ATL CAPITAL CORTO PLAZO 1.0.0 2025-01-01 2025-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2024-07-01 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2025-01-01 2025-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2024-01-01 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2025-04-01 2025-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2025-01-01 2025-03-31 ATL CAPITAL CORTO PLAZO 1.0.0 2024-10-01 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2024-07-01 2024-09-30 ATL CAPITAL CORTO PLAZO 1.0.0 2023-01-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2022-01-01 2022-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2020-01-01 2020-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2022-01-01 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2020-01-01 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2025-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2022-12-31 iso4217:EUR xbrli:pure ATL CAPITAL CORTO PLAZO 3282 02 02 2025 EUR Baa1((Moodys)) false CL Montalban nº9 2ªIzq 28014 Madrid EM informacion@atlcapital.es www.atlcapital.es/atl-gestion/documentacion/ 05 CL MONTALBAN 9 28014 MADRID EM mdiaz@atlcapital.es 2005-10-05 08 20 1 en una escala del 1 al 7 Vocación del fondo y objetivo de gestión: Monetario El patrimonio del Fondo se invierte en activos de renta fija corto plazo y activos monetarios denominados en euros,emitidos por emisores tanto del área euro como del resto de países OCDE. Los activos de renta fija en que se in- vierta el fondo podrán ser tanto de renta fija pública como privada, con alta calificación crediticia. La cartera del Fondo no tendrá en ningún caso una duración media superior a 18meses. El índice de referencia del Fondo es el EONIA (Euro OverNight Index Average), índice medio del tipo del euro a un día, fruto de las distintas transacciones en el mercado interbancario. El fondo podrá operar con derivados negociados o no en mercados organizados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 01 0.85 0.00 0.85 0.00 2.49 3.54 2.49 3.73 1 ATL CAPITAL CORTO PLAZO FI EUR 8238048.27 6897330.19 838 838 0.00 0.00 false 105265707 87048179 90369225 38706312 12.7780 12.6206 12.1865 11.8361 0.16 0.16 0.16 0.16 01 0.03 0.03 01 1.25 0.60 0.64 0.82 0.91 3.56 2.96 -0.21 -0.44 -0.02 -0.02 -0.10 2025-05-12 2025-05-12 2023-01-20 0.03 0.03 0.10 2025-04-10 2025-01-30 2023-01-19 01 0.21 0.23 0.19 0.18 0.22 0.21 0.29 0.10 0.03 19.59 23.51 14.65 13.10 13.98 13.30 14.51 19.39 34.23 0.52 0.44 0.59 3.38 0.42 1.71 1.24 0.63 0.49 INDICE EONIA 0.10 0.10 0.10 0.12 0.14 0.14 0.13 0.06 0.02 0.24 0.24 0.26 0.27 0.28 0.27 0.25 0.08 0.06 0.19 0.10 0.10 0.10 0.10 0.39 0.39 0.40 0.40 false F051vl.png png 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 F051rt.png png 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 false 2 GES ATL CAPITAL CORTO PLAZO FI EUR 918561.17 1261853.78 30 38 0.00 0.00 false 1,00 Euros 11897495 16127363 13638872 2134790 12.9523 12.7807 12.3177 11.9408 0.06 0.06 0.06 0.06 01 0.03 0.03 01 1.34 0.65 0.69 0.87 0.96 3.76 3.16 -0.02 -0.27 -0.02 -0.02 -0.10 2025-05-12 2025-05-12 2023-01-20 0.03 0.03 0.10 2025-04-10 2025-01-30 2023-01-19 01 0.21 0.24 0.19 0.18 0.22 0.20 0.29 0.10 0.02 19.59 23.51 14.65 13.10 13.98 13.30 14.51 19.39 34.23 0.52 0.44 0.59 3.38 0.42 1.71 1.24 0.63 0.49 INDICE EONIA 0.10 0.10 0.10 0.12 0.14 0.14 0.13 0.06 0.02 0.23 0.23 0.25 0.26 0.26 0.26 0.24 0.07 0.04 0.10 0.05 0.05 0.05 0.05 0.20 0.20 0.21 0.23 false F051vl.png png 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 F051rt.png png 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 false 116060454 101228740 72060990 43875909 43399192 56098369 600272 1254462 0 0 1201870 2330619 -99122 -383818 117163202 103175541 103175541.30 116485594.32 103175541.30 11.89 -13.94 11.89 -183.21 0 0 0 0 1.25 1.76 1.25 11516.02 1.43 1.95 1.43 11471.42 1.39 1.82 1.39 -25.54 0 0 0 0 0.05 0.13 0.05 -63.30 0 0 0 0 0 0 0 0 -0.01 0 -0.01 160.26 0 0 0 0 0 0 0 0 0 0 0 11400 -0.19 -0.20 -0.19 22.21 -0.15 -0.15 -0.15 -4.14 -0.03 -0.03 -0.03 -3.87 0 0 0 9.49 0 0 0 64.82 -0.01 -0.02 -0.01 -44.09 0.01 0.01 0.01 22.39 0 0 0 0 0.01 0.01 0.01 22.39 0 0 0 0 117163202.04 103175541.30 117163202.04 ES0L02502075 Letras|REINO DE ESPAñA|2,995|2025-02-07 EUR 0.00 0.00 2977191.00 2.89 ES0L02506068 Letras|REINO DE ESPAñA|3,470|2025-06-06 EUR 0.00 0.00 1941197.00 1.88 ES0L02512058 Letras|REINO DE ESPAñA|1,966|2025-12-05 EUR 1981641.00 1.69 0.00 0.00 ES0205061007 Bonos|CANAL ISABEL II|1,680|2025-02-26 EUR 0.00 0.00 1488455.00 1.44 1981641.00 1.69 6406843.00 6.21 XS1512827095 Bonos|MERLIN PROPERTIES SO|1,875|2026-11-02 EUR 1088641.00 0.93 0.00 0.00 XS1729879822 Bonos|PROSEGUR CASH|1,375|2026-02-04 EUR 0.00 0.00 392057.00 0.38 XS2258971071 Bonos|CAIXA D'ESTALVIS CAT|0,375|2026-11-18 EUR 986489.00 0.84 978412.00 0.95 2075130.00 1.77 1370469.00 1.33 ES0205032032 Bonos|FERROVIAL|1,382|2026-05-14 EUR 1980571.00 1.69 0.00 0.00 ES0317046003 Obligaciones|TDA 6|3,875|2025-05-23 EUR 0.00 0.00 1004922.00 0.97 XS2102931594 Bonos|CAIXA D'ESTALVIS CAT|0,375|2025-02-03 EUR 0.00 0.00 770485.00 0.75 XS1619643015 Bonos|MERLIN PROPERTIES SO|1,750|2025-05-26 EUR 0.00 0.00 694205.00 0.67 XS1729879822 Bonos|PROSEGUR CASH|1,375|2026-02-04 EUR 396346.00 0.34 0.00 0.00 XS2575952341 Bonos|BANCO SANTANDER CENT|1,038|2025-01-16 EUR 0.00 0.00 800722.00 0.78 XS1177459531 Bonos|ENAGAS|1,250|2025-02-06 EUR 0.00 0.00 972980.00 0.94 2376917.00 2.03 4243314.00 4.11 6433688.00 5.49 12020626.00 11.65 ES0505229049 Pagarés|PROSEGUR CASH|3,719|2025-01-15 EUR 0.00 0.00 3957476.00 3.84 XS2914761551 Pagarés|ACCIONA|3,488|2025-04-04 EUR 0.00 0.00 3341715.00 3.24 ES0505087892 Pagarés|FORTIA|3,780|2025-01-10 EUR 0.00 0.00 1485955.00 1.44 XS2922726349 Pagarés|ACCIONA|3,397|2025-04-16 EUR 0.00 0.00 983297.00 0.95 ES0513689J27 Pagarés|BANKINTER SA|3,287|2025-01-15 EUR 0.00 0.00 3967752.00 3.85 XS2930103317 Pagarés|ACCIONA|3,367|2025-04-28 EUR 0.00 0.00 983444.00 0.95 ES0505229064 Pagarés|PROSEGUR CASH|3,192|2025-04-03 EUR 0.00 0.00 2968154.00 2.88 XS2962151556 Pagarés|ENTE NAZIONALE IDROC|2,950|2025-03-11 EUR 0.00 0.00 2978037.00 2.89 XS2962094905 Pagarés|VOLKSWAGEN|3,153|2025-02-10 EUR 0.00 0.00 1989717.00 1.93 ES0505229072 Pagarés|PROSEGUR CASH|2,926|2025-07-03 EUR 1973050.00 1.68 0.00 0.00 ES0505229072 Pagarés|PROSEGUR CASH|2,523|2025-07-03 EUR 3974928.00 3.39 0.00 0.00 XS2995467136 Pagarés|ACCIONA|2,996|2025-07-31 EUR 492619.00 0.42 0.00 0.00 XS3010582503 Pagarés|ACCIONA|2,926|2025-08-21 EUR 985580.00 0.84 0.00 0.00 XS3017990634 Pagarés|ACCIONA|2,913|2025-09-04 EUR 492821.00 0.42 0.00 0.00 ES0505229114 Pagarés|PROSEGUR CASH|2,607|2025-10-02 EUR 2961605.00 2.53 0.00 0.00 XS3048135472 Pagarés|ACCIONA|2,628|2025-07-07 EUR 2980412.00 2.54 0.00 0.00 XS3068737769 Pagarés|ACCIONA|2,514|2025-11-06 EUR 3950331.00 3.37 0.00 0.00 XS3088646693 Pagarés|ACCIONA|2,450|2025-12-03 EUR 395159.00 0.34 0.00 0.00 XS3092614968 Pagarés|ENTE NAZIONALE IDROC|2,146|2025-09-09 EUR 4973310.00 4.24 0.00 0.00 XS3096765303 Pagarés|REPSOL|2,095|2025-09-12 EUR 4973942.00 4.25 0.00 0.00 XS3099021225 Pagarés|IBERDROLA|2,132|2025-09-11 EUR 4974073.00 4.25 0.00 0.00 33127830.00 28.27 22655547.00 21.96 ES0000012L29 REPO|BANKINTER|2,920|2025-01-02 EUR 0.00 0.00 9199737.00 8.92 ES0000012N35 REPO|BANKINTER|1,920|2025-07-01 EUR 32499472.00 27.74 0.00 0.00 32499472.00 27.74 9199737.00 8.92 72060990.00 61.50 43875910.00 42.53 72060990.00 61.50 43875910.00 42.53 PTOTVMOE0000 Obligaciones|ESTADO DE PORTUGAL|1,803|2025-07-2 EUR 250280.00 0.21 0.00 0.00 250280.00 0.21 0.00 0.00 BE0002950310 Bonos|KBC GROUP|4,500|2026-06-06 EUR 0.00 0.00 1007712.00 0.98 CH0520042489 Bonos|UBS|0,250|2026-01-29 EUR 0.00 0.00 1986807.00 1.93 CH0537261858 Bonos|CREDIT SUISSE GROUP|3,250|2026-04-02 EUR 0.00 0.00 998372.00 0.97 DE000A3L2ZN4 Bonos|TRATON FINANCE LUX S|1,060|2026-08-21 EUR 1007289.00 0.86 1000478.00 0.97 DE000A4EBME7 Bonos|ROBERT BOSCH GMBH|0,622|2026-11-28 EUR 1001594.00 0.85 0.00 0.00 FR0013412947 Bonos|BANQUE FED CRED MUTU|0,750|2026-06-08 EUR 0.00 0.00 970062.00 0.94 FR0013465358 Bonos|BNP PARIS|0,500|2026-06-04 EUR 0.00 0.00 983108.00 0.95 FR0013518024 Bonos|LA BANQUE POSTALE|0,500|2026-06-17 EUR 0.00 0.00 981704.00 0.95 FR001400BDD5 Bonos|ARVAL SERVICE LEASE|3,375|2026-01-04 EUR 0.00 0.00 802887.00 0.78 FR001400F6V1 Bonos|BANQUE STELLANTIS FR|3,875|2026-01-19 EUR 0.00 0.00 1010136.00 0.98 FR001400Q0V1 Bonos|VINCI SA|0,951|2026-05-13 EUR 0.00 0.00 800594.00 0.78 XS2400445289 Bonos|DELL BANK INTERNATIO|0,500|2026-10-27 EUR 972170.00 0.83 0.00 0.00 XS2803392021 Bonos|TORONTO-DOMINION BAN|1,075|2026-04-16 EUR 0.00 0.00 1001504.00 0.97 XS1505573482 Bonos|SNAM RETE GAS|0,875|2026-10-25 EUR 976073.00 0.83 0.00 0.00 XS2406914346 Bonos|HIGHLAND HOLDINGS SA|0,318|2026-12-15 EUR 967413.00 0.83 0.00 0.00 XS3009627939 Bonos|ABN AMRO BANK N.V.|0,725|2027-02-25 EUR 1000911.00 0.85 0.00 0.00 XS2810848528 Bonos|MITSUBISHI TOKYO FIN|1,141|2026-04-30 EUR 0.00 0.00 1001308.00 0.97 XS1523250295 Bonos|EASTMAN CHEMICAL CO|1,875|2026-11-23 EUR 1484062.00 1.27 0.00 0.00 XS1531347661 Bonos|BECTON DICKINSON AND|1,900|2026-12-15 EUR 990004.00 0.84 0.00 0.00 XS2932831766 Bonos|DSV FINANCE|2,875|2026-11-06 EUR 1005991.00 0.86 0.00 0.00 XS2346206902 Bonos|AMERICAN TOWER CORP|0,450|2027-01-15 EUR 969406.00 0.83 0.00 0.00 XS2451372499 Bonos|AYVENS SA|1,250|2026-03-02 EUR 0.00 0.00 977711.00 0.95 XS2656537664 Bonos|LEASYS SPA|4,500|2026-07-26 EUR 1024424.00 0.87 0.00 0.00 XS1757394322 Obligaciones|BARCLAYS PLC|1,375|2026-01-24 EUR 0.00 0.00 995313.00 0.96 XS1859010685 Bonos|CITIGROUP INC|1,500|2026-07-24 EUR 1486248.00 1.27 1481421.00 1.44 XS2167003685 Bonos|CITIGROUP INC|1,250|2026-07-06 EUR 998692.00 0.85 0.00 0.00 XS2678111050 Bonos|SARTORIUS FINANCE BV|4,250|2026-09-14 EUR 1022255.00 0.87 0.00 0.00 XS3078649756 Bonos|TOYOTA MOTOR|0,625|2027-05-27 EUR 999672.00 0.85 0.00 0.00 XS2880093765 Bonos|VOLKSWAGEN INTL FIN|1,024|2026-08-14 EUR 995571.00 0.85 1001428.00 0.97 XS2780858994 Bonos|NATIONAL BANK OF CAN|1,098|2026-03-06 EUR 0.00 0.00 1001926.00 0.97 XS1981823542 Bonos|GLENCORE FINANCE EUR|1,500|2026-10-15 EUR 684125.00 0.58 681308.00 0.66 XS2982340254 Bonos|CENTRAL BANK OF SAVI|0,856|2027-01-22 EUR 501476.00 0.43 0.00 0.00 XS2483607474 Bonos|ING GROEP|2,125|2026-05-23 EUR 0.00 0.00 993699.00 0.96 XS2486092492 Bonos|DNB BANK ASA|1,625|2026-05-31 EUR 0.00 0.00 990620.00 0.96 XS1788515606 Bonos|NATWEST BANK|1,750|2026-03-02 EUR 0.00 0.00 1992194.00 1.93 XS1788834700 Bonos|NATIONWIDE BLDG SOCI|1,500|2026-03-08 EUR 0.00 0.00 996734.00 0.97 XS2989575589 Bonos|LEASYS SPA|0,835|2027-01-29 EUR 1000850.00 0.85 0.00 0.00 XS1991265478 Bonos|BANK OF AMERICA|0,808|2026-05-09 EUR 0.00 0.00 990296.00 0.96 XS2491963638 Obligaciones|AIB GROUP PLC|3,625|2026-07-04 EUR 0.00 0.00 1003142.00 0.97 XS2794650833 Bonos|VOLKSWAGEN FIN SERV|1,138|2026-03-27 EUR 0.00 0.00 404289.00 0.39 19088226.00 16.29 26054753.00 25.25 BE0002645266 Bonos|KBC GROUP|0,625|2025-04-10 EUR 0.00 0.00 774552.00 0.75 DE000A1Z0TA4 Bonos|JAB HOLDINGS BV|1,625|2025-04-30 EUR 0.00 0.00 983131.00 0.95 DE000A3LBGG1 Bonos|TRATON FINANCE LUX S|4,125|2025-11-22 EUR 1009925.00 0.86 1009827.00 0.98 FR0012452191 Bonos|ARKEMA|1,500|2025-01-20 EUR 0.00 0.00 487565.00 0.47 FR0013412947 Bonos|BANQUE FED CRED MUTU|0,750|2026-06-08 EUR 986286.00 0.84 0.00 0.00 FR001400BDD5 Bonos|ARVAL SERVICE LEASE|3,375|2026-01-04 EUR 802544.00 0.68 0.00 0.00 FR001400F6V1 Bonos|BANQUE STELLANTIS FR|3,875|2026-01-19 EUR 1010918.00 0.86 0.00 0.00 FR001400GDG7 Bonos|CREDIT AGRICOLE|1,069|2025-03-07 EUR 0.00 0.00 994026.00 0.96 FR001400HQD4 Bonos|VINCI SA|3,375|2025-02-04 EUR 0.00 0.00 997649.00 0.97 FR001400L4Y2 Bonos|AYVENS SA|0,846|2025-10-06 EUR 1005367.00 0.86 0.00 0.00 FR001400Q0V1 Bonos|VINCI SA|0,951|2026-05-13 EUR 803936.00 0.69 0.00 0.00 FR0014001JP1 Bonos|BANQUE STELLANTIS FR|0,000|2025-01-22 EUR 0.00 0.00 877161.00 0.85 FR0014008FH1 Bonos|ARVAL SERVICE LEASE|0,875|2025-02-17 EUR 0.00 0.00 972854.00 0.94 PTBSSIOM0015 Bonos|BRISA PL|1,875|2025-04-30 EUR 0.00 0.00 394258.00 0.38 XS2803392021 Bonos|TORONTO-DOMINION BAN|1,075|2026-04-16 EUR 1001082.00 0.85 0.00 0.00 XS1405816312 Bonos|ALIMENTATION COUCHE-|1,875|2026-05-06 EUR 993967.00 0.85 0.00 0.00 XS0906815591 Bonos|PHILIP MORRIS CO|2,750|2025-03-19 EUR 0.00 0.00 993531.00 0.96 XS0909359332 Bonos|BRITISH AMERICAN TOB|2,750|2025-03-25 EUR 0.00 0.00 989588.00 0.96 XS2810848528 Bonos|MITSUBISHI TOKYO FIN|1,141|2026-04-30 EUR 1005437.00 0.86 0.00 0.00 XS1718393439 Bonos|NATURGY FINANCE BV|0,875|2025-05-15 EUR 0.00 0.00 1074109.00 1.04 XS1219462543 Bonos|RED ELECTRICA DE ESP|1,125|2025-04-24 EUR 0.00 0.00 592991.00 0.57 XS2623129256 Bonos|DAIMLER CHRYSLER INT|3,875|2026-06-19 EUR 1726608.00 1.47 0.00 0.00 XS2124046918 Bonos|BANCO SANTANDER CENT|0,125|2025-02-25 EUR 0.00 0.00 576881.00 0.56 XS2737063722 Bonos|TOYOTA MOTOR|1,086|2025-12-22 EUR 1000367.00 0.85 1008441.00 0.98 XS2240507801 Bonos|INFORMA PLC|2,125|2025-10-06 EUR 759080.00 0.65 758607.00 0.74 XS1040508241 Bonos|IMPERIAL TOBACCO FIN|3,375|2026-02-26 EUR 301600.00 0.26 0.00 0.00 XS0942082115 Bonos|VIER GAS TRANSPORTAT|2,875|2025-06-12 EUR 0.00 0.00 994771.00 0.96 XS1843459600 Bonos|WPC EUROBOND BV|2,250|2026-04-09 EUR 995891.00 0.85 0.00 0.00 XS2344385815 Bonos|RYANAIR HOLDINGS|0,875|2026-05-25 EUR 985563.00 0.84 0.00 0.00 XS2444424639 Bonos|GENERAL MOTORS|1,000|2025-02-24 EUR 0.00 0.00 485109.00 0.47 XS2351032227 Bonos|WORLEY US|0,875|2026-06-09 EUR 983526.00 0.84 0.00 0.00 XS2451372499 Bonos|AYVENS SA|1,250|2026-03-02 EUR 988208.00 0.84 0.00 0.00 XS1558013360 Bonos|IMPERIAL TOBACCO FIN|1,375|2025-01-27 EUR 0.00 0.00 974089.00 0.94 XS2058556296 Bonos|THERMO FISHER SCIENT|0,125|2025-03-01 EUR 0.00 0.00 963566.00 0.93 XS2862961658 Bonos|TOYOTA FINANCE AUSTR|0,962|2025-08-18 EUR 1501728.00 1.28 1501748.00 1.46 XS2264074647 Bonos|LOUIS DREYFUS FINANC|2,375|2025-11-27 EUR 1992706.00 1.70 995689.00 0.97 XS2166217278 Bonos|NETFLIX INC|1,500|2025-06-15 EUR 0.00 0.00 999789.00 0.97 XS2171316859 Bonos|DANSKE BANK|0,625|2025-05-26 EUR 0.00 0.00 394244.00 0.38 XS1174469137 Bonos|JP MORGAN & CO|1,500|2025-01-27 EUR 0.00 0.00 975278.00 0.95 XS1974922442 Bonos|NORSK HYDRO ASA|1,125|2025-04-11 EUR 0.00 0.00 977890.00 0.95 XS1877836079 Bonos|ARCHER-DANIELS-MIDLA|1,000|2025-09-12 EUR 796855.00 0.68 0.00 0.00 XS1179916017 Bonos|CARREFOUR|1,250|2025-06-03 EUR 0.00 0.00 984649.00 0.95 XS2780858994 Bonos|NATIONAL BANK OF CAN|1,098|2026-03-06 EUR 1002495.00 0.86 0.00 0.00 XS2281342878 Bonos|BAYER AG|0,050|2025-01-12 EUR 0.00 0.00 976258.00 0.95 XS2583352443 Bonos|VOLVO|3,500|2025-11-17 EUR 1004585.00 0.86 0.00 0.00 XS2084050637 Bonos|NN BANK|0,375|2025-02-26 EUR 0.00 0.00 771434.00 0.75 XS1288849471 Bonos|KERRY GROUP PLC A|2,375|2025-09-10 EUR 998670.00 0.85 0.00 0.00 XS2491738352 Bonos|VOLKSWAGEN INTL FIN|3,125|2025-03-28 EUR 0.00 0.00 793761.00 0.77 XS2794650833 Bonos|VOLKSWAGEN FIN SERV|1,138|2026-03-27 EUR 403340.00 0.34 0.00 0.00 XS1199439222 Bonos|SANTANDER UK|1,125|2025-03-10 EUR 0.00 0.00 777888.00 0.75 24060684.00 20.54 27051334.00 26.22 43399190.00 37.04 53106087.00 51.47 FR0128960863 Pagarés|DANONE|3,094|2025-01-23 EUR 0.00 0.00 2992283.00 2.90 0.00 0.00 2992283.00 2.90 43399190.00 37.04 56098370.00 54.37 43399190.00 37.04 56098370.00 54.37 115460180.00 98.55 99974280.00 96.90 0.00 F0511cm.png png 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 PAG. PROSEGUR 03/11/2025 Compra Plazo|PAG. PROSEGUR 03/11/2025|3000000|Fis 2976941 02 2976941 2976941 false false false false false false false false false false No aplica. false false false true false false true false Anexo: Una entidad del grupo de la gestora, Atl 12 Capital Inversiones AV SA, es oficina virtual de Bankinter, percibiendo por este motivo ingresos que tie- nen como origen comisiones o gastos satisfechos por el fondo. El fondo ha efectuado Repos a través de su Depositario por 2.581.726 miles de Euros. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO 1S 2025 A) Visión de la Gestora sobre la situación de los mercados Semestre positivo para la renta variable, con una primera parte con subidas relevantes, para a continuación un "susto" intermedio con la llegada del día de la liberación de Trump, que provocó fuertes bajadas en los mercados de todo el mundo durante el mes de abril, y el tramo final del periodo con subidas que en la mayor parte de los casos supone recuperar todas las caídas intermedias. Las razones de este buen comportamiento las encontramos en la buena marcha de las empresas reflejada en una temporada de resultados muy sólida y, en general, al control de la inflación que ha permitido a muchos Bancos Centrales reducir sus tipos de interés y con ello apoyar el crecimiento económico. Otra de las características del periodo ha sido la volatilidad provocada en su mayor parte por Donald Trump con sus declaraciones, ordenes ejecutiva y rectificaciones. En Europa muy buenas rentabilidades impulsadas por el re-rating del sector financiero tras unos años muy complicados, y también favorecidos por los cuatro recortes del BCE que impulsan la demanda de crédito. Así, los mercados europeos superan casi todos el doble dígito de revalorización, destacando el Dax y el IBEX. El primero por la victoria de los conservadores en las elecciones y la posibilidad de un importante plan de inversiones para los próximos años. El Ibex por su importante componente de sector financiero. Otro de los grandes protagonistas del periodo ha sido el denominado billete verde, el dólar, que se ha depreciado frente a casi todas las divisas de referencia. Por ejemplo, frente al Euro se deprecia casi un 14%. Esto propicia que las inversiones con un componente global sin cobertura tengan una peor rentabilidad en el semestre. En cuanto a la renta fija, semestre de subida ligera de tires en Europa, en el entorno a los 25 puntos básicos en los bonos a 10 años, y ligera reducción del diferencial España con Alemania hasta los 64 puntos. Sube la pendiente de la curva ante el final del ciclo de bajadas en Europa, anunciado tras el último recorte en junio por Cristine Lagarde. En EEUU ligeros recorte y aplanamiento de curva ante la expectativa de nuevas bajadas, enfriadas por el repunte de la inflación tras los aranceles de Trump. Por último, comentar que dentro de las materias primas el oro ha sido el gran protagonista con subidas del 26%. En cuanto al crudo, recortes superiores al 7%, que se contagian a las metálicas como el níquel o el cobre, y al gas que recorta más de un 30% ante el benigno invierno vivido. B) Decisiones generales de inversión adoptadas. Decisiones de inversión adoptadas por la gestora en base a la situación de los mercados: En base a esta situación de los mercados hemos continuado comprando activos de deuda, letras del tesoro y deuda corporativa de corto plazo, todo ello a tipos claramente positivos. ¿Cómo han influido los mercados en el comportamiento del fondo? La compra en los mercados de papel privado y soberanos de corto plazo a tipos positivos ha continuado de manera clara a lo largo de todo el periodo. Este factor también ha aumentado la volatilidad del fondo. C) Índice de Referencia. El índice de referencia es meramente informativo sin que en ningún caso condicione la libertad del gestor en la selección de activos D) EVOLUCIÓN DEL PATRIMONIO, PARTÍCIPES Y RENTABILIDAD A lo largo del periodo, el patrimonio del fondo se ha incrementado en un 20.93% en la clase A y ha caído un 26.23% en la clase L hasta situarse en los 115.89 millones de Euros la clase A y 11,89 millones la clase L. El número de partícipes se ha mantenido en la clase A y se ha reducido en 8 en la clase L, acabando el periodo en 838 y 30 respectivamente. La rentabilidad del fondo en el periodo ha sido del 1.25% en la clase A y del 1.34% en la clase L, siendo la rentabilidad de las Letras del Tesoro en el mismo periodo del 92%. La rentabilidad del índice de referencia ha sido del 1.28%. La rentabilidad del fondo está ligeramente por debajo de la de su índice de referencia por la aportación negativa de las de activos privados en cartera, que al tener algo de duración están por debajo de los tipos a corto. Principales activos que han contribuido a explicar la rentabilidad de la IIC en el periodo: Los principales activos que han contribuido a una mayor rentabilidad han sido las letras del tesoro, pagarés y bonos corporativos de corto plazo. Los principales activos que han contribuido a una menor rentabilidad han sido las posiciones compradas con vencimiento residual cercano a a los 2 años, que devengan un menor tipo de interés y tienen algo más de duración que la media de la cartera del fondo. GASTOS Los gastos soportados por el fondo, tanto directos como indirectos, en el periodo han sido de un 0,19% en la clase A y de un 0,1% en la clase L, de su patrimonio respectivo. La liquidez ha tenido un beneficio del 2.49% COMISIÓN DE ÉXITO N/A E) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. En comparación con el resto de los fondos gestionados por la Gestora, la rentabilidad del fondo se sitúa en la parte baja, al ser nula su exposición a activos de renta variable. 2. INVERSIONES Y DESINVERSIONES EN EL PERIODO A) Inversiones concretas realizadas durante el periodo Las principales inversiones realizadas en el periodo han sido compras de pagarés y bonos a corto plazo de empresas multinacionales, incluidas españolas. Destacan empresas como UBS, General Motors, ENI, Acciona, Prosegur, Repsol y Ferrovial, entre otras. El resultado ha sido positivo para el fondo, habiendo conseguido rentabilidades neutras en los activos o mejorando al menos las condiciones de los repos o cuenta corriente. También se han comprado puntalmente letras del tesoro. Las principales desinversiones realizadas en el periodo han sido amortizaciones de pagarés, y bonos en cartera. También se vendieron de manera oportunista una posición en letras del tesoro y en bonos de FCC. El efecto ha sido globalmente neutro para el fondo. B) INFORMACIÓN SOBRE OPERATIVA DE PRÉSTAMO DE VALORES. N/A C) Operativa en derivados y adquisición temporal de activos. El objetivo perseguido con la operativa en derivados es de inversión y cobertura. Durante el período no se han realizado operaciones. D) Otras informaciones sobre inversiones. INVERSIONES DEL ART. 48.1.j DEL RIIC (INVERSIÓN LIBRE) NA INVERSIONES EN CIRCUNSTANCIAS EXCEPCIONALES N/A INVERSIÓN EN PRODUCTOS ESTRUCTURADOS N/A INVERSIÓN EN IICS NA INVERSIONES DE BAJA CALIDAD CREDITICIA El fondo no puede invertir en activos de baja calidad creditia. A lo largo del semestre no se han producido inversiones en estos activos. CARTERA DE RENTA FIJA A la fecha de referencia 30/06/2025 el fondo mantiene una cartera de activos de renta fija con una vida media de 0,47 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2.35%. 3. Evolución del objetivo concreto de volatilidad. N/A 4. RIESGO ASUMIDO POR EL FONDO El riesgo asumido por el fondo, medido en términos de su volatilidad, ha sido de 0.21% para ambos compartimentos La volatilidad del IBEX 35 en el mismo periodo ha sido de 19.59% y la de las Letras del Tesoro del 0.52%, La diferencia se debe a la menor exposición a renta variable. La volatilidad del índice de referencia ha sido del 0.10%, inferiro a la del fondo. 5. EJERCICIO DE DERECHOS POLÍTICOS En relación al ejercicio de derechos políticos, como regla general se delegará el derecho de asistencia y voto en las Juntas Generales en el Presidente u otro miembro del Consejo, sin indicación del sentido del voto. No obstante, cuando la Gestora lo considere oportuno para la mejor defensa de los derechos de los partícipes, asistirá a las Juntas Generales y ejercerá el voto en beneficio exclusivo de dichos partícipes. En todo caso asistirá siempre que se haya establecido una prima de asistencia o cualquier otro beneficio ligado a la misma. 6. ADVERTENCIAS A INSTANCIA DE CNMV N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A 8. Costes derivados del servicio de análisis N/A 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS) N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO Perspectivas de mercado según la Gestora. Evolución previsible de su índice de referencia: Tras la aprobación de los aranceles y una parte de su reforma fiscal, en este semestre seguiremos pendientes de las negociaciones con los distintos bloques: Japón, China, Unión Europea, etc. También esperamos que se hable de desregulación de mercados en los EEUU (promesa electoral de Trump). En Europa el conflicto de Ucrania sigue y el incremento del gasto en defensa está planteado. Francia con su importante déficit e inestabilidad política puede ser uno de los protagonistas del semestre. En cualquier caso, serán los resultados empresariales y el crecimiento económico los que marque el devenir de los mercados. Las previsiones no son malas pero el grado de incertidumbre es alto y varios factores pueden hacer variar mucho las estimaciones con la consiguiente volatilidad del mercado. Comportamiento previsible del fondo. ¿Cómo le afectará la evolución de los mercados?: En base a estas perspectivas, en el fondo podemos esperar una influencia positiva para los próximos meses, ya que el escenario de tipos positivos nos permite invertir en todos los activos objetivo con rentabilidad positiva. METODOLOGÍA DEL COMPROMISO En el supuesto de realizar operaciones a plazo según la norma, pero a contado en el mercado donde se realizan, así como derivados que no generen exposición adicional, la gestora operará a través de entidades consolidadas a los efectos de minimizar el riesgo de contrapartida. NO APLICABLE N/A 23245426 205 2.02 58648996 1103 1.65 0 0 0.00 90916584 949 1.45 0 0 0.00 147090703 1483 1.13 0 0 0.00 135960238 1779 3.18 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 57373300 418 7.88 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 106529583 857 1.26 0 0 0.00 0 0 0.00 619764830 6794 2.36