|AMADEUS IT GROUP SA|3,750|2031-05-20 EUR 1816000 0.12 0 0.0 XS3386742285 RENTA|VOLKSWAGEN BANK GMBH|4,000|2030-11-26 EUR 1613000 0.1 0 0.0 XS3388188586 BONOS|ENI SPA|3,500|2031-05-26 EUR 2067000 0.13 0 0.0 XS3399007288 BONOS|ABERTIS INFRAESTRUCT|3,625|2032-03-08 EUR 1498000 0.1 0 0.0 XS3406773740 BONOS|ROYAL BANK OF CANADA|3,375|2030-06-15 EUR 3209000 0.21 0 0.0 XS3406813124 BONOS|SNAM SPA|3,125|2030-06-22 EUR 4257000 0.27 0 0.0 640478000 41.21 778153000 46.84 XS1190974011 RENTA|BP CAPITAL MARKETS P|1,573|2027-02-16 EUR 11707000 0.75 0 0.0 XS1223837250 BONOS|GENERAL MILLS INC|1,500|2027-04-27 EUR 31213000 2.0 0 0.0 XS1627343186 BONOS|FCC AQUALIA SA|2,629|2027-06-08 EUR 1690000 0.11 0 0.0 XS1883355197 BONOS|ABBOTT IRELAND FINAN|1,500|2026-09-27 EUR 22415000 1.44 22419000 1.35 XS2151069775 RENTA|LLOYDS BANK CORPORAT|2,375|2026-04-09 EUR 0 0.0 3330000 0.2 XS2154325489 BONOS|SYNGENTA FINANCE NV|3,375|2026-04-16 EUR 0 0.0 19951000 1.2 XS2355599353 CÉDULAS|KOREA HOUSING FINANC|0,010|2026-06-29 EUR 0 0.0 40816000 2.46 XS2407985220 BONOS|STEDIN HOLDING NV|2,591|2026-11-16 EUR 16907000 1.09 16958000 1.02 XS2601458602 BONOS|SIEMENS ENERGY FINAN|4,000|2026-04-05 EUR 0 0.0 1108000 0.07 83932000 5.39 104582000 6.3 1075562000 69.15 1254332000 75.53 1075562000 69.15 1254332000 75.53 LU1034966249 FONDO|GLOBAL EVOLUTION FUN USD 34090000 2.19 33032000 1.99 34090000 2.19 33032000 1.99 1109652000 71.34 1287364000 77.52 1501609000 96.51 1598215000 96.25 0 4446_20260630_DC png 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 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ITALIA 3 AÑOS|1000|FÍSICA 223944000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ITALIA 10 AÑOS|1000|FÍSICA 20918000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 2 AÑOS|2000|FÍSICA 829045000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 5 AÑOS|1000|FÍSICA 3370000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 35087000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 89548000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|GILT 10 ANOS NOTION|1000|FÍSICA 17369000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 227557000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 10 AÑOS ULTR|1000|FÍSICA 49104000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONL AUSTRALIA 10 AÑOS|1000|FÍSICA 240964000 02 1736906000 Tipo de cambio/divisa FORDWARD|DIVISA EUR/CAD|FISICA 144861000 01 Tipo de cambio/divisa FORDWARD|DIVISA EUR/GBP|FISICA 17968000 02 Tipo de cambio/divisa FORDWARD|DIVISA EUR/NZD|FISICA 24605000 01 Tipo de cambio/divisa FORDWARD|DIVISA GBP/EUR|FISICA 18124000 02 Tipo de cambio/divisa FORDWARD|DIVISA PLN/EUR|FISICA 24428000 02 Tipo de cambio/divisa FORDWARD|DIVISA PLN/EUR|FISICA 14500000 02 Tipo de cambio/divisa FUTURO|EUR-AUD X-RATE|125000| 168336000 01 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 131011000 01 543833000 Tipo de interés IRS|TIPO DE INTERES FIJO 66780000 02 Inflación IRS|GOLDMAN SACHS BANK E 37635000 02 Inflación IRS|GOLDMAN SACHS BANK E 84985000 02 Tipo de interés IRS|NZD BANK BILL 3MO 174325000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 184008000 02 Inflación IRS|GOLDMAN SACHS BANK E 83235000 02 Tipo de interés IRS|TIPO DE INTERES FIJO 130100000 02 Derivados de Crédito CDI|CDI ITRAXX EUR S45 BRC 0629|FÍSICA 73260000 02 834328000 3115067000 false false false false false false false false false false No aplicable false false true false true false true true La IIC ha adquirido instrumentos financieros en los que BBVA ha actuado como colocador/asegurador/emisor por un importe de 99.052.845,08 euros, lo que supone un 3,16% sobre el patrimonio medio de la IIC. Se han percibido ingresos a través de la Plataforma Quality por comisiones satisfechas por la IIC por un importe de 0,00 euros, lo que supone un 0,0000 % del patrimonio 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. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO a) Visión de la gestora sobre la situación de los mercados. El primer semestre de 2026 estuvo marcado por una elevada volatilidad en los mercados, principalmente por el conflicto en Oriente Medio y el fuerte repunte inicial del precio del petróleo. Este encarecimiento de la energía volvió a generar preocupación por una inflación más alta y un menor crecimiento económico. No obstante, el preacuerdo entre EE. UU. e Irán en junio permitió cierta calma y una corrección del Brent hacia niveles cercanos a los previos al conflicto. En este entorno, todos los bancos centrales adoptaron un tono más prudente. La Fed mantuvo los tipos estables, aunque con un mensaje más restrictivo, mientras que el BCE subió los tipos 25 puntos básicos, hasta situar la facilidad de depósito en el 2,25%. Pese a la incertidumbre, los activos de riesgo cerraron el semestre con un balance positivo. Las bolsas se apoyaron en unos buenos resultados empresariales y en la expectativa de desescalada geopolítica. La renta fija, por su parte, sufrió por el repunte de las rentabilidades, especialmente en los tramos cortos de las curvas. El crédito corporativo mostró resistencia, con diferenciales prácticamente estables. b) Decisiones generales de inversión adoptadas. El fondo ha hecho una gestión activa de la duración durante todo el periodo debido a la volatilidad e incertidumbre. Además ha mantenido una gran diversificación en diferentes geografías, plazos y divisas, destacando la sobreponderación de la región Euro, Australia, Canadá y UK y la infraponderación en USA y NZ. El fondo incrementó posiciones en inflación en EEUU como medida defensiva. En FX se han realizado pequeñas operaciones tácticas de poco relieve y en crédito se ha mantenido la posición muy estable. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice ICE BofA 1-3 Year Global Broad Market Index Ex Japanese Yen EUR Hedged en su versión "total return" (incluye la reinversión por cupones). El fondo es de gestión activa y se gestiona en referencia a dicho índice, ya que tiene como objetivo batir la rentabilidad del índice, gestionandose con total libertad respecto al mismo. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI Clase A ha disminuido un 0,50% en el periodo y el número de partícipes ha disminuido un 1,15%. El impacto de los gastos soportados por el fondo ha sido de un 0,46% los cuales se pueden desagregar de la siguiente manera: 0,45% de gastos directos y 0,01% de gastos indirectos como consecuencia de inversión en otras IICs. La rentabilidad del fondo en el periodo ha sido del 0,36%. El patrimonio de la clase BBVA BONOS INTERNACI FLEXIBLE 0-3 FI Clase Cartera ha disminuido un 8,71% en el periodo y el número de partícipes ha aumentado un 11,88%. El impacto de los gastos soportados por el fondo ha sido de un 0,14% los cuales se pueden desagregar de la siguiente manera: 0,13% de gastos directos y 0,01% de gastos indirectos como consecuencia de inversión en otras IICs. La liquidez del fondo se ha remunerado a un tipo medio del 1,94%. El índice de rotación de la cartera ha sido del 1,17%. La rentabilidad del fondo en el periodo ha sido del 0,68%. 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 4,71%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del 0,57% y la rentabilidad del índice de referencia ha sido de un 0,24%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. El primer semestre del año ha sido intenso en actividad, pero cabría destacar operaciones compras en EEUU en la parte corta de la curva para rebajar la infraponderación. Por otro lado, se ha tomado beneficio en las posiciones compradoras tanto en UK como en Australia y se han realizado diferentes operaciones entre países periféricos dependiendo del momento de mercado. Destacar en incremento de las posiciones en bonos de inflación americana. Se compran bonos en NZ para reducir la infraponderación que se mantenía. Por último, destacar operaciones de divisas EURCHF, USDJPY y EURAUD que han sido cerradas por su mal comportamiento. La TIR de cartera se sitúa en torno al 3,43% con una duración aproximada de 1,95 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 A lo largo del periodo se han realizado operaciones de derivados con la finalidad de cobertura cuyo grado de cobertura ha sido de 0,97. d) Otra información sobre inversiones. Se ha recibido un total de 943 USD procedentes de las class action o demandas colectivas a las que se encontraba adherido el Fondo. 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. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad de la clase BBVA BONOS INTERNACIONAL FLEXIBLE 0-3, FI Clase A ha sido del 1,80% , superior a la del índice de referencia que ha sido de un 1,20%. El VaR histórico acumulado en el año alcanzó -0,11% La volatilidad de la clase BBVA BONOS INTERNACI FLEXIBLE 0-3 FI Clase Cartera ha sido del 1,79% , superior a la del índice de referencia que ha sido de un 1,20%. El VaR histórico acumulado en el año alcanzó -0,10% 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 23.624.272, el mínimo 9.027.372 y el medio de 14.732.387. 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 POLÍTICOS. No aplica 6. INFORMACIÓN 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 ANÁLISIS. No aplica 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. De cara al resto del año, nuestra estrategia global en renta fija se inclina hacia una posición de mayor duración y un empinamiento de las curvas de tipos en Estados Unidos. En el Viejo Continente, anticipamos que el mercado comenzará a descontar prontas bajadas de tras la subida de tipos ya descontada para septiembre, lo que nos lleva a tomar posiciones largas en duración y activos periféricos para capturar rentabilidad por cupón (carry). En lo que respecta a los diferenciales y el riesgo técnico, adoptamos un enfoque de prudencia. Asimismo, la cautela impera en las expectativas de inflación europeas debido al impacto incierto de los efectos base para el próximo año, contrastando con el sesgo más constructivo y comprador aplicado al mercado estadounidense tras sus últimas correcciones. No aplicable 11507698000 212376 0.76 1757391000 63013 0.57 188352000 5402 0.88 1399868000 47730 2.42 0 0 0.00 1359392000 46107 3.45 125432000 7400 10.56 8889389000 382608 13.33 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 72210000 4183 1.21 22384996000 732077 4.77 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 10693224000 283540 0.73 2998728000 95824 12.18 0 0 0.00 61376679000 1880260 4.71