xbrli:pure iso4217:EUR BBVA AHORRO CARTERA, FI 1.0.0 2026-01-01 2026-06-30 BBVA AHORRO CARTERA, FI 1.0.0 2025-07-01 2025-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2026-01-01 2026-06-30 BBVA AHORRO CARTERA, FI 1.0.0 2025-01-01 2025-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2026-04-01 2026-06-30 BBVA AHORRO CARTERA, FI 1.0.0 2026-01-01 2026-03-31 BBVA AHORRO CARTERA, FI 1.0.0 2025-10-01 2025-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2025-07-01 2025-09-30 BBVA AHORRO CARTERA, FI 1.0.0 2024-01-01 2024-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2023-01-01 2023-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2021-01-01 2021-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2023-01-01 2025-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2021-01-01 2025-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2026-06-30 BBVA AHORRO CARTERA, FI 1.0.0 2025-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2024-12-31 BBVA AHORRO CARTERA, FI 1.0.0 2023-12-31 BBVA AHORRO CARTERA, FI 5220 02 02 2026 EUR A- false BBVA AHORRO CARTERA, FI CL/ AZUL, 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 2017-12-01 08 20 1 (En una escala del 1 al 7) Fondo de renta fija euro de corto plazo que invierte en activos de emisores OCDE con vencimientos inferiores a 18 meses y duración media menor a 1 año. Al menos el 95% tiene calidad crediticia mínima BBB- y el riesgo divisa está limitado al 5%. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de conseguir el objetivo concreto de rentabilidad. La metodología aplicada para calcular la exposición total al riesgo de mercado es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.00 0.69 0.00 1.18 1.81 1.81 1.81 2.06 EUR 161663503.40 105705118.28 50587 44751 0.00 0.00 false 10 EUR 1767818000 1144208000 1163822000 995350000 10.9352 10.8245 10.5868 10.2096 0.07 0.07 0.00 0.00 0.07 0.07 01 0.00 0.00 01 1.02 0.68 0.34 0.48 0.46 2.25 3.69 3.20 0.09 -0.02 -0.04 -0.16 2026-06-01 2026-03-19 2023-03-16 0.07 0.07 0.11 2026-04-08 2026-04-08 2023-03-13 01 0.24 0.27 0.21 0.08 0.12 0.14 0.21 0.35 0.12 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 0.18 0.19 0.15 0.08 0.07 0.11 0.15 0.21 0.04 -0.01 -0.01 -0.01 0.00 0.00 0.00 0.00 -0.01 -0.68 0.08 0.04 0.04 0.04 0.04 0.15 0.11 0.10 0.10 4473001_20260630_VL png 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 4473001_20260630_RE png 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 false 1509755000 1131176000 206147000 110512000 1290597000 1012711000 13011000 7953000 0 0 257810000 13261000 253000 -229000 1767818000 1144208000 1144208000 1521388000 1144208000 51.77 -29.96 51.77 -257.12 0.00 0.00 0.00 0.00 1.02 0.93 1.02 -0.40 1.07 1.02 1.07 -4.15 1.11 1.15 1.11 -12.03 0.00 0.00 0.00 0.00 -0.06 -0.10 -0.06 46.16 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.02 -0.03 0.02 -145.88 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -149.12 0.00 0.00 0.00 -46.73 -0.08 -0.09 -0.08 -9.49 -0.07 -0.07 -0.07 10.99 0.00 -0.01 0.00 10.99 0.00 0.00 0.00 -4.67 0.00 0.00 0.00 -8.10 -0.01 -0.01 -0.01 0.40 0.03 0.00 0.03 89161.40 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.03 0.00 0.03 89161.40 1767818000 1144208000 1767818000 ES00000128S2 DEUDA|KINGDOM OF SPAIN|0,650|2027-11-30 EUR 30736000 1.74 0 0.0 30736000 1.74 0 0.0 ES00000123C7 DEUDA|KINGDOM OF SPAIN|5,900|2026-07-30 EUR 26698000 1.51 15522000 1.36 ES00000128P8 DEUDA|KINGDOM OF SPAIN|1,500|2027-04-30 EUR 49578000 2.8 0 0.0 ES0000012M77 DEUDA|KINGDOM OF SPAIN|2,500|2027-05-31 EUR 4994000 0.28 0 0.0 ES0L02702055 LETRAS|KINGDOM OF SPAIN|2,447|2027-02-05 EUR 17617000 1.0 0 0.0 98887000 5.59 15522000 1.36 ES0213679JR9 RENTA|BANKINTER SA|0,625|2027-10-06 EUR 7261000 0.41 0 0.0 ES0413900848 CÉDULAS|BANCO SANTANDER SA|2,375|2027-09-08 EUR 7963000 0.45 0 0.0 15224000 0.86 0 0.0 ES0413211915 CÉDULAS|BANCO BILBAO VIZCAYA|0,875|2026-11-22 EUR 3748000 0.21 3753000 0.33 ES0413860836 CÉDULAS|BANCO DE SABADELL SA|3,500|2026-08-28 EUR 9335000 0.53 9337000 0.82 ES05134248Y4 PAGARÉS|KUTXABANK EMPRESTITO|2,370|2026-03-26 EUR 0 0.0 7820000 0.68 ES05134249C8 PAGARÉS|KUTXABANK EMPRESTITO|2,089|2026-07-22 EUR 5875000 0.33 5873000 0.51 ES0513495ZD3 PAGARÉS|SANTANDER CONSUMER F|2,398|2026-03-12 EUR 0 0.0 16627000 1.45 ES0513689R35 PAGARÉS|BANKINTER SA|2,116|2026-02-25 EUR 0 0.0 7879000 0.69 ES0513689V62 PAGARÉS|BANKINTER SA|2,280|2026-10-07 EUR 3909000 0.22 3914000 0.34 ES0513689W53 PAGARÉS|BANKINTER SA|2,250|2026-12-09 EUR 11715000 0.66 11739000 1.03 EU000A3K4DA4 EMISIONES|EUROPEAN UNION|0,250|2026-10-22 EUR 11721000 0.66 11729000 1.03 46303000 2.61 78671000 6.88 191150000 10.8 94193000 8.24 ES00000126L1 REPO|KINGDOM OF SPAIN|1,97|2026-01-02 EUR 0 0.0 16319000 1.43 ES0000012742 REPO|KINGDOM OF SPAIN|2,23|2026-07-01 EUR 15000000 0.85 0 0.0 15000000 0.85 16319000 1.43 206150000 11.65 110512000 9.67 206150000 11.65 110512000 9.67 FR0013250560 DEUDA|FRENCH REPUBLIC|1,000|2027-05-25 EUR 0 0.0 11797000 1.03 FR0013510724 BONOS/OBLIGA.|BPIFRANCE SACA|0,125|2027-02-26 EUR 0 0.0 6803000 0.59 FR0014003513 DEUDA|FRENCH REPUBLIC|2,203|2027-02-25 EUR 0 0.0 5848000 0.51 FR001400BB83 BONOS/OBLIGA.|BPIFRANCE SACA|2,125|2027-11-29 EUR 5447000 0.31 0 0.0 FR001400NBC6 DEUDA|FRENCH REPUBLIC|2,500|2027-09-24 EUR 6985000 0.4 0 0.0 FR001400NWK5 BONOS/OBLIGA.|CAISSE D'AMORTISSEME|2,750|2027-09-2 EUR 11605000 0.66 0 0.0 IT0005390874 DEUDA|REPUBLIC OF ITALY|0,850|2027-01-15 EUR 0 0.0 14785000 1.29 IT0005657330 DEUDA|REPUBLIC OF ITALY|2,100|2027-08-26 EUR 10425000 0.59 0 0.0 XS3412707153 BONOS/OBLIGA.|KOMMUNALBANKEN AS|2,750|2027-11-29 EUR 6001000 0.34 0 0.0 BE6361378217 BONOS/OBLIGA.|REGION WALLONNE BELG|2,422|2027-03-1 EUR 0 0.0 7980000 0.7 BE6362078428 BONOS/OBLIGA.|COMMUNAUTE FRANCAISE|2,328|2027-03-2 EUR 0 0.0 5994000 0.52 FR0011008705 DEUDA|FRENCH REPUBLIC|1,850|2027-07-25 EUR 22771000 1.29 0 0.0 FR0011317783 DEUDA|FRENCH REPUBLIC|2,750|2027-10-25 EUR 25029000 1.42 0 0.0 88263000 5.01 53207000 4.64 BE0312814867 LETRAS|KINGDOM OF BELGIUM|2,164|2026-07-09 EUR 44830000 2.54 0 0.0 BE0312817894 LETRAS|KINGDOM OF BELGIUM|2,438|2026-10-15 EUR 29790000 1.69 0 0.0 BE0312821938 LETRAS|KINGDOM OF BELGIUM|2,201|2027-02-11 EUR 7823000 0.44 0 0.0 BE6361378217 BONOS/OBLIGA.|REGION WALLONNE BELG|2,757|2027-03-1 EUR 7989000 0.45 0 0.0 BE6362078428 BONOS/OBLIGA.|COMMUNAUTE FRANCAISE|2,634|2027-03-2 EUR 5994000 0.34 0 0.0 DE0001030567 DEUDA|FEDERAL REPUBLIC OF|0,100|2026-04-15 EUR 0 0.0 25491000 2.23 EU000A4D7LB6 LETRAS|EUROPEAN UNION|2,299|2026-03-06 EUR 0 0.0 6855000 0.6 EU000A4DMLE2 LETRAS|EUROPEAN STABILITY M|2,002|2026-02-19 EUR 0 0.0 14854000 1.3 EU000A4EHML3 LETRAS|EUROPEAN UNION|2,069|2026-10-09 EUR 5872000 0.33 5875000 0.51 FR0013250560 DEUDA|FRENCH REPUBLIC|1,000|2027-05-25 EUR 11754000 0.66 0 0.0 FR0013510724 BONOS/OBLIGA.|BPIFRANCE SACA|0,125|2027-02-26 EUR 6791000 0.38 0 0.0 FR001400DXK4 BONOS/OBLIGA.|BPIFRANCE SACA|3,000|2026-09-10 EUR 5825000 0.33 0 0.0 FR001400DZI3 BONOS/OBLIGA.|CAISSE D'AMORTISSEME|2,875|2027-05-2 EUR 5012000 0.28 0 0.0 FR0126221896 BONOS/OBLIGA.|UNEDIC ASSEO|0,100|2026-11-25 EUR 11643000 0.66 11651000 1.02 FR0128838507 LETRAS|FRENCH REPUBLIC|2,341|2026-02-25 EUR 0 0.0 12722000 1.11 FR0128984004 LETRAS|FRENCH REPUBLIC|1,964|2026-05-20 EUR 0 0.0 14719000 1.29 FR0129132694 LETRAS|FRENCH REPUBLIC|2,015|2026-02-11 EUR 0 0.0 29694000 2.6 FR0129132710 LETRAS|FRENCH REPUBLIC|2,081|2026-04-09 EUR 0 0.0 25735000 2.25 FR0129132744 LETRAS|FRENCH REPUBLIC|2,104|2026-09-09 EUR 9835000 0.56 9839000 0.86 FR0129287241 LETRAS|FRENCH REPUBLIC|2,092|2026-02-18 EUR 0 0.0 7477000 0.65 FR0129287282 LETRAS|FRENCH REPUBLIC|2,083|2026-05-06 EUR 0 0.0 12871000 1.12 FR0129287290 LETRAS|FRENCH REPUBLIC|2,102|2026-06-03 EUR 0 0.0 4946000 0.43 FR0129287316 LETRAS|FRENCH REPUBLIC|2,103|2026-10-07 EUR 13742000 0.78 13752000 1.2 FR0129287332 LETRAS|FRENCH REPUBLIC|2,175|2026-12-02 EUR 7824000 0.44 7837000 0.68 FR0129437549 LETRAS|FRENCH REPUBLIC|2,096|2026-07-29 EUR 28687000 1.62 0 0.0 FR0129437580 LETRAS|FRENCH REPUBLIC|2,427|2027-02-24 EUR 11720000 0.66 0 0.0 FR0129437598 LETRAS|FRENCH REPUBLIC|2,547|2027-03-24 EUR 93263000 5.28 0 0.0 FR0129570521 LETRAS|FRENCH REPUBLIC|2,265|2026-07-22 EUR 4972000 0.28 0 0.0 FR0129570588 LETRAS|FRENCH REPUBLIC|2,405|2026-10-21 EUR 3954000 0.22 0 0.0 IT0004735152 DEUDA|REPUBLIC OF ITALY|3,100|2026-09-15 EUR 0 0.0 30728000 2.69 IT0005390874 DEUDA|REPUBLIC OF ITALY|0,850|2027-01-15 EUR 14763000 0.84 0 0.0 IT0005415416 DEUDA|REPUBLIC OF ITALY|0,650|2026-05-15 EUR 0 0.0 59731000 5.22 IT0005428617 BONOS|REPUBLIC OF ITALY|2,603|2026-04-15 EUR 0 0.0 17103000 1.49 IT0005538597 DEUDA|REPUBLIC OF ITALY|3,800|2026-04-15 EUR 0 0.0 34592000 3.02 IT0005556011 DEUDA|REPUBLIC OF ITALY|3,850|2026-09-15 EUR 45319000 2.56 15248000 1.33 IT0005607269 DEUDA|REPUBLIC OF ITALY|3,100|2026-08-28 EUR 32181000 1.82 0 0.0 IT0005670895 LETRAS|REPUBLIC OF ITALY|2,084|2026-03-31 EUR 0 0.0 24755000 2.16 IT0005684888 LETRAS|REPUBLIC OF ITALY|2,215|2026-12-14 EUR 0 0.0 32315000 2.82 IT0005689887 LETRAS|REPUBLIC OF ITALY|2,113|2027-01-14 EUR 32295000 1.83 0 0.0 IT0005692485 LETRAS|REPUBLIC OF ITALY|2,091|2026-07-31 EUR 9898000 0.56 0 0.0 IT0005711749 LETRAS|REPUBLIC OF ITALY|2,481|2026-11-30 EUR 89078000 5.04 0 0.0 IT0005716714 LETRAS|REPUBLIC OF ITALY|2,678|2027-06-14 EUR 7803000 0.44 0 0.0 XS1606720131 BONOS/OBLIGA.|PROVINCE OF QUEBEC C|0,875|2027-05-0 EUR 3920000 0.22 0 0.0 XS1936209490 BONOS/OBLIGA.|PROVINCE OF ALBERTA|0,625|2026-01-16 EUR 0 0.0 2119000 0.19 XS2153608141 BONOS/OBLIGA.|PROVINCE OF ONTARIO|0,375|2027-04-08 EUR 3932000 0.22 0 0.0 556509000 31.47 420909000 36.77 XS2798276270 BONOS|DANSKE BANK A/S|2,669|2027-04-10 EUR 0 0.0 3506000 0.31 XS2898886754 RENTA|NEDERLANDSE WATERSCH|2,500|2027-09-13 EUR 4989000 0.28 0 0.0 XS2975281903 BONOS|COMMONWEALTH BANK OF|2,630|2027-12-15 EUR 3010000 0.17 0 0.0 XS2976283130 BONOS|WESTPAC BANKING CORP|2,678|2028-01-14 EUR 5013000 0.28 0 0.0 XS2986720816 BONOS|AUSTRALIA & NEW ZEAL|2,650|2027-10-29 EUR 6009000 0.34 6013000 0.53 XS2987787939 BONOS|BANK OF AMERICA CORP|2,693|2028-01-28 EUR 6508000 0.37 0 0.0 XS3019213654 BONOS|BANK OF AMERICA CORP|2,549|2027-03-10 EUR 0 0.0 10006000 0.87 XS3026747876 BONOS|VOLVO TREASURY AB|2,492|2027-03-17 EUR 0 0.0 4004000 0.35 XS3096176659 BONOS|CANADIAN IMPERIAL BA|2,572|2027-06-17 EUR 0 0.0 9022000 0.79 XS3098009312 BONOS|NORDEA BANK ABP|2,442|2027-06-17 EUR 0 0.0 5006000 0.44 XS3129369503 BONOS|CANADIAN IMPERIAL BA|2,698|2027-07-23 EUR 3001000 0.17 3003000 0.26 XS3181623797 BONOS|NATIONAL BANK OF CAN|2,600|2027-09-15 EUR 13609000 0.77 13608000 1.19 XS3191628794 BONOS|AUSTRALIA & NEW ZEAL|2,633|2027-09-29 EUR 5003000 0.28 5003000 0.44 XS3258578890 BONOS|NORDEA BANK ABP|2,313|2027-12-24 EUR 5500000 0.31 5499000 0.48 XS3296848735 BONOS|NATIONAL BANK OF CAN|2,614|2028-02-14 EUR 2998000 0.17 0 0.0 XS3299556996 BONOS|KBC IFIMA SA|2,495|2028-02-24 EUR 2200000 0.12 0 0.0 CH1377443895 CÉDULAS|UBS SWITZERLAND AG|2,583|2027-09-23 EUR 6968000 0.39 0 0.0 DE000A383B10 EMISIONES|KREDITANSTALT FUER W|2,750|2027-10-01 EUR 18038000 1.02 0 0.0 DE000A4D6AJ5 BONOS|BMW US CAPITAL LLC|2,454|2027-01-29 EUR 0 0.0 4000000 0.35 DE000A4ECAU6 BONOS|MERCEDES-BENZ INTERN|2,448|2027-06-11 EUR 0 0.0 8004000 0.7 EU000A3K4EW6 EMISIONES|EUROPEAN UNION|2,875|2027-12-06 EUR 27199000 1.54 0 0.0 FR0013398070 BONOS|BNP PARIBAS SA|2,125|2027-01-23 EUR 0 0.0 6191000 0.54 FR001400E7J5 RENTA|CREDIT AGRICOLE SA|3,375|2027-07-28 EUR 10582000 0.6 0 0.0 IT0005549362 CÉDULAS|UNICREDIT SPA|3,375|2027-01-31 EUR 0 0.0 9117000 0.8 XS1237271421 RENTA|MCDONALD'S CORP|1,875|2027-05-26 EUR 0 0.0 4761000 0.42 XS1874122770 BONOS|TOTALENERGIES CAPITA|1,023|2027-03-04 EUR 0 0.0 2458000 0.21 XS2063232727 BONOS|CITIGROUP INC|0,500|2027-10-08 EUR 3676000 0.21 0 0.0 XS2102283814 CÉDULAS|SANTANDER UK PLC|0,050|2027-01-12 EUR 0 0.0 4883000 0.43 XS2152308727 RENTA|CPPIB CAPITAL INC|0,250|2027-04-06 EUR 0 0.0 13616000 1.19 XS2153406868 BONOS|TOTALENERGIES CAPITA|1,491|2027-04-08 EUR 0 0.0 4644000 0.41 XS2238292010 CÉDULAS|DNB BOLIGKREDITT AS|0,010|2027-10-08 EUR 5482000 0.31 0 0.0 XS2432530637 RENTA|SANTANDER CONSUMER F|0,500|2027-01-14 EUR 0 0.0 7829000 0.68 XS2442768227 RENTA|SKANDINAVISKA ENSKIL|0,750|2027-08-09 EUR 3900000 0.22 0 0.0 XS2443485565 RENTA|SWEDBANK AB|1,300|2027-02-17 EUR 0 0.0 5916000 0.52 XS2449911143 RENTA|NATWEST MARKETS PLC|1,375|2027-03-02 EUR 0 0.0 5031000 0.44 XS2459053943 CÉDULAS|ANZ NEW ZEALAND INT'|0,895|2027-03-23 EUR 0 0.0 9326000 0.82 XS2528323780 RENTA|MIZUHO FINANCIAL GRO|3,490|2027-09-05 EUR 7056000 0.4 0 0.0 XS2529233814 RENTA|INTESA SANPAOLO SPA|4,750|2027-09-06 EUR 4043000 0.23 0 0.0 144784000 8.18 150446000 13.17 XS3187826790 PAPEL|ENI SPA|2,202|2026-03-13 EUR 0 0.0 6925000 0.61 XS3196117116 PAPEL|CAIXABANK SA|2,094|2026-06-29 EUR 0 0.0 10830000 0.95 XS3217597692 PAPEL|DEUTSCHE BANK AG|2,178|2026-06-19 EUR 0 0.0 6900000 0.6 XS3225859340 PAPEL|LANDESBANK BADEN-WUE|2,231|2026-11-03 EUR 8793000 0.5 8803000 0.77 XS3227888198 PAPEL|LA BANQUE POSTALE HO|2,190|2026-11-06 EUR 5864000 0.33 5875000 0.51 XS3239186607 PAPEL|BANCO SANTANDER SA|2,241|2026-11-19 EUR 10755000 0.61 10768000 0.94 XS3243138347 PAPEL|BANCO BILBAO VIZCAYA|2,231|2026-11-24 EUR 10744000 0.61 10766000 0.94 XS3246211059 PAPEL|DANSKE BANK A/S|2,231|2026-11-30 EUR 2930000 0.17 2933000 0.26 XS3261209368 PAPEL|BANCO BILBAO VIZCAYA|2,227|2026-09-23 EUR 5898000 0.33 5904000 0.52 XS3277015924 PAPEL|OPEN BANK SA/MADRID|2,271|2027-01-14 EUR 12691000 0.72 0 0.0 XS3316250276 PAPEL|BANCO BILBAO VIZCAYA|2,383|2027-03-08 EUR 5360000 0.3 0 0.0 XS3325342205 PAPEL|OPEN BANK SA/MADRID|2,596|2027-03-18 EUR 5848000 0.33 0 0.0 XS3343422476 PAPEL|IBERDROLA INTERNATIO|2,727|2027-03-09 EUR 9762000 0.55 0 0.0 DE000A4D6AJ5 BONOS|BMW US CAPITAL LLC|2,540|2027-01-29 EUR 3997000 0.23 0 0.0 DE000A4ECAU6 BONOS|MERCEDES-BENZ INTERN|2,733|2027-06-11 EUR 8000000 0.45 0 0.0 DE000BYL0NY7 PAPEL|BAYERISCHE LANDESBAN|2,221|2026-09-21 EUR 5897000 0.33 5902000 0.52 DE000CZ450L2 PAPEL|COMMERZBANK AG|2,565|2026-01-21 EUR 0 0.0 11704000 1.02 DE000CZ458T8 PAPEL|COMMERZBANK AG|2,281|2027-01-20 EUR 9755000 0.55 0 0.0 DE000CZ45VC5 RENTA|COMMERZBANK AG|0,500|2026-12-04 EUR 3651000 0.21 3655000 0.32 DE000LB2CRG6 RENTA|LANDESBANK BADEN-WUE|0,375|2027-02-18 EUR 4910000 0.28 0 0.0 EU000A1Z99Q7 EMISIONES|EUROPEAN STABILITY M|1,000|2027-06-23 EUR 13734000 0.78 0 0.0 EU000A3K4D82 EMISIONES|EUROPEAN UNION|2,750|2026-10-05 EUR 12106000 0.68 12118000 1.06 FR0012146801 BONOS|SANOFI SA|1,750|2026-09-10 EUR 11517000 0.65 11515000 1.01 FR0013412947 RENTA|BANQUE FEDERATIVE DU|0,750|2026-06-08 EUR 0 0.0 5933000 0.52 FR001400HAC0 RENTA|BPCE SA|3,625|2026-04-17 EUR 0 0.0 5437000 0.48 FR001400IDW0 RENTA|SOCIETE GENERALE SA|4,125|2027-06-02 EUR 8462000 0.48 0 0.0 FR001400N3K1 BONOS|BANQUE FEDERATIVE DU|2,475|2026-01-12 EUR 0 0.0 1002000 0.09 FR001400PZU2 BONOS|HSBC CONTINENTAL EUR|2,423|2026-05-10 EUR 0 0.0 2002000 0.17 FR001400SJ03 BONOS|BANQUE FEDERATIVE DU|2,727|2026-09-12 EUR 5005000 0.28 5005000 0.44 FR001400WLD4 BONOS|BANQUE FEDERATIVE DU|2,520|2026-12-14 EUR 9987000 0.56 9975000 0.87 FR0129083400 PAPEL|CREDIT AGRICOLE SA|2,434|2026-02-23 EUR 0 0.0 4395000 0.38 FR0129228278 PAPEL|NATIXIS SA|2,089|2026-05-25 EUR 0 0.0 7832000 0.68 FR0129366870 PAPEL|ELECTRICITE DE FRANC|2,180|2026-11-04 EUR 7133000 0.4 7144000 0.62 FR0129384519 PAPEL|LA BANQUE POSTALE HO|2,210|2026-11-16 EUR 4885000 0.28 4895000 0.43 FR0129496461 PAPEL|SVENSKA HANDELSBANKE|2,231|2026-12-11 EUR 9762000 0.55 9779000 0.85 IT0005374043 RENTA|CASSA DEPOSITI E PRE|3,920|2026-06-28 EUR 0 0.0 6062000 0.53 IT0005495202 RENTA|INTESA SANPAOLO SPA|2,640|2027-06-10 EUR 3189000 0.18 0 0.0 IT0005549362 CÉDULAS|UNICREDIT SPA|3,375|2027-01-31 EUR 12369000 0.7 0 0.0 XS0611783928 RENTA|SNCF RESEAU|4,250|2026-10-07 EUR 7089000 0.4 0 0.0 XS1114473579 RENTA|BP CAPITAL MARKETS P|2,213|2026-09-25 EUR 4980000 0.28 3989000 0.35 XS1135337498 BONOS|APPLE INC|1,625|2026-11-10 EUR 16550000 0.94 11089000 0.97 XS1191309720 CÉDULAS|NATIONAL AUSTRALIA B|0,875|2027-02-19 EUR 5917000 0.33 0 0.0 XS1237271421 RENTA|MCDONALD'S CORP|1,875|2027-05-26 EUR 4747000 0.27 0 0.0 XS1394055872 EMISIONES|EUROPEAN INVESTMENT|0,375|2026-04-14 EUR 0 0.0 11752000 1.03 XS1400169931 RENTA|WELLS FARGO & CO|1,375|2026-10-26 EUR 5915000 0.33 5921000 0.52 XS1412417617 RENTA|NATIONAL AUSTRALIA B|1,250|2026-05-18 EUR 0 0.0 7889000 0.69 XS1425966287 RENTA|ENEL FINANCE INTERNA|1,375|2026-06-01 EUR 0 0.0 11293000 0.99 XS1426022536 RENTA|SUMITOMO MITSUI FINA|1,546|2026-06-15 EUR 0 0.0 13425000 1.17 XS1605365193 RENTA|CREDIT AGRICOLE SA/L|1,375|2027-05-03 EUR 5913000 0.33 0 0.0 XS1632891138 RENTA|BNG BANK NV|0,625|2027-06-19 EUR 5886000 0.33 0 0.0 XS1874122770 BONOS|TOTALENERGIES CAPITA|1,023|2027-03-04 EUR 2452000 0.14 0 0.0 XS1945110606 BONOS|INTERNATIONAL BUSINE|1,250|2027-01-29 EUR 5430000 0.31 0 0.0 XS2013574038 RENTA|CAIXABANK SA|1,375|2026-06-19 EUR 0 0.0 8626000 0.75 XS2079713322 RENTA|BANCO BILBAO VIZCAYA|0,375|2026-11-15 EUR 15744000 0.89 0 0.0 XS2102283814 CÉDULAS|SANTANDER UK PLC|0,050|2027-01-12 EUR 9804000 0.55 0 0.0 XS2115094737 RENTA|SKANDINAVISKA ENSKIL|0,375|2027-02-11 EUR 2933000 0.17 0 0.0 XS2152308727 RENTA|CPPIB CAPITAL INC|0,250|2027-04-06 EUR 13582000 0.77 0 0.0 XS2153406868 BONOS|TOTALENERGIES CAPITA|1,491|2027-04-08 EUR 4631000 0.26 0 0.0 XS2304664167 RENTA|INTESA SANPAOLO SPA|0,625|2026-02-24 EUR 0 0.0 4941000 0.43 XS2393661397 CÉDULAS|CANADIAN IMPERIAL BA|0,010|2026-10-07 EUR 4940000 0.28 0 0.0 XS2404027935 RENTA|SWEDBANK AB|0,250|2026-11-02 EUR 9266000 0.52 9267000 0.81 XS2404629235 RENTA|SVENSKA HANDELSBANKE|0,125|2026-11-03 EUR 8861000 0.5 8866000 0.77 XS2432530637 RENTA|OPEN BANK SA/MADRID|0,500|2027-01-14 EUR 7819000 0.44 0 0.0 XS2443485565 RENTA|SWEDBANK AB|1,300|2027-02-17 EUR 5911000 0.33 0 0.0 XS2449911143 RENTA|NATWEST MARKETS PLC|1,375|2027-03-02 EUR 9962000 0.56 0 0.0 XS2459053943 CÉDULAS|ANZ NEW ZEALAND INT'|0,895|2027-03-23 EUR 9301000 0.53 0 0.0 XS2461741212 CÉDULAS|TORONTO-DOMINION BAN|0,864|2027-03-24 EUR 4918000 0.28 0 0.0 XS2466358111 RENTA|CDP FINANCIAL INC|1,125|2027-04-06 EUR 3943000 0.22 0 0.0 XS2491074923 CÉDULAS|BANK OF NEW ZEALAND|2,552|2027-06-29 EUR 1996000 0.11 0 0.0 XS2553798443 RENTA|SKANDINAVISKA ENSKIL|4,000|2026-11-09 EUR 11430000 0.65 0 0.0 XS2625195891 RENTA|INTESA SANPAOLO SPA|4,000|2026-05-19 EUR 0 0.0 1518000 0.13 XS2625968693 RENTA|BMW FINANCE NV|3,250|2026-11-22 EUR 3737000 0.21 3740000 0.33 XS2671621402 BONOS|VOLVO TREASURY AB|3,875|2026-08-29 EUR 5884000 0.33 5897000 0.52 XS2744130852 BONOS|VOLVO TREASURY AB|2,529|2026-01-09 EUR 0 0.0 1503000 0.13 XS2752456314 BONOS|SANTANDER CONSUMER F|2,886|2026-01-22 EUR 0 0.0 2004000 0.18 XS2783789931 BONOS|TOYOTA MOTOR FINANCE|2,500|2026-03-13 EUR 0 0.0 3001000 0.26 XS2787169536 EMISIONES|ASIAN DEVELOPMENT BA|2,800|2027-03-19 EUR 5009000 0.28 0 0.0 XS2798993858 BONOS|BANK OF MONTREAL|2,620|2027-04-12 EUR 4010000 0.23 0 0.0 XS2802190459 BONOS|SNAM SPA|2,426|2026-04-15 EUR 0 0.0 3605000 0.32 XS2803392021 BONOS|TORONTO-DOMINION BAN|2,401|2026-04-16 EUR 0 0.0 10605000 0.93 XS2804485758 CÉDULAS|TORONTO-DOMINION BAN|2,286|2026-10-19 EUR 11999000 0.68 11997000 1.05 XS2824777267 BONOS|VOLVO TREASURY AB|2,434|2026-05-22 EUR 0 0.0 2102000 0.18 XS2835763702 BONOS|BMW INTERNATIONAL IN|2,189|2026-06-05 EUR 0 0.0 2399000 0.21 XS2835902839 BONOS|BANCO BILBAO VIZCAYA|2,496|2027-06-07 EUR 5515000 0.31 0 0.0 XS2838482052 BONOS|BANK OF NOVA SCOTIA/|2,881|2027-06-10 EUR 4012000 0.23 0 0.0 XS2844409271 BONOS|DIAGEO FINANCE PLC|2,335|2026-06-20 EUR 0 0.0 3500000 0.31 XS2953611584 BONOS|TOYOTA FINANCE AUSTR|2,698|2026-12-02 EUR 3999000 0.23 4003000 0.35 XS2972963883 BONOS|VOLVO TREASURY AB|2,431|2027-01-10 EUR 2002000 0.11 0 0.0 XS2981989754 PAPEL|SANTANDER CONSUMER F|2,586|2026-01-15 EUR 0 0.0 10735000 0.94 XS3026747876 BONOS|VOLVO TREASURY AB|2,827|2027-03-17 EUR 4002000 0.23 0 0.0 XS3031467171 BONOS|ROYAL BANK OF CANADA|2,763|2027-03-24 EUR 5010000 0.28 0 0.0 XS3068753451 BONOS|NATIONWIDE BUILDING|2,728|2027-05-09 EUR 12530000 0.71 0 0.0 XS3096176659 BONOS|CANADIAN IMPERIAL BA|2,907|2027-06-17 EUR 9016000 0.51 0 0.0 XS3098009312 BONOS|NORDEA BANK ABP|2,777|2027-06-17 EUR 5007000 0.28 0 0.0 XS3137702141 PAPEL|GOLDMAN SACHS INTERN|2,079|2026-07-23 EUR 6855000 0.39 6850000 0.6 XS3148256756 PAPEL|BANCO BILBAO VIZCAYA|2,094|2026-02-09 EUR 0 0.0 6929000 0.61 XS3182053960 PAPEL|IBERDROLA INTERNATIO|2,067|2026-04-09 EUR 0 0.0 8400000 0.73 XS3246918398 PAPEL|BANCO SANTANDER SA|2,251|2026-12-01 EUR 5865000 0.33 5873000 0.51 BE0002947282 CÉDULAS|ING BELGIUM SA|3,375|2027-05-31 EUR 3727000 0.21 0 0.0 DE000A2TSDD4 RENTA|DEUTSCHE TELEKOM AG|0,875|2026-03-25 EUR 0 0.0 6874000 0.6 DE000A3LW3B3 BONOS|MERCEDES-BENZ INTERN|2,222|2026-04-09 EUR 0 0.0 2499000 0.22 DE000A3LZW01 BONOS|MERCEDES-BENZ INTERN|2,248|2026-06-11 EUR 0 0.0 2996000 0.26 501103000 28.31 388147000 33.94 1290659000 72.97 1012709000 88.52 1290659000 72.97 1012709000 88.52 1290659000 72.97 1012709000 88.52 1496809000 84.62 1123221000 98.19 0 4473_20260630_DC png 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 0 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 16288000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 18700000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 21867000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 89166000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 89325000 02 235346000 235346000 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 2.200.000,00 euros, lo que supone un 0,13% 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. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora sobre la situación de los mercados. La primera mitad del año ha estado marcada por el conflicto bélico en Oriente Medio, que ha provocado un nuevo incremento de la volatilidad en los activos financieros, acompañado de un fuerte repunte del petróleo y del gas. Este encarecimiento de la energía ha impulsado al alza las expectativas de inflación, lo que ha llevado a las curvas de tipos de interés a reaccionar con repuntes, especialmente en los tramos cortos. En este contexto, la retórica de los bancos centrales ha cambiado y el mercado ha comenzado a descontar subidas de tipos. El BCE ha sido el primero en reaccionar, con un incremento de 0,25% en su reunión de junio, dejando abierta la posibilidad de nuevas subidas adicionales, escenario que también descuenta el mercado. b) Decisiones generales de inversión adoptadas. Durante el trimestre, el fondo ha mantenido una posición larga frente a su índice de referencia, ya que consideramos que las subidas de tipos descontadas por el mercado eran excesivas. Asimismo, hemos incorporado bonos ligados a la inflación con el objetivo de proteger la cartera ante un escenario adverso de persistencia de precios elevados, derivado de una prolongación del conflicto en Oriente Medio y de sus posibles efectos de segunda ronda. El crédito ha mantenido un comportamiento muy estable pese a la volatilidad observada en otros activos. En este entorno, hemos sobreponderado bonos líquidos, tanto de crédito como covered bonds, frente a papel comercial. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice BofA Merrill Lynch Euro Treasury Bill. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio del fondo ha aumentado un 54,50% en el periodo y el número de partícipes ha aumentado un 13,04%. El impacto de los gastos soportados por el fondo ha sido de un 0,08%. La liquidez del fondo se ha remunerado a un tipo medio del 1,81%. La rentabilidad del fondo en el periodo ha sido del 1,02%. 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 0,73% y la rentabilidad del índice de referencia ha sido de un 0,98%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Mantenemos, de forma generalizada en los fondos, una posición más larga en duración que la de sus respectivos índices de referencia. Durante el periodo, hemos tratado de beneficiarnos de los rangos ofrecidos por la volatilidad generada por el conflicto, intentando comprar en correcciones de mercado la duración que se iba reduciendo con el paso del tiempo. Hemos continuado incorporando bonos ligados a la inflación. Este tipo de activos debería ofrecer cierta protección en caso de que se produzcan nuevos episodios negativos en el ámbito geopolítico, que pudieran desencadenar un nuevo repunte del precio del petróleo y también sobre los posibles efectos de segunda ronda sobre la inflación ya experimentada. Hemos seguido invirtiendo en crédito, aprovechando la mayor rentabilidad que ofrece frente a la deuda pública y la buena situación financiera que presentan las compañías. No obstante, el peso de este activo en cartera se ha reducido en favor de los covered bonds, que actualmente ofrecen una atractiva relación rentabilidad-riesgo. Hemos registrado una actividad significativa en los distintos países y plazos de la curva de la zona euro. Destaca nuestra mayor posición en duración frente al índice en España, una posición similar en Francia e Italia, y una menor exposición relativa en Alemania. La TIR de cartera se sitúa en torno al 2,44% con una duración aproximada de 0,49 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 1,07. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 13,70%. d) Otra información sobre inversiones. 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 del fondo ha sido del 0,24% , superior a la del índice de referencia que ha sido de un 0,18%. El VaR histórico acumulado en el año alcanzó -0,01%. El tracking error ha sido de 0,15%. 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 a la segunda mitad de 2026, esperamos que el BCE mantenga estables los tipos de interés o, en su caso, realice una subida adicional. No obstante, a medio plazo consideramos probable que tenga que volver a reducirlos si el ciclo económico se resiente, especialmente si finalmente se materializan nuevas subidas. Por este motivo, el largo lo concentramos en activos con vencimiento 2027. En cuanto al crédito, seguimos considerando que tendrá un buen comportamiento, apoyado en unos fundamentales sólidos y en el apetito de los inversores por esta clase de activo. Por tanto, continuará siendo una parte fundamental de la cartera. Seguiremos ampliando el número de emisores en los que invertimos, con el objetivo de identificar oportunidades y mejorar la diversificación de esta parte de la cartera. 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