ATL CAPITAL CORTO PLAZO 1.0.0 2024-01-01 2024-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2023-07-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2024-01-01 2024-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2023-01-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2024-04-01 2024-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2024-01-01 2024-03-31 ATL CAPITAL CORTO PLAZO 1.0.0 2023-10-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2023-07-01 2023-09-30 ATL CAPITAL CORTO PLAZO 1.0.0 2022-01-01 2022-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2021-01-01 2021-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2019-01-01 2019-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2021-01-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2019-01-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2024-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2022-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2021-12-31 iso4217:EUR xbrli:pure ATL CAPITAL CORTO PLAZO 3282 02 02 2024 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 0.00 0.00 0.00 0.00 3.92 3.67 3.92 3.00 1 ATL CAPITAL CORTO PLAZO FI EUR 8227937.29 7415518.90 979 913 0.00 0.00 false 102058360 90369225 38706312 22713116 12.4039 12.1865 11.8361 11.8610 0.16 0.16 0.16 0.16 01 0.03 0.03 01 1.78 0.90 0.88 1.05 0.82 2.96 -0.21 -0.47 -0.39 -0.01 -0.03 -0.10 2024-04-10 2024-01-02 2023-01-20 0.03 0.04 0.10 2024-04-12 2024-02-22 2023-01-19 01 0.21 0.17 0.24 0.29 0.21 0.29 0.10 0.03 0.03 13.09 14.29 11.74 12.87 12.24 14.51 19.39 16.34 12.56 0.42 0.32 0.51 2.01 0.35 1.24 0.63 0.16 0.15 INDICE EONIA 0.16 0.16 0.15 0.16 0.13 0.13 0.06 0.12 0.01 0.28 0.28 0.27 0.25 0.21 0.25 0.08 0.06 0.05 0.19 0.10 0.10 0.10 0.10 0.39 0.40 0.41 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 1149647.41 1107258.38 84 87 0.00 0.00 false 1,00 Euros 14427234 13638872 2134790 2485082 12.5493 12.3177 11.9408 11.9432 0.06 0.06 0.06 0.06 01 0.03 0.03 01 1.88 0.94 0.93 1.10 0.87 3.16 -0.02 -0.28 -0.22 -0.01 -0.03 -0.10 2024-04-10 2024-01-02 2023-01-20 0.03 0.04 0.10 2024-04-12 2024-02-22 2023-01-19 01 0.20 0.17 0.23 0.28 0.21 0.29 0.10 0.03 0.03 13.09 14.29 11.74 12.87 12.24 14.51 19.39 16.34 12.56 0.42 0.32 0.51 2.01 0.35 1.24 0.63 0.16 0.15 INDICE EONIA 0.16 0.16 0.15 0.16 0.13 0.13 0.06 0.12 0.01 0.26 0.26 0.25 0.24 0.20 0.24 0.07 0.04 0.04 0.10 0.05 0.05 0.05 0.05 0.20 0.21 0.22 0.23 false F051vl.png png 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 F051rt.png png 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 false 109104621 98678969 52475406 54978043 55214265 42596781 1414950 1104145 0 0 7761972 5583563 -380999 -254435 116485594 104008097 104008097.23 58560699.29 104008097.23 9.87 53 9.87 -75.90 0 0 0 0 1.77 1.90 1.77 -35.18 1.96 2.09 1.96 -144.62 1.97 1.89 1.97 34.76 0 0 0 0 0 0.21 0 -98.54 0 0 0 0 0 0 0 0 -0.01 -0.01 -0.01 -32.91 0 0 0 0 0 0 0 0 0 0 0 -47.93 -0.20 -0.20 -0.20 95.13 -0.15 -0.15 -0.15 28.13 -0.03 -0.03 -0.03 28.02 0 0 0 6.85 0 0 0 5.61 -0.02 -0.02 -0.02 26.52 0.01 0.01 0.01 14.31 0 0 0 0 0.01 0.01 0.01 14.31 0 0 0 0 116485594.32 104008097.23 116485594.32 ES0L02401120 Letras|REINO DE ESPAñA|3,024|2024-01-12 EUR 0.00 0.00 971452.00 0.93 ES0L02401120 Letras|REINO DE ESPAñA|3,260|2024-01-12 EUR 0.00 0.00 977372.00 0.94 ES0L02402094 Letras|REINO DE ESPAñA|2,878|2024-02-09 EUR 0.00 0.00 970783.00 0.93 ES0L02402094 Letras|REINO DE ESPAñA|3,296|2024-02-09 EUR 0.00 0.00 976285.00 0.94 ES0L02403084 Letras|REINO DE ESPAñA|3,390|2024-03-08 EUR 0.00 0.00 967513.00 0.93 ES0L02404124 Letras|REINO DE ESPAñA|3,222|2024-04-12 EUR 0.00 0.00 967771.00 0.93 ES0L02404124 Letras|REINO DE ESPAñA|3,881|2024-04-12 EUR 0.00 0.00 1946470.00 1.87 ES0L02405105 Letras|REINO DE ESPAñA|3,301|2024-05-10 EUR 0.00 0.00 967764.00 0.93 ES0L02406079 Letras|REINO DE ESPAñA|3,519|2024-06-07 EUR 0.00 0.00 966389.00 0.93 ES0L02407051 Letras|REINO DE ESPAñA|3,867|2024-07-05 EUR 1926808.00 1.65 1929190.00 1.85 ES0L02408091 Letras|REINO DE ESPAñA|3,743|2024-08-09 EUR 1929713.00 1.66 1931497.00 1.86 ES0L02409065 Letras|REINO DE ESPAñA|3,741|2024-09-06 EUR 1929074.00 1.66 1931993.00 1.86 ES0L02412069 Letras|REINO DE ESPAñA|3,423|2024-12-06 EUR 1969004.00 1.69 0.00 0.00 ES0L02506068 Letras|REINO DE ESPAñA|3,470|2025-06-06 EUR 1934049.00 1.66 0.00 0.00 ES0224261034 Bonos|CORES|2,500|2024-10-16 EUR 992436.00 0.85 0.00 0.00 10681084.00 9.17 15504479.00 14.91 XS2102931594 Bonos|CAIXA D'ESTALVIS CAT|0,375|2025-02-03 EUR 0.00 0.00 766116.00 0.74 XS2575952341 Bonos|BANCO SANTANDER CENT|1,038|2025-01-16 EUR 0.00 0.00 803085.00 0.77 XS2076079594 Bonos|B. SABADELL|0,625|2025-11-07 EUR 196330.00 0.17 0.00 0.00 XS1177459531 Bonos|ENAGAS|1,250|2025-02-06 EUR 0.00 0.00 967709.00 0.93 196330.00 0.17 2536910.00 2.44 ES0313307201 Bonos|CAIXA D'ESTALVIS CAT|0,875|2024-03-25 EUR 0.00 0.00 486168.00 0.47 ES0343307015 Bonos|CAJA AHORROS GUIPUZC|0,500|2024-09-25 EUR 571440.00 0.49 577952.00 0.56 XS2102931594 Bonos|CAIXA D'ESTALVIS CAT|0,375|2025-02-03 EUR 772003.00 0.66 0.00 0.00 XS2014287937 Bonos|BANCO SANTANDER CENT|0,250|2024-06-19 EUR 0.00 0.00 482019.00 0.46 XS2055758804 Bonos|CAIXA D'ESTALVIS CAT|0,625|2024-10-01 EUR 870483.00 0.75 871809.00 0.84 XS2058729653 Bonos|BANCO BILBAO VIZ. AR|0,375|2024-10-02 EUR 579320.00 0.50 579883.00 0.56 XS2575952341 Bonos|BANCO SANTANDER CENT|1,038|2025-01-16 EUR 802884.00 0.69 0.00 0.00 XS1876076040 Bonos|B. SABADELL|1,625|2024-03-07 EUR 0.00 0.00 491959.00 0.47 XS1177459531 Bonos|ENAGAS|1,250|2025-02-06 EUR 974194.00 0.84 0.00 0.00 XS2177552390 Bonos|AMADEUS|2,500|2024-05-20 EUR 0.00 0.00 493295.00 0.47 4570324.00 3.92 3983085.00 3.83 15447738.00 13.26 22024474.00 21.18 ES0513495VX0 Pagarés|B. SANTANDER|4,113|2024-01-12 EUR 0.00 0.00 489923.00 0.47 ES0513689C16 Pagarés|BANKINTER SA|4,168|2024-05-16 EUR 0.00 0.00 979693.00 0.94 XS2699092180 Pagarés|ACCIONA|4,730|2024-01-04 EUR 0.00 0.00 2568943.00 2.47 XS2708141663 Pagarés|FERROVIAL|4,174|2024-01-15 EUR 0.00 0.00 792100.00 0.76 XS2711435086 Pagarés|ACCIONA|4,824|2024-01-26 EUR 0.00 0.00 988082.00 0.95 XS2713331705 Pagarés|ACCIONA|4,631|2024-01-04 EUR 0.00 0.00 793467.00 0.76 ES0513495WG3 Pagarés|B. SANTANDER|4,051|2024-02-05 EUR 0.00 0.00 1979506.00 1.90 XS2714835977 Pagarés|ACCIONA|4,802|2024-02-05 EUR 0.00 0.00 493938.00 0.47 XS2715922139 Pagarés|FERROVIAL|4,116|2024-01-18 EUR 0.00 0.00 1487752.00 1.43 ES0505718173 Pagarés|CESCE|4,562|2024-07-15 EUR 974435.00 0.84 974435.00 0.94 XS2736472791 Pagarés|ACCIONA|4,768|2024-04-15 EUR 0.00 0.00 984355.00 0.95 ES0513495WY6 Pagarés|B. SANTANDER|4,019|2024-04-22 EUR 0.00 0.00 1973120.00 1.90 XS2740254094 Pagarés|ACCIONA|4,747|2024-04-22 EUR 0.00 0.00 1476631.00 1.42 ES0513689E89 Pagarés|BANKINTER SA|3,961|2024-03-22 EUR 0.00 0.00 2972198.00 2.86 XS2800695236 Pagarés|ACCIONA|4,311|2024-10-04 EUR 3328649.00 2.86 0.00 0.00 XS2804675291 Pagarés|ACCIONA|4,290|2024-10-15 EUR 978999.00 0.84 0.00 0.00 ES0513495WX8 Pagarés|B. SANTANDER|3,870|2024-10-21 EUR 1962233.00 1.68 0.00 0.00 ES0513495WX8 Pagarés|B. SANTANDER|3,709|2024-10-21 EUR 1975370.00 1.70 0.00 0.00 XS2809846806 Pagarés|ACCIONA|4,270|2024-10-22 EUR 1468644.00 1.26 0.00 0.00 XS2812500358 Pagarés|ACCIONA|4,299|2024-10-28 EUR 978725.00 0.84 0.00 0.00 XS2819825246 Pagarés|ACCIONA|4,272|2024-11-08 EUR 979082.00 0.84 0.00 0.00 ES0513495XU2 Pagarés|B. SANTANDER|3,843|2024-11-04 EUR 1472336.00 1.26 0.00 0.00 ES0513689D64 Pagarés|BANKINTER SA|3,912|2024-09-11 EUR 1978284.00 1.70 0.00 0.00 ES0513689G79 Pagarés|BANKINTER SA|3,839|2024-12-04 EUR 1961511.00 1.68 0.00 0.00 XS2837803175 Pagarés|VOLKSWAGEN|4,007|2024-09-05 EUR 2970245.00 2.55 0.00 0.00 21028513.00 18.05 18954143.00 18.22 ES0000012I08 REPO|BANKINTER|3,920|2024-01-02 EUR 0.00 0.00 13999426.00 13.46 ES00000127Z9 REPO|BANKINTER|3,659|2024-07-01 EUR 15999156.00 13.73 0.00 0.00 15999156.00 13.73 13999426.00 13.46 52475407.00 45.05 54978043.00 52.86 52475407.00 45.05 54978043.00 52.86 EU000A3K4EB0 Letras|FONDO EUROPEO DE EST|3,698|2024-02-09 EUR 0.00 0.00 1963209.00 1.89 0.00 0.00 1963209.00 1.89 BE0002645266 Bonos|KBC GROUP|0,625|2025-04-10 EUR 0.00 0.00 767577.00 0.74 CH0409606354 Bonos|UBS|1,250|2025-04-17 EUR 0.00 0.00 991011.00 0.95 CH0537261858 Bonos|CREDIT SUISSE GROUP|3,250|2026-04-02 EUR 994313.00 0.85 0.00 0.00 CH0343366842 Bonos|UBS|1,250|2025-07-17 EUR 998229.00 0.86 0.00 0.00 FR0012452191 Bonos|ARKEMA|1,500|2025-01-20 EUR 0.00 0.00 488490.00 0.47 FR0013434776 Bonos|BNP PARIS|0,500|2025-07-15 EUR 998455.00 0.86 0.00 0.00 FR001400AO22 Bonos|SOCIETE GENERALE|1,500|2025-05-30 EUR 0.00 0.00 988485.00 0.95 FR001400GDG7 Bonos|CREDIT AGRICOLE|1,069|2025-03-07 EUR 0.00 0.00 1002047.00 0.96 FR001400QHD4 Bonos|VINCI SA|1,014|2026-05-13 EUR 801539.00 0.69 0.00 0.00 XS2803392021 Bonos|TORONTO-DOMINION BAN|1,075|2026-04-16 EUR 1000961.00 0.86 0.00 0.00 XS0909359332 Bonos|BRITISH AMERICAN TOB|2,750|2025-03-25 EUR 0.00 0.00 986217.00 0.95 XS2810848528 Bonos|MITSUBISHI TOKYO FIN|1,141|2026-04-30 EUR 1001558.00 0.86 0.00 0.00 XS2124046918 Bonos|BANCO SANTANDER CENT|0,125|2025-02-25 EUR 0.00 0.00 566872.00 0.55 XS2737063722 Bonos|TOYOTA MOTOR|1,086|2025-12-22 EUR 1003166.00 0.86 0.00 0.00 XS2538445581 Bonos|SYDBANK|4,750|2025-09-30 EUR 1002421.00 0.86 0.00 0.00 XS2444424639 Bonos|GENERAL MOTORS|1,000|2025-02-24 EUR 0.00 0.00 480939.00 0.46 XS2058556296 Bonos|THERMO FISHER SCIENT|0,125|2025-03-01 EUR 0.00 0.00 956115.00 0.92 XS1560863802 Bonos|BANK OF AMERICA|1,379|2025-02-07 EUR 0.00 0.00 796926.00 0.77 XS1174469137 Bonos|JP MORGAN & CO|1,500|2025-01-27 EUR 0.00 0.00 974325.00 0.94 XS2780858994 Bonos|NATIONAL BANK OF CAN|1,098|2026-03-06 EUR 1001072.00 0.86 0.00 0.00 XS2084050637 Bonos|NN BANK|0,375|2025-02-26 EUR 0.00 0.00 763320.00 0.73 XS2489981485 Bonos|BANK OF TOKYO MITSUB|2,264|2025-06-14 EUR 0.00 0.00 990615.00 0.95 XS2491738352 Bonos|VOLKSWAGEN INTL FIN|3,125|2025-03-28 EUR 0.00 0.00 793472.00 0.76 XS2794650833 Bonos|VOLKSWAGEN FIN SERV|1,138|2026-03-27 EUR 401884.00 0.35 0.00 0.00 XS1199439222 Bonos|SANTANDER UK|1,125|2025-03-10 EUR 0.00 0.00 769642.00 0.74 9203598.00 7.90 12316053.00 11.84 BE0002645266 Bonos|KBC GROUP|0,625|2025-04-10 EUR 775726.00 0.67 0.00 0.00 DE000A1Z0TA4 Bonos|JAB HOLDINGS BV|1,625|2025-04-30 EUR 981884.00 0.84 0.00 0.00 DE000A185QA5 Bonos|EVONIK INDUSTRIES AG|0,375|2024-09-07 EUR 772704.00 0.66 773651.00 0.74 DE000A3KSGM5 Bonos|TRATON FINANCE LUX S|0,000|2024-06-14 EUR 0.00 0.00 481038.00 0.46 DK0009522732 Bonos|NYKREDIT|0,875|2024-01-17 EUR 0.00 0.00 792030.00 0.76 FR0010800540 Bonos|ELECTRICITE DE FRANC|4,625|2024-09-11 EUR 1001611.00 0.86 0.00 0.00 FR0011689579 Bonos|BPCE SA|3,000|2024-07-19 EUR 494897.00 0.42 495416.00 0.48 FR0012452191 Bonos|ARKEMA|1,500|2025-01-20 EUR 487977.00 0.42 0.00 0.00 FR0013375797 Bonos|CREDIT MUTUEL ARKEA|0,375|2024-03-04 EUR 0.00 0.00 485896.00 0.47 FR0013394681 Bonos|VEOLIA ENVIRONNEMENT|0,892|2024-01-14 EUR 0.00 0.00 488916.00 0.47 FR001400GDG7 Bonos|CREDIT AGRICOLE|1,069|2025-03-07 EUR 1006428.00 0.86 0.00 0.00 FR001400HQD4 Bonos|VINCI SA|3,375|2025-02-04 EUR 997572.00 0.86 0.00 0.00 FR001400I9F5 Bonos|ARVAL SERVICE LEASE|4,625|2024-12-02 EUR 1204408.00 1.03 704258.00 0.68 FR0014001JP1 Bonos|BANQUE STELLANTIS FR|0,000|2025-01-22 EUR 876852.00 0.75 0.00 0.00 FR0014002NR7 Bonos|ARVAL SERVICE LEASE|0,000|2024-09-30 EUR 479397.00 0.41 479937.00 0.46 FR0014008FH1 Bonos|ARVAL SERVICE LEASE|0,875|2025-02-17 EUR 971784.00 0.83 0.00 0.00 PTBSSIOM0015 Bonos|BRISA PL|1,875|2025-04-30 EUR 393403.00 0.34 0.00 0.00 XS1405775708 Bonos|THERMO FISHER SCIENT|0,750|2024-09-12 EUR 775382.00 0.67 776679.00 0.75 XS0906815591 Bonos|PHILIP MORRIS CO|2,750|2025-03-19 EUR 992514.00 0.85 0.00 0.00 XS2008921947 Bonos|AEGON|0,625|2024-06-21 EUR 0.00 0.00 976729.00 0.94 XS0909359332 Bonos|BRITISH AMERICAN TOB|2,750|2025-03-25 EUR 989249.00 0.85 0.00 0.00 XS1109744778 Bonos|TRANSURBAN FINANCE C|1,875|2024-09-16 EUR 497422.00 0.43 0.00 0.00 XS1111428402 Bonos|AURIZON NETWORK|2,000|2024-09-18 EUR 993355.00 0.85 0.00 0.00 XS1112850125 Bonos|BOOKING|2,375|2024-09-23 EUR 787662.00 0.68 788754.00 0.76 XS1718393439 Bonos|NATURGY FINANCE BV|0,875|2025-05-15 EUR 1071119.00 0.92 0.00 0.00 XS2020568734 Bonos|SKANDINAVISKA ENSKIL|0,050|2024-07-01 EUR 976020.00 0.84 976594.00 0.94 XS1520899532 Bonos|ABBOTT LABORATORIES|1,375|2024-05-17 EUR 0.00 0.00 989010.00 0.95 XS1722897623 Bonos|RENTOKIL INITIAL PLC|0,950|2024-11-22 EUR 968614.00 0.83 970382.00 0.93 XS2124046918 Bonos|BANCO SANTANDER CENT|0,125|2025-02-25 EUR 577792.00 0.50 0.00 0.00 XS2125914593 Bonos|ABBOTT LABORATORIES|1,250|2024-06-01 EUR 0.00 0.00 395523.00 0.38 XS2126093744 Bonos|HONEYWELL INC|0,000|2024-03-10 EUR 0.00 0.00 485176.00 0.47 XS2030530450 Bonos|JEFFERIES FIN GROUP|1,000|2024-07-19 EUR 984480.00 0.85 0.00 0.00 XS1637093508 Bonos|COMPASS GROUP|0,625|2024-07-03 EUR 995876.00 0.85 0.00 0.00 XS2338355105 Bonos|GOLDMAN SACHS GROUP|4,214|2024-04-30 EUR 0.00 0.00 599078.00 0.58 XS2240494471 Bonos|INTERCONTINENTAL HOT|1,625|2024-10-08 EUR 975788.00 0.84 978273.00 0.94 XS0942082115 Bonos|VIER GAS TRANSPORTAT|2,875|2025-06-12 EUR 991239.00 0.85 0.00 0.00 XS2343821794 Bonos|VOLKSWAGEN|0,000|2024-07-19 EUR 481792.00 0.41 481596.00 0.46 XS2444424639 Bonos|GENERAL MOTORS|1,000|2025-02-24 EUR 485707.00 0.42 0.00 0.00 XS1645494375 Bonos|NATIONAL GRID|1,000|2024-07-12 EUR 485607.00 0.42 485467.00 0.47 XS1045553812 Bonos|BANQUE FED CRED MUTU|2,625|2024-03-18 EUR 0.00 0.00 494861.00 0.48 XS1145750037 Bonos|URENCO FINANCE NV|2,375|2024-12-02 EUR 994109.00 0.85 0.00 0.00 XS1146282634 Bonos|VERIZON COMMUNICATIO|1,625|2024-03-01 EUR 0.00 0.00 391448.00 0.38 XS2549047244 Bonos|CA AUTOBANK SPA|4,250|2024-03-24 EUR 0.00 0.00 441292.00 0.42 XS1550149204 Bonos|ENEL INVESTMENT|1,000|2024-09-16 EUR 993244.00 0.85 0.00 0.00 XS2050945984 Bonos|SANTANDER CONSUMER B|0,125|2024-09-11 EUR 866244.00 0.74 867975.00 0.83 XS2051397961 Bonos|GLENCORE FINANCE EUR|0,625|2024-09-11 EUR 973959.00 0.84 974511.00 0.94 XS2051914963 Bonos|CA AUTOBANK SPA|0,500|2024-09-13 EUR 986325.00 0.85 0.00 0.00 XS0452314536 Bonos|ASSICURAZIONI GENERA|5,125|2024-09-16 EUR 811811.00 0.70 813508.00 0.78 XS1956955980 Bonos|RABOBANK|0,625|2024-02-27 EUR 0.00 0.00 485140.00 0.47 XS1057783174 Bonos|SYDNEY AIRPORT FINAN|2,750|2024-04-23 EUR 0.00 0.00 494424.00 0.48 XS2057872595 Bonos|SPAREBANK 1 OESTLAND|0,250|2024-09-30 EUR 769313.00 0.66 771473.00 0.74 XS1558013360 Bonos|IMPERIAL TOBACCO FIN|1,375|2025-01-27 EUR 974959.00 0.84 0.00 0.00 XS2058556296 Bonos|THERMO FISHER SCIENT|0,125|2025-03-01 EUR 963784.00 0.83 0.00 0.00 XS2563348361 Bonos|LEASYS SPA|4,375|2024-12-07 EUR 1001632.00 0.86 0.00 0.00 XS2063659945 Bonos|SANTANDER CONSUMER B|0,250|2024-10-15 EUR 978613.00 0.84 0.00 0.00 XS1963849440 Bonos|DANSKE BANK|1,625|2024-03-15 EUR 0.00 0.00 591904.00 0.57 XS2166217278 Bonos|NETFLIX INC|1,500|2025-06-15 EUR 994148.00 0.85 0.00 0.00 XS2066706818 Bonos|ENEL INVESTMENT|0,000|2024-06-17 EUR 0.00 0.00 480990.00 0.46 XS1174469137 Bonos|JP MORGAN & CO|1,500|2025-01-27 EUR 977412.00 0.84 0.00 0.00 XS1974922442 Bonos|NORSK HYDRO ASA|1,125|2025-04-11 EUR 975755.00 0.84 0.00 0.00 XS1675764945 Bonos|BANK OF TOKYO MITSUB|0,872|2024-09-07 EUR 978630.00 0.84 979135.00 0.94 XS1076018131 Bonos|AT&T INC|2,400|2024-03-15 EUR 0.00 0.00 493873.00 0.47 XS2281342878 Bonos|BAYER AG|0,050|2025-01-12 EUR 976380.00 0.84 0.00 0.00 XS2084050637 Bonos|NN BANK|0,375|2025-02-26 EUR 771773.00 0.66 0.00 0.00 XS1485597329 Bonos|HSBC HOLDINGS|0,875|2024-09-06 EUR 485265.00 0.42 485561.00 0.47 XS1987097430 Bonos|WELLS FARGO & COMPAN|0,500|2024-04-26 EUR 0.00 0.00 483319.00 0.46 XS2087622069 Bonos|STRYKER CORP|0,250|2024-12-03 EUR 771030.00 0.66 772538.00 0.74 XS0787786440 Bonos|BHP GROUP PLC|3,000|2024-05-29 EUR 0.00 0.00 495519.00 0.48 XS2491738352 Bonos|VOLKSWAGEN INTL FIN|3,125|2025-03-28 EUR 794653.00 0.68 0.00 0.00 XS1493333717 Bonos|SWEDISH MATCH AB|0,875|2024-09-23 EUR 968700.00 0.83 968635.00 0.93 XS2193657561 Bonos|CONTI-GUMMI FINANCE|1,125|2024-09-25 EUR 975538.00 0.84 977725.00 0.94 XS1694219780 Bonos|MITSUI & CO LTD|0,934|2024-10-11 EUR 194192.00 0.17 194267.00 0.19 XS1395010397 Bonos|MONDI FINANCE PLC|1,500|2024-04-15 EUR 0.00 0.00 491315.00 0.47 XS2197342129 Bonos|OP CORPORATE BANK PL|0,125|2024-07-01 EUR 580394.00 0.50 580235.00 0.56 XS1998215393 Bonos|BAXTER INTERNATIONAL|0,400|2024-05-15 EUR 0.00 0.00 983467.00 0.95 XS1199439222 Bonos|SANTANDER UK|1,125|2025-03-10 EUR 778544.00 0.67 0.00 0.00 46010668.00 39.50 28317518.00 27.23 55214266.00 47.40 42596780.00 40.96 55214266.00 47.40 42596780.00 40.96 55214266.00 47.40 42596780.00 40.96 107689673.00 92.45 97574823.00 93.81 0.00 F0511cm.png png iVBORw0KGgoAAAANSUhEUgAAAfQAAAFeCAIAAAD8M3pVAABEjklEQVR42u2dCVAU59rvU4kxJkcTk+MxXi7X8nj0aBKTuOTzeA2fIWRziUs0ZCHGEEOMOyIgArMw07MAAwz7ogi4gAoioIBBZXGJosJF5VCoxBDCwRBFDEVRFDVFeR/p8/WZzMYwzAwzw/9XT1Ez3T093U2/v3767Xfe97GHAAAAHI7HcAgAAAByBwAAALkDAACA3AFwAAoKCh7rQyKR4GgAyB1Yirq6Og8PjzFjxjz55JMTJ0708vKqqqqy+xNXP0O7Ye3t7RMmTLCE2W1kBwHkDmwC8jhp3dYM6MByX716tYVydsgdQO7gP7i5ubFG8Pb2VqlUPT092dnZrq6u5v2W5cuXT5s27U9/+pP15Y5/MQCQ+3DkqaeeYiXY29vrSKqF3AGA3CH3R7S2thpYbN++fZTjP/3007S8s7Pzli1b2tra1Bega4NSqZw3bx67DC1cVlam4Vl9wk1JSZk7d+7TfdALemvA1A0NDWvWrBkzZswTTzwxSLkb2GbTtq2iosLFxYVW9fzzz/v6+mpfLwe0tuPHj8+fP5/WRnc8a9euZQ94ZWUlbSdNpDWsXr26vb3d8C6bZR8B5A7sD7IGa4QFCxb8/PPPOpdZtWqVtqBfeumlrq4uziCurq76JG5Y7p6entoL0ESdyrt8+bL6E4LByN3wNpuwbYcOHdJYMiAgwOS1kWE1lly6dGl2draBj2vvgrn2EUDuwP6ghH3SpElskX7yyScpJb9z5476AklJSezcjz76iJJH8oW/vz87JTIykl1GoVCwU8aPH3/+/HmaQhZevnx5v6rlbDVr1izakrt3786ZM4edQrO0Pz558mSyVV1dnfHVMvq81u82D3Tb6KpDR0alUnGWnzBhgslre+655zIyMuho0z0TO4XuVOiGgN6qT1R/jGG5fQSQO7BLqEh/9tln6pLKysri5nJPXP/1r3+xU8hf7JQPPviAnUJZPzuFfDSgPHrRokXs9BMnTrBTSkpK2Ck0S/vjc+fOpW836sTtT+79bvNAt83d3Z3Llzkdm7y2goICjbXpm2jgIJtrHwHkDuyYqqoqzuPE8ePH2elPP/20PlHSZUBjme7u7gHJnatj6enpYafQC42Vq3/cmJzdyGqZfrd5oNvGXfx0fvtA19bvvhgjd3PtI4Dcgd3j7e3N3aezUyj91Cf3J598UmOZgaqW1qBPW9zKH5rU9KXfj/S7zYPZNu2J5l2bkXI31z4CyB3YPVyVC1e2n3vuOXZKR0eHvk9xCaC+ZYzP3LkN6DefHaTc+93mwWybMZn7YNZmpNzNtY8Acgd2D1lAo2y7u7uzU2JiYvR9asmSJewyCQkJhlWr0Tpw6dKlGnW+FRUV7BRap0Xl3u82D2bbtCead21Gyt1c+wggd2B/uLi4pKWlsfXFd+/e5Vo9enl5sQucP3+ey+UjIyPZhtV0DcjKylqwYAG7DNfogtL8oqIimvLLL7+oN6dzcnLiWgeq+z0vL4+d/uqrr97tg2u6d+jQIYvKvd9tHsy2aU8079qMlLu59hFA7sAO/8G6mDx5svpvmkJDQ/ttfMK1l9c5V3sNhj+or/X3IPdrQNs8mG2zwtqMkbu59hFA7sD+qKqq2rRp07Rp05544omnn3561qxZYrG4s7NTY7HKykoPDw9nZ+cn+3jllVe8vb01Oo9MTU2dN2/eU33Q/T7d4KvPZX8Gyf0gVuODc+bModXS3Pnz59Pbgabhpsm93202edv0bbAZ12ak3M2yjwByBwAAALkDAACA3AEAAEDuAAAAIHcAAIDcAQAAQO4AAAAgdwAAAJA7AAAAyB0AAADkDgAAkDsAAADIHQAAAOQOAAAAcgcAAAC5AwAA5A4AAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAIDcAQAAQO4AAAAgdwAAAJA7AAAAyB0AACB3AAAAkDsAAADIHQAAAOQOAAAAcgcAAMgdhwAAACB3AAAAkDsAAADIHQAAAOQOAAAAcgcAAMgdAAAA5A4AAAByBwAAALkDAACA3AEAAHIHAAAAuQMAAIDcAQAAQO6gj87Ozubm5srKypKSkoKCgn379qWmpkYmJUkTEpjYWIFSGRQZSbEzNFQgFgeLwoNEkRRCRhEiCRfLldExsdHR0XK5nD5IHz9z5kxVVVV7ezsOLACQO7AGPT09N27cKCsry8zMjElI4EdH8+RyPsOE9BEol2+Liflmzx73I0dW5Oe/e/q0a3k5xfwffphZU0NBr2mxhdtPzNxcQ+Hifc51WznFMr9jW4LjaFaEn1+kn59IKAz5H6Q8noKhC0QsXS2OHTt2/fp1upDgHwEA5A4GRVtbG+XRBw4cUMTG8vvybhKub2Tkt7t3rzx6lKz92rVrzs3NYx88GKFSPdb37zEQtBh9fOJ3TY95PtSIeVsv0qzexx9/+NhjFD0jRz4YO7bZ2fnaa69dnDev8MMPd3/7rSwo6N/G5/MVMllaWlppaendu3fxbwIAcgf9oFKprl69eujQoai4OL5USiYVikRb4uI+yssjlU9qbBzZ09OvxE2Q+6LtxaE7d7JmNxCdo0ffnjyZ0700OJhWKOHzo0JDs7Ky/vnPf9L2458IAOQO/k1tbS2l5xKFQtBXx0K5+ZKiojeuXHFqaTEmJR+83N39s5U+Pv3KXTt+nTChevbs7xcujN+8WSQUMgJBpFx+5MiR+vp6/FsBgNyHI52dnSUlJdHx8WyGHhAevuzYsdnV1c92dJjL5sbL3XNnOmXiJshdPbpHjaqfPr148eJIX1/6IllwcFxERGlpaUdHB/7dAEDuDk57ezsltkxkpEAs5kkkX2RmUoZuOaEbKfdNwQnZn3wySLmrx/0XXqiZOTPziy8kPB7D5ytFovz8fLTAAQBydzTa2tpyc3NFkZF8hvGNjFxcXDz59u1R3d1WcLoxcvfnRVDGbUa5q0fDlCn5K1bIgoJEQqFCKMzJyYHlAYDc7Zvu7u4zZ86ERUVRnu4XEbHw++8nNjU93ttrTacbI3d+sKTc1dVCcueixcnp9LvvKvz9yfIRMtn333+PB7AAQO52xu3bt1NSUvgSCaXqnx88OKWhYaicbozcxTzBlTfesLTcuWicNCnziy9I8fLg4D27dv344484YQCA3G2dqqoqWUSEUCRat2vXzJqawTRetJ7c+YLbkydbTe5cw8qL8+YlbdxIlldKJKWlpUjkAYDcbY6urq4jR47ww8J4EsnHR444tbTYiNP7lfsITxVN/3XCBCvLnYumiROPrlwpFghkfD4dw+7u7ps3b+KMAgByH2I6OzsPHTokYJggmWzupUtWfkw6eLk7rWuh6Q/Gjh0quXOJfJmbmzwwkCwvFotv376NUwsAyH1oaGtrS0tL4zOMv0Ixu7r6ma4u29S6Ybm/vumqet8DQxuqESNSvvuOtkckEsbHx9+5cwenGQCQu1WzddI6ZZjboqPfuHLFdirWTZD7m1vPy4KCbMHsFB3PPisR86qq5tTWzoiN3UqKz8hIQw82AEDuFkelUmVnZ/Ol0u1K5cyamiFvAzN4uS/zLYj09bURucd5b9mVsq6393F2q69de02p9GEYwaFDWXjcCgDkbilOnz7Nl8kC5fL/PnvWLrJ1Y+S+yv9I8nfrbcHsV19/nVL1lhYn9Q0n0V+6NDcqartEIigoKOjt7UU5BAByNxt1dXWiiAieROJaXm53Wjcsd8+d6Qc/+3zIzd77+OOh/J1Hc1bq3HxSfHm5q0TCCw0Nqa2tRVEEAHIfLJ2dnQnJyUKRaOXRo9bpBMbKct8UnFD44YdDLveCZctk0qDu7lEGdoLmHju2jPYiJSX+999/R4EEAHI3kfz8fL5U6h0TM/n2bfvVumG57wwMs0LfA4bj7l/+woj51dWzjdmVlhan2FhviURQXFyMMgkA5D4w7ty5I+3r58seq9cHJHdBoNiafQ/ojBgf77Tda7nnqP0GLXnmzAKG4SsU0ubmZpRMACD3/unt7X3UHoZhVh848ML9+w6gdcNyZ4L4dS+/PIRmr5ozRywWaDxHNSbu338hNdVLJBJmZmaiLQ0AkLshWlpaxBERwVLpG1eu2FEzx0HJnc9vnDRpCJ+jKkL8T5961+Q9q6mZKZMFRUVJ2traUEQBgNx1UFFRwZNK16alkQcdSeuG5U4T740bN1Ryz3Z3j1T4GX6O2m90do5OTl7PMHzUwgMAuf+B7u7u+KQkgVj85vnzDpawG5Y727FM96hRQ2L2O//rf5GRKfUe/P6xtfAikTAuLqqzsxNlFQDI/eGtW7f4oaF+ERHOzc0OqXUDcn9l0z+lwcFD9hx1h/fe9K+Mf45qTEOaqKjtMhm/rq4OxRWAYS33oqIiAcN8kZlp491+WUjub249r/DzHxKzn3/zTe3fow4+urtHHT78Ka25sLAQJRaA4Sj33t7e+MREx66K6VfuS7YXJq7fOCS9P8rFgSdL3rfQ7l66NJdh+Hv2JKO7AgCGl9zv3r3LRET4KxSOXRXTr9w9dmQe+GK19eV+YPVqZZSPSjXCcnvc1DQxNHRnZKS4o6MDRReAYSH3W7duCaXSzfHxDtkqZkByXxuYlr9ihZXN/q///b8ZsaC+frqld7qj49mEhE1yOa+pqQmlFwAHl/vFixd5EolnRobNDplkTbl7B8WUublZ/zlq5r4vrLPfPT0jDx78XCrlXb58GQUYAIeV+7lz58jsS4qKRqhUw8rs+uTOC5JYue+Bsrfflkh4lFNbc+/Ly10ZRlBSUoIyDIADyr2wsJDPMK7l5cPh8amRchcHCmpnzLDmc9RQZqflnqMa/iGrSCQ8cuQIijEADiV3KtUCsfiNK1eGodYNyJ0JtmrfA+lrPZVRPmZs2D6guHnz72KxYO/evSjJADiI3A8cOCAUiWbU1g5bs+uTu0gotFrfA3QVIbc2NEwZwsNw+/ZkiYSXnZ2FwgyA3cudMjUy+5SGhuFsdp1yH7W2m6Z0jh5tHblHBPtnZ38y5EeipcVJJgtKS9uN8gyAHcudcnaBWPz3mzeHudl1yp1e0xTrmL3UzY0R8638HFVf/PrrBKk0OCNjD4o0AHYp95ycHD7DwOz65D57c7U8MNAKZu949lmZJOjChfm2czwaGycxDB/1MwDYn9wLCwuFItHLdXXQuj65L/A+E7V9uxXknrbxm+Tk9UP1HNVA/btIJCwqKkLBBsBu5H7hwgXK2WdXV8PpBuS+zLcgZf16S5v9xrRplCNTpmyDR+Xatddo206cOIGyDSB3O6CqqoonkbiWl0PohuW+OmD/QY8vLC33aOG2nBx3mz0wbPv3ixcvongDyN2m+fHHHwUMs6SoCDbvV+6bghNOvf++Rc1etHix1Oq/Rx1olJW5MYzg6tWrKOEAcrdRfv/9d4FM9unhw8OwdwET5L4zMPSci4tFn6MyYv7Fi/Ns//AcPPg5+f3u3bso5ABytzlUKpVModgSFzeypwcqN0buwiBRzcyZlpN7sveGXbu+s7XnqDpDpRqRkfF1aKi4q6sL5RxA7rZFQnJyQFjYC/fvw+NGyp0J5jdMmWIhs199/XWRSNjc7GwvR6i7e5RS6ZOYqEQ5B5C7DZGTkyMQiyc1NkLixstdwuM1Oztbwuy9jz8eLt5hy89Rdca9e+MkEh4azwDI3Vaora0ls0+vr4fBByR3evtg7FhLyD3n449D5YFdXc/Y3XG6du01sRgPVwHkbgN0dHQIpNL3T56Evgck9xfXtdJb1YgRZjf73b/8RcLwqqtn2+mhKi5eLJPxOzs7UeAB5D6URMbGbomLQ/OYgcp96oZbYoHAEml7wrZNCQmb7eI5qr7Bm+Li6JxSoMADyH3IyMvLE4pEw2eQazPKfd7Wi+E7dpjd7NWzZ4vFgqamiXZ9tO7ff0Ei4SUnJ6LMA8h9CGhqauIzzNxLlyBuE+S+aHtxwqbN5jV7z8iRoaLAkpIPHOCAHT++lA4XfrkKIHdr09vby0RErNm/f3iOmTd4ua/yP5K+dq155b53zZrICL+enpF2fahaW19MSNwUIhLS4RIyApVKhZIPIHfrkZWVFSyVolW7yXL33Jl+xN3djGZvcXISiwW1tTPs9yD9/vtz6emeQrEgIGHTsmbn9ztH8+WBuXm5KPkAcrcSra2tAoYZ5sPmDVLum4MTTr/7rhnlrtzpc/jQZ3Z6eFSqEdnZ7kKGH6T0ca97+e3ex10fPkbxWc1MSt7pfEPhB5C7NYiMi/tq715UyAxG7oGBcjN2LFPx1lsSm+8gTJ/WCwqWhciC+LIgjytvcFrnwmfPN7JIpre3F+UfQO6WpbS0NEgmQ4XMIOUeEhRiro5lekaOlImDy8vetrujcvHiPLEsSCAN/rrc9d3uURpaZ2Phg7F8aTDG9ACQu2VRqVR8mey/z56FrAcpd4n5OpbJ+OqrmBjv7u5R9qV1WfgOoUj4zel39Wmdi8+rZwul+FkTgNwtSWZm5vaoKFTIDF7uIqHw3rhxgzd708SJYrHAjjoI++mnv0bGeIeIhJuOrlx0/wXDWmfj7d7HA6O2707bBQUAyN0itLS08BlmSkMDTD1IuY9a202vO0ePHnwHYQqe/5Ej9tFBWFPTxNi4raT1bfvWGKl1Lj6uny58dA1rhgUA5G5+lH3PUaHpwcud/tLrwaftBcuWSSS8Bw/G2n4bx7S+No5+e7xWNE4akNa58N7/ZURMOCwAIHcz889//lMoEjm1tEDTg5f77M3V8sDAQZr9wdixEoZXWWnTAy11d4961HSdEeyM9lnZMMU0rbNByT5l/devX4cIAORuTqTh4Z8dOgRHm0XuC7zPRG3fPki5J23ZGBPjbbMdhLFtHIWyoKAo389qZmq3cTQhtmR5yBUyNIsEkLvZqKqqIjGh+aO55L7MtyBl/frBmP36q6/a8nPU4uJFIimPLwtac87FLFrnknehSFhZWQkXAMjdPEjCwlbl5kLQ5pL76oD9Bz08BvMcNUy4My/vI9ts4yhR7Ohruv52v20cTYiNuaukEQxcACB386TtQpEIabsZ5f5tUOrxZctMlnvW55/L5YG29nvU6urZsrAAyqzX5330fudos2udjcX3xglR8w4gd7MQER39+cGDsLMZ5b49OKrc1dU0s7e++KJYLLCpgZZ++umvyrgtQrFg49FVA23jaEJsPvxZeHQodAAg90Fx69YtDMdhdrkLgpgrb7xhmtzjtm9NTNxkI89RW1tfjIl91HTdJ23tkt/GW1rrbCxvmkjf2NjYCCMAyN10EpOS1u3aBTWbV+5MsKB2xgwTzH75v/5LJBL++usEW2m6zvB9U781uem6yeGX8l3CrngYAUDuJvL7778LxOLp9fVQs5nlzuc3TppkQgdhclFgXt7KIW/juH//aqFYEKj0+aR2hpW1znUFLJDwurq6IAUAuZtCVlbWjvBw9CRjdrnTCxM6lsnw9AwLC+jqembom65H+Jmr6bppQV8dFOlL5yekACB3UxDKZO+fPAkvm1fuL65rNaFjmZ/++tehfY565swCkZQnkAZ7lru+0zNyqLTOBW1GSCgfUgCQ+4BhW0CSkuBl88p96oZbJnQsowj2T0//ekieo9bUzJSG7xCKBRZqum5aLHwwVigS1tbWwgsAch8YCYmJ6CbMEnKft/XiQDuWqXjrLZFI+Ntv46281bduTY1UbrdaG8eBxrYMz4QUPFYFkPtAUKlUGCXVQnJftL04fvMW483e9cwzMnHQyZIPrLm9LS1Oicnr+7rn/cpqbRxNeawqC6ZzFWoAkLuxVFRU8BlmhEoFKZtd7qsD9qevXWu83HetXxeh8FepRlhnS9vbn2f7cfTb9d2yZmfb1Dob7/SM5MuCy8rKoAYAuRuLMiZm1dGjMLIl5O4VmHrE3d1Is9+YNk0kEtbVvWyFbezqeubQoU+FEn5g9LaP66fbsta52HB0JTp5B5C7sfT09AjEYoy4ZCG5b+NFn373XSPlHs7bkZHhaYU2jjk5HwslPF5YwNC2cTShZkYoFtAZCzsAyL1/zp07FyyVok7GQnLnBUvPubgYY/ajH33EMHxLD7RUWuomlAWx3fO6qUbYi9a5mhmBhHfp0iXYAUDu/ZOcnOyRlQUdW0juouCQmpkz+zX77889x4j5ZWXvWLZ73rAAIcP/5tR7ttPGccD9iB38PCEJbWYA5G4EfKl0TlUVdGwhuTM8fsOUKcYMtBQdvc1Cz1GvX3+V7Z73u8KlH3Q8a6daZ+Pz6tlCGR/DMwHIvR8aGxuFItGzHR3QsaUyd6Gw2dnZsNkptaeFLfEctalpojJuC618a+bqxffG2bXW1cdWbW5uhiAA5G6I/Pz8zfHxcLGF5D5zcw39fTB2rGG5hwkDsrM/Me8mNDc7xyZsEooF2/d8s7TFyQG0zkVQpF9ubq71C2R3d3e5HmiWkSu5cOGCq6urzlkJCQljxoxxdnY+fvy44YUVCsWTTz4ZGvrvbu4vX7787rvv/sEdfTz33HP79u1Tn8LCvs3Ly+NmaSzATmFpaGigtzp/G6yxsPYLwx/XOZdd4fjx4w8cOKA+saKigntbVVWl80s19oh7UVJSMmnSJPV917mn6htAh3fq1KkFBQUau6O+ZmLixIlnz57V3mvtt0Mg9+jY2CVFRXCxheTu4n2O/qpGjDBg9mx3d5ks6P79F8z15d3do/YfWC1k+DsSN61smOJIWmfDq+SDSGWk9eX+oO9/6iuIXc/P4ILePrp+P3hg5Erc3Nz0FXt/f/+enh6ShZOTk+GF//SnP92+fZv+0uu7d+/OnTuX/mqbpaysjCypTz2zZs3SnqX9dTweb86cObRtOuWu8636dAMf1zmX/WxHR8eSJUu4ixxN9PT05JbZsGGDTrlr7xH7go6n9tVF33+Bnd7b25uVlTVhwgQDcmcvM9w/y+bkzpdK0cev5eS+xLdQLBAYMHv7888zYv4PP8w3l9YzMz1I62z3vHbUxnFAserm32kfh0ruY70ePOb5kAt6OyC591vsVSrVU089ZXhh0vovv/xCf8lBlLOTYvQZiluVtnoWLVrE/iLMsNwp562vryeFaT/nMEbuBj6ucy73WZr+yiuvcBO9vLxol9mL2bp163TKXXuP2BeUX58/f35Acmdhj54BuRcVFX3wwQe2KPfm5mahSIRGkJaT++c7ssJ37DAg9/jtm5OSNprlOWpu7kqhLJgXFvDFpbmOqnU23ut6ho7tnTt3HFLucXFxPj4+hhdmq2Xo76ZNm7iKF+2viImJWbp0qb4qlMuXL7u4uBiW+6lTpz766CN6sXz5chLZQOVu+OM656qvk/aRm1hSUiKgPOnhow606YM65a69R+yLn3/+2dnZWeNA9St3upasXr3acLUMrbatrc0W5U4HdFt0NERsObl77kxP2LRZn9kr//EPWqa52XmQ31ZR8ZY4PIAvDfaseMsWuue1RrW7wj8/P9/x5E6JJ+lYvf8cAwtnZGRs2bJFo/5dXT2UEXPVNTrVs2DBgsrKSgNy9/DwYLVbUFDAinhAde6GP65zLvdZyuWffvppbiK9nTZtGh0ZSufptb4v1dgj7kVNTc2rr75K9jdG7mylP11iOzs7DWfutFp3d3dblHtSUtJK9DpgSblv5cXq61im9/HHQ0U78/I+GmzTdXmgkOF/e2KR/TZdN6W1+6HPkpITHUzuN2/eXLJkicbvb/UtTJ5iKwTU6981PkV60pkRc2/Pnj27aNEifXLv6OigywZncHrd3t5ufOZu+OP65nIrqaqqmj9/vvoKvby86PjQzYrOC4nOPVLfwtbW1jFjxgyoWoarnGEvtxrXG/WqG5uTe0hY2OzqaojYcnL354fr61hm35dfymRBnZ2jTfuGurqXFUoftnvehQ/GDh+ts+Fx5Q1xWIiDyd3V1ZX8bszClI/PmzePzcpJN2z9u/anKPGcM2cOW2+gTz20gD65JyQkBAQEcG/pUhEXF2eM3J944ol+P65vLrfl5HGNK1NJSQm9YFunGLhdUN8j9S2ky+GkSZNMkLubm1tk5KMH+GlpaRrXG9oY9qGrbcmdrkICsdippQUitpzceUKJzo5lWl98kRHzTRtoqalpYlTcFtK694EvHaPpugmxtMVJyAis/FMmVu4r/PJdt5VzQW8HJHftFnga1bgaFR06m+tRzs49RA0NDdVZLcO+OH78uIeHh86mkNwC+uQ+d+5c9YtNbW0tebNfudfX17MONfxxfXPZLXRxcblw4YIBURqQu/oeqbd9nDx5snqXosbLva6ubtasWXTFmjZtGlexw67z+eef50Z/1HeEh0DudNmnk3J0ZydEbDm5i/jCK2+8oS336B3bEhM3DnSgpba2P6fsXidk+D5pax2s6boJncyEiIRNTU3WlDulkwmJyYkpacm7M7igtzSRrZw1ARKcs7PzQ0dhzJgxTk5OXBNGMDRyv3jxYqBcDgtbVO4Mn187Y4aG2c+5uIhEwnv3xg2ojePevWseNV2P3+yQTddNiJ1KHwfo251u8ynVhewgd3OSm5u7btcuWNiymbtQ2Ei3qGpm7x41Ss4EFhYuNb573uxsd6GUFxTpa1/d81o66PYlJycHmgCQuybxyckr8vNhYYvKnbg3bpy63PeuWaNQ+Pf0jDRmNadPvxMiDQ6O9Pvywvxh0sbR+FifvyIxOQGaAJC7JkxMjGt5OSxsabl3jh7Nmb3Z2VksFtTWzjCmjSPbdJ20jmxdZ3xxaa40QgxNAMhdk8CwMIyIbQW5q6ftEcF+6elrDX/0n/98RR6+QygWeJV8MKyarg80PqmdIZTzoQkAuWvCk0onNjXBwhaVuywoiDP7yffeE4mELS1O+j70009/jYzxDhEJNx5dZe+9rlshPvx1Al0CoQkAuf+Bjo4OUs8L9+/DwhaVu8LfnzV75+jRMiZY30BLbW1/TkpZT1r33vfVMG/jaHy83zn6Ua2XqW0QAXBMuTc3N6ORuxXknrD53x3LpH/7dUz0tu7uURoLdnaOTkv3fNTGMWHzR7cnQ9kDCqFI+NNPP8EUAHL/D1VVVaQeKNjSck/75hsy+49/+xvD8Ovrp+tq4xjst2vd8qaJMLUJwZMHqncFBQDk/rCiomJHeDgUbGm5H/n4Y5J7OG+HxkBLxcWLQqTBQZG+7nUvozGMyRGs2KHdT7flMMtITLTkqlWrnnrqKe2fp+ucpd69LYcxIzEZeNuPd/T/1h/YgdyPHTvmFxEBBVta7icWLqx46y1K2zs6nlVv48gL3bm6ch60Pujx9nwLCwutViDZvmVifX0z1q/ngt4OqG8ZWpjthcqYWb29va+88oq2W40ciclsJoLc7UjuBQUFGDrVCnIvXLJELg08d86FbeMoU/gLGf43p97DL5LMEn4p31mzV3dW7hoj4tLbAcmdZK3Rca6BWeR6X19fnXI3ZiQm7bcXLlwYN27c2rVrDXS8ZWDhmzdvTps2bcyYMeoD4Onr3QwMjdwzMzO/3b0bCra03KV8XrTS59atqeHDuHtey8X2VK/9+/fbl9yffPJJ0uXTTz996NAhw7Pa2tpI952dnfqqZfodiUn7LV0JioqK9A0w3e/CNOXy5ct0XXnppZfU15+VleXl5QVl24Tc09PTv9mzBwq2wo+YwiP9SOvrjy+D1s0v9z3f0JlsX3J/4oknzveh3RmkxqwNGzYcOHDAQK2I4ZGYdL6lKwfbT7IxctdemH0ewI6twa28oaFh/vz5xj91AJC7g8jdJ/3rRfdfgIghd5Zx48ZxojQ867E/orGwMSMxab9VH5W03xfaC9OGafSh39PT4+LiQn6Hr21F7hKJxCs1FQq2XDzT1bU1NpaKfbBUujMqwOvEQvzo1BLVMnQm25fcPT09CwoKKisrNQa+MDBL2+xGjsSk/faVV165cOECO6QR52taz759+7Tlrr2wu7s7baH6mr28vLKzsyFrG5I7nY6Qu3UUP7Om5qO8vB2KcIFYHBQWsi3d89Prr7qpRkDNZpH7o957rCv3/BUryl1duaC3A5L7zz//PHXq1PHjx3MjDXHq1J6lT+7GjMSkc1Sg3NxcsrlAIOCm5OXlOTs76xxUWnvh1tZWV1fXMWPGGBg9Cgy93NGZuzXj8d7eSY2NruXldE0VikTBUkmg0p/S+fc7R8PR9iL3zs7O5ISEtMTEjORkLugtTbS7kZjgYkeulkE796GKZzs6KJ1fefQom84Hhgu8M76idB7N3gcagVHbrVktYwmGaiQm7Rp/4CByl0qlkLsNpvMBsdvXFS5BT7/G/ogpwo/OZJgCQO7/QS6Xo/sBG0/nt+778tOrryOdN9S3TFgAnckwBYDc/0NERASlilCqjafzj57ByqSP0vljS9HYRmevkPp+yg/AMJV7dHR0SEgIeQQyteUY1d3NpvN+EREk+p0Rwi2ZHp/UzoDWuf7c4+LiYAoAuf+HpKQkDNZhX+Hc3PzvdJ4RB8mlO+K2fVu0eDin80t+G0/nMJ3JMAWA3P9Deno6ZYIYZs8B0vnA8BDvjK8+q5k53OS+onESyd2av1AFwD7kHiyVYoBsx0nn+2rnh1U673HlDYGEB7kDyF1T7kEy2byLF+FHB03nhd571zj2SCCe5a6QO4DcdchdKBIt/P57aNGx03melAmI3f5NyfuO1yflhtxVQrHQmnI3y0hM2dnZEyZMeO6553Jzc7Xnaoy7pG/YJmNGYiLoW7gOgbU7JMjLy+NmPdTfT1lDQwO9ra2t1WGoPy6s/cLwx3XOZVc4fvx4tkdMbmJFRQX3Vr0XYo0P0mGZOnUq2wGO+jIa/SVMnDjx7Nmz2lur8TY1NXXy5MmGD0hJScmkSZP0dcCgcw0Wl3tISMjX6elQ4XBqbMPfcGSVw4zXyvY9YP1eIWNjfTMy1nNBbwfUtwwJl+ygs9cB7XGX9A3bZORITGVlZWRJfQqbNWuW9ixtQ/F4vDlz5vj7++uUu8636tMNfFznXPazHR0dS5YsUR8SxNPTk1tmw4YN+sYCpGOYlZVFl08DcmcvD05OTob3IikpacGCBRoHVnubaT36Ll361mANufsolTDgMEzng6WMX9KWL8+/adc/hQ1W+A+J3B88GKt+aOntgOROWR4l2qRmjVz7oa5xl/QN22TkSEw0l+tmQFthixYtIvv3K3fa4Pr6elKYRme/RsrdwMd1zuU+S9Np97mJXl5etMvsxWzdunWGB3rl+kzWt21FRUVsh8kG9uLVV1/VOfy6xjbTTYC+gXz1rcHicueLxUKRaGRPD8Q3PNN5/wiFQCxi0/mVP/7NvsxOlyWhSChg+HYn9+zsbJKyq6trW1ub+nSd4y7pG7bJyJGYYmJili5dqq8Khbzj4uJiWO6nTp366KOP6MXy5ctJiAOVu+GP65yrsfvcxJKSEoFAwN7N6Bw0nJtC14DVq1cbrpah2ybu+Bvo+177gqS9zT///DOtTed/QecarCH3jYmJJHc0dR/OMe7ePUrnv929+1FjG7lke8rGr84ssIuOKpc3TRRIeDvittid3Mk7Fy5cUCqVGv1Z6hx3ycCwTQ/7G4mJoOySqxPQqbAFCxaod/arvZiHhwersIKCAlZqA6pzN/xxnXO5z5IW6arGTaS306ZNU6lUdAmk1/rq3MePH+/j48N20mkgc6+pqXF3dzdB7jq3mdamM0kfMrnTHXqgXP5yXR0chxihUs2orV2Vm7sjPJzS+R1K/qZsd1uunf/i0txghf/2VC+7kztXT6LRL6PO55kGhm0yZiQm0pzOjJh7e/bs2UWLFumTe0dHB+mJ2yR6rVFHZDhzN/xxfXO5lVRVVc2fP199hV5eXkuWLKGbFZ3VR9pT6KDRxUD7OqFxSA1Uy9CVT32WgT1qbW0dM2aMdrWMxhqsJ3fvmBg0mEHoTOe/25Xy6BlsmNQ3eYMN1s5/d2zZzhhve5T7hAkTzvahrxt3ddfoG5vJyJGYKIGlD7L1D/oURgvok3tCQkJAQAD3li4VGp096Fsn3XD0+3F9c7ktJ49rXJnYMaHYVi7GyN3NzY19HJ2WlqZxnaCVsA9dDewFbSEd5H/961/GHBC61k6aNEljA7TXYA25p6SkkNyXFRR8l5ICnSEMpPOf5OQEhsqFIlGQInBjzsfLmp1tQe5+Kd9tPvgZyX337t1Wlnt+/oryclcu6O1A69wpHyeznDhxot+mePrGZjJmJCb2xfHjxz08PB7qH5uJFtAn97lz5968eZN7W1tba3j8P/ZtfX09qznDH9c3l91CFxcX9V02RuXaU+rq6mbNmkVXmmnTpnF1Juz6n3/++aysLH2NRNXtrN6QUec2s3NpMfbptLbfrd0Ukr6S5D711i3Kzp7p6oLIEIZj/G+/vVNaujEpkUTGk4r9E7asOefyTs/IIXya6lE1h+QeHx9vNbk/GokpOSEtLTEjI5kLeksT7W4kJgsxZswYJycnrgkj0IcF5U53KyT3x3t7KSNDtTtiQI1t6IT5NPtwkEzGZ8Q7I3iUQa/88W/W/CnsyoYpQoZPlxaSe0REhF0X8qEaiQk4rNzpJo4dIHtHePi7p0/DWQjT+p2nk2dTQvyjdF4i9kva7Fn2thVq5785+X5QpB/7O6bw8HCYAkDu/0EqlbJy/+LAAfYFAmFyvHD//txLlzyysvgMIxSLAhX8LZkeq25Ms1A677v72637V7NyxzB7AHLXLfeZNTWodkeY8RnslIaGhd9/7x0TQ+l8kFzil7TF68RCM7adf6dnpFAs+Lx6Nit3ex8gG0DuZoYKHit3Ko2UbaHaHWGJJpWUzn+1bx+dYI9+JBUeTOn24NvOf1w/na1w57qXgSkA5K5D7hQ+SiVauyMsWjtP6fyHhYW+kZF04gVLGf/4bV+dWWBa7fzGHPedMdvU+w6DKQDkrlvui4qL/RUKjKeKsFrt/Nr0NJ5EIhSJAhWCTdnuq25MM17uvLAAr+JFkDuA3HWze/duTu5/bmujYubc3Az1IKwWI3t6ptfXLy4u5tJ5v6RNa0+/817XM4aH1hOKBQt/f46TuzV/xASAHcid7X6AK2mUuaNmBjG06fyX+/dz6fzmrM8/rp+u3dhmbZlbkMJfvUt3jMQEIPc/sHfv3nW7dnGla9WRI+R3WAZhC41tKJ336es0kScRB8RtVR9GKijCb2POx+pyVx+vx9KYMBLThQsXXF1d/1CqH3vsiSeecHFxUR9aiFu/xrhLZ8+edXJymjZt2s8//6y+pGOMxGTMRmoMrkTQf3xyH9y/3vBYSMNO7vn5+dujorhC9Xx7O59hJjU2wi8I22lsM/+HH9b2jQf5KJ0P5++I20zGX9z2Z07u/okbc3JyrFYg2b5lgmJ9d2Ss5yLI4EhMbm5uOo1z8+ZNkpr2kzCNcZdmzZpF4j5+/PiaNWvUpzvGSEzGbOTDPw6uRC8WLFjQ1gcdW9bvBsZCGo5yp8ugX0SEelnaoVCsyM+HUxA2WDv/cl3dsmPHQvpQr6WhRJ5L6Kwmd43RaBf21yukTrlTsklJusZE7XGX2NEqyG4aVwLHGInJmI3kXrPL0HWC6wKM9prta8zAWEjDUe50bgWEhakXofdOnuRJJKO6u2EThG0q/lF7eYavIXc6k+1O7jTl9ddf1x5aU3vcpalTp549e5bMxY1JpF4tY+8jMRmzkewLbnAl9eEv6AV7WAyMhTQc5U4XPToj1Zs/0muS+9xLl+ARhA3Ga9euCRhmZ/Q2dbEKGb6+MSptPHPPyMhYsGCBxkTtcZfovoTScy8vL26sCY2V2PVITMZspMbgSjrl/lD/WEjDUe6NjY10Rj7b0aFefrxSUzcmJcEjCBsMOjOFIlFA7FbOqm6qEXQO19XV2aPcH6oNEMqhb9ylnp6el156SWNhex+JyfiNVGfu3LlcHRRXLcOicyyk4Sh3ulTSGakxgKpzc7NALMZjVYStBZ2ZdLouLyhQlztrVZ3D3NhF5k6ZpsZEneMuUX5K6/f19dUov/Y+EtOANpIjOzvbzc2NLhK07/SCG3DjoZ6xkIaj3NkzRtvj26OivsjMhE0QNhWfHT7so1S6lpery31ZszOdw5TVWlnu6/NXeJa7crHe4EhM2i0L2beUiauPDcS+0B53iW03uWrVKo3BQBxgJKYBbaQ6bFNIOlAaQynpGwtp2Mmd4EskM2prNUrRf12+TDe/4+7dg1AQNhKjOzvphvIflZUacv+kdoaQEVizQJJhE5MTktMSd2Ukc0FvEzES0/+AkZhsQu4hCgWVFu2yhDaRCJuKd8rKAkNDH+/t1ZD7mnMuolChvRdyjMQEuZsfZULCUroj0ypLb1VUUPKu8awVgRiq36wGyeVupaX0WkPu3xYvjlAqoAkAuWuyd+9enWMwUYq0MzR0cXExzIIY8nArK6OzkRSvLfdte79CxzIActdBaWmpeg8E6vHuqVP4QRPCFn64FCSTLTxxgn2rIfegCL/i4mJoAkDumvz4448hISE6B9hjk3dKmuAXxBDGgjNnAuVy7qd26nJ/r+sZoUh448YNaAJA7pp0dnYKRaLJt2/rvh0uLRUwDGreEUMVdOMYLJW+c/o0N0Vd7mw7yK6uLmgCQO46EMjl83/4QV/p8lcolh07BssghiSWFBXt7Gsko1Puqy/OC5EL4AgAuetGGROzKjdXX+l69fp1Su0n/PorRIOw/vAdfIbR6OlIXe7rCj+MiEFTGQC56yEnJ2dbdLSBMrY1NvbL/fvhGoSV49PsbO2n/epypxcHDx6EIwDkrptbt26FhISM7OnRV8ZebG2lBGp6fT10g7BaTGpsFIjFU2/d0id39mmqdifmlsaEkZi0xzb65Zdfpk6dOm3aNHqhsbD2LH0LO8ZITBrrUR9xSef2P+zr0kB9VbRyrksD7S/iOpXUGK7LmE2ye7n39nXzO7GpyUBJ+zo93V+hQLNIhHXi8d7eDUlJa9PStGdxcl/W7CwUC6zZqwwL27eMb2zs+owMLuit4Y7DiNu3by9fvpx9vW7durS0tNTU1A0bNmgspj1L38KOMRKTxgfVR1zSt/1xcXHqq6KVJyQk6PsirnPKJUuWqPeIYMwm2b3cCXF4uM5OCNTbGgdLpfhNE8I68XZZGSUcOptpcXL/8of5UgVj/QLJyn3sgwfqWzW2b6JhuXt4eFC2yL6eOHEipfl0ZaIXGotpz9K3sGOMxKRzPewG69v+9vZ29VXRysnd+r6IWy1Nf+WVVwa0SY4gd7phUR8pW2f8o7JSKBI5tbRAPQiLxrh798jsb54/r3MuJ/dtGV/v37/fXuR+7do1SsC5t1w37tr9uWvP0rewY4zEpP1BbsQlndvPvqBVnThxgl35Z599ZuCL1DePO4BGbpIjyL2mpkYgFuv8KZN6bEpM3JiYqN4uDYEwe4XM+pQUH6VS32nGyv3t3scF0uDq6mp7kTtl1rdv3zav3FnsfSQm7cpxbsQlA9vPrYouA9wgizq/iPsIZejcUFZGbpIjyF2lUvElkr/fvGm44P25rY3PMG9VVMBBCMv9HpVOxefb2/UtwMr94/rpQ1LhbprcKTtesmSJdt0LKUxftYz6LAMLO8BITAbqggxsP5l6woQJP//8M3dM9H0R95Gqqqr58+cPaJMcQe5EhFL5YWFhv2Xv/164QDk+mr0jLBF0XtHZ9X5JiYFlWLlvOLoyTCkfkgJpgtw9PT250a5ZNm3alJaWlpKSov1AVXuWvoUdYySmfuWub/u9vb1J1kFBQYa3k1sJXV/Zi4Txm+Qgci8uLvaLiDCmymVjYuLW2FgDTScRCNM6CNsWE7M5Pt7wYqzcgxX+3M34kMh9RX4+bQkX9NaA3CnH5J74sdy5c2dyH9wAgZy2tGdpT2FxjJGY+pW7xvarP8agt9zK9X0Ru7MuLi7cyFbGb5KDyJ0ujEKRaPxvvxnZS98n2dnwEcKMQWdUsFQ6urOzX7kHh+8IEQmH6laacsCE5OTEtLTkjAwu6C1NxEhMLBiJybbkTkjDwxd+/73xPzAx0CMNAjGgmF1dTbmF9oiPOuVOObI8QuZIhRwjMUHuluXIkSM+Bvsh0GiJTH53bm6GmBCDDKeWFjqXVuTlGbMwK/ecnByoAUDuxkL3uQNqyb5u1y5/haLfBpQIhOFaPu+YmK2xsUY2sX3/5EmS+1DVyQBgl3InZArFyqNHjS+WAeHhpHi0fEeYHO45OUEymfFjBtCVgOQOLwDIfWCcPHlSwDDGt4R5sbWVJ5EYWVOPQGjEu6dP0/nztx9/ND6fCJZKCwsL4QUAuQ+M3t5ekvvLdXXGl8+Zfb9ufePKFagKYcJD1AVnzgzoIzypdEh+uwSAfcudSE1NXZ+SMqBS6lZaSnfK6BMYYXw4NzdTzr64qGhAn1qfnLwrNRVSAJC7KTQ3N5sw9NJnBw9SWUW3YggjuwYLlkq/3LdvQJ8a/9tvfIZpbW2FFADkbiJhkZHLCwoGWmK/2bMnSCZ74f59yAthIOgMCQgL2zTwHuhWHj0aGhMDIwDI3XQuX74sEIv7/a2gdmyJj/dXKDS63UAguKCTaktcnHds7AiVakAffLajg24oKysrYQQAuQ8KUWjo0uPHTeivdVt0NIUJFwbEcDD75vh4v4gIE34b8f7Jk4Lw8CEcVwEAB5F7RUUFTyIxYVy9kT09PkolBfyOUA86lzYmJppmdvosnY2lpaXQAYDcBwulSEKZ7L1Tp0woxnTH7RsZSTka/I5QN7vJw/C+XVbGl8tVKhV0ACB3M3Dq1CnTknfW79uRvyP+pzZmMGanTD9IJmPHVAMAcjdP8h4il79/8qTJ46X5RkVRkUb7mWHeNmZLXNz2qCjTzP7v2naZDLXtAHI3J6WlpcFSqcldg5HfvWNiKO1C+/dh2549ICzMhLYx6iMc0e3j6dOnIQIAuZsZJizMhGYzf2j/nppKV4gBdWmAcICY0tBAXvZKTTXZ7BSrcnOFaCQDIHdLcP369QH1A6wzPDIz+QxjzFAMCMeI165do//4J4cPD7KLAjr3Ll26BAsAyN0iRMbEUP41yH593zt5ki+R0E0A+gd27KD/7zulpQKx+L/Pnh3kqr5OT5cplVAAgNwtRWtrK5XVv9+8Ociy+vrVq8FS6Zp9+9CExoGbPK5NS6P/8uDv0qbX11PafuvWLSgAQO4WJD09fUd4uPH9vOuLP7e17VAo/BUKY0biRthX0P90W3Q0nSfPt7cP/iJB69mdlobyDyB3y9LT0yOQSt8uKxu8AkaoVJsTEii5m9LQACE6UufsPIlkfUqKyU0e1eODkhK+VNrR0YHyDyB3i1NZWWnGEbFX5OXxGWZ5QcHg7wYQQxv0H1yVm0v/zfdM/UmERrDjZZ8/fx6FH0DuViI+IYHuu82l42k3bgTJZFtjY8fduwdF2m9VjHdMzM6wMOOHyus3NiYlhUVHo/kjgNytR1tbm4BhXMvLzVWMR6hUG5KS6HZ+TlUVWtHYXauYuZcusVUxZrz9equigs6x9vZ2lHwAuVuVCxcuCEUi8z4OfdQtFMOQ5dFRgR399HRzfHywVEouNu99AJ0JJSUlKPYAch+KypnERDNWzrDxYmurX0QEpYFvXLmCFN7Gg03Yt0dF0X/NvHX33jExyoQElHkAuQ8NPT09fLn808H9+FBnLD12jKyxbvdu1MLbZji1tHyXkiIQi5cVFJj9Grzs2DGBTNbZ2YkyDyD3IaOxsZEvkVAGZ3Z9PN/eTrcFpA/X8vLB9EmCMG/Q/8KtrIz+L5Rcmzdh536yRCuvra1FgQeQ+xBTVlY2+D5n9MW8ixeDZDK68acyD7EOebxcV+cbGRkslb55/ryFavDpji0vLw+lHUDuNkHirl2WGw6bUsXPs7Iom/tmzx5zNa5HDDQmNjWtT07mM4x7draFbqRGdXdvjY2NiIlB20cAudtQ5bs4LIzka7lHoC+2tm5OSKBbhFW5uRN+/RW2teYgG+45OXTkNyYmWqIehovVBw4IZTL8GBVA7rZFa2srXypdUlRkUdFMvXXLPyIiJCRk6fHj6HTM0vFMV9fi4uJgqZRuy16/etWi3+Vy7hzdnP34448o5wBytzlqamqofM76f//P0tL5R2VloFzOk0iWFxSgRbyFtP7eqVN8htkRHm6Jp+UaMbOmhu4Mzpw5g0IOIHcbpbSv/27r1Iy/ef58QFgYSeHDwkJU1JhxDGu6/aJsnY6tFbTO9ehbVFSEEg4gd5vm4MGDpAartU+n23nKLkNCQr7au3diUxPsPJhHpmy3X36Rka9ev26dL6WrMt2Epe/bh+INIHc7IHHPniCZzEKNZ3QGycgnOpp96PfGlSvoYHKgY5xuSEqio+ejVFpzhNvxv/1GZo9JSEDzGAC52w2K+HjLNY408LPJdbt20X0DTyJZkZ9voab3DhP031lw5szm+HjK1q3fzHR0ZyedIYrYWJVKhbINIHe7gUqsPDLS+n5neyZ5v6QkICwsJCQEiby+VP2LzEyBWEw3WCvy8qzf7mhUd/eW+HhZRERXVxcKNgCP2dfm9vT0UOn1jYwcqgYtM2pr16WkcIn89Pr6Yd6NwfjffvuwsJCuuEKRaFNCwuzq6qEaXpW+XQqzA2Cncufy9yH0O5vIv3fypI9SyWeYQLl85dGjZPlh1d+kU0uLa3m5X9/vA7ZHRdHRGPzQpoM0u0Sh6O7uRpEGwF7lrl4/M+StFSltX3jixLboaErkKT7Jzp5ZU2P9WiOrXdL+fvMm3a/Q9YzydDL7soKCv9y9O+TtLDckJcHsADiC3Nn6mQilckd4uI2YlJJHl3PnNiYmBstklMxuiYt7p7R0UmOjvVfa0O3I5Nu3KUlnO+PlSaWUI79VUWEjP+Wl/z7dw8mVSpgdAAeRO9Hb2xsVHU1+t7UWLOT0lbm5fpGRZEPKcNft2vXu6dMzamvH3btnF1U3dKGiXaBrlVdqKt2O0LWKUnWPzEzaBZu6VtF9G/33FfHxaBsDgEPJnWV3aiqfYaY0NNhmPcZ/Xb78VUYGiZ42kiwZEBb26eHDC86c+fvNm892dNjOL0jpAJLNadt8lEq6IPElEtrUNfv2za6ufqarywaPLZk9SCZLTk2F2QFwTLkTmX0t8OZUVdl4/cb0+vpFxcUbkpP9FYqgvtob+vvNnj0Lv/+edP9yXR2l9pY2KXmcbnQoB5//ww+rcnPp22ljaEtI6JSeb42NXZ6fP/XWLRuvTXrt2jW6pcg6fBgFGABHljtx8uRJtkMYe6njJtf/n19+Iad7ZGZ+l5KyLTqa7dOGrQPxjokh7a48epT1/syaGtLZpMZGClLz2AcP9MUL9+9PbGqafPs2LU9JN312cXEx5eO0Nvapb0gf9OLRt8TGrk1LI5tPu3HDjp4NvF1WRtt/9uxZlF4AHF/uxNWrVwUMsz4lxTarEYyMP7e10S2IW2npsoICMvKWuDiSsm9kJLmYgm5QQoyA3BcsldJtwY7w8O1KJd0rrNm3jyT+VkUFZeW2Ux1kQjWXe04OXyLBgHkADCO5E21tbeKwMN+oKMfuJGB0Z6dzczNl6Orxl7t3R3V3O3bHBpsSEsTh4e3t7Si3AAwvuT/sawIfExcnFIlm1tSgSwCHideuXaN7kfjdu9HkEYBhKneWvLw8gVj8SXa2YyezwyFGqFQfFhYKGObkyZMorgAMd7kTN27cEMpkW2NjMeaGXXdcsy06WhAaiqHyAIDc/1BFk9DXpfib588Pq45fHCPmXrpECXtccnJPTw8KKgCQuyZlZWXkiO9SUqw2kBNikPHC/fvf7t7Nk0orKipQRAGA3PXS2toqi4gQiMVI4W2/+T8l7HyGkSqV9F9D+QQAcu+fY8eOsQ3hx//2GzRqg0G3VuuTkylhLygowCB5AEDuA6C9vT28b1jUFfn5aEhjU01i3i4r40sk4bGxSNgBgNxN5OLFi0KZLFAut+bAzQh9Mb2+3i8igi+TnT9/HgUSAMh9UKhUqqysLD7DbExMnNjUBMMOSdCR90pNpRuprMOH0bkjAJC72WhtbY2JjxeIxasPHHDU4ZNstgeFhd9/T1qPSkhAPQwAkLtFuHXrlrRvfOdlx47ZdadjdqR1vkQiViiuXr2K0w8AyN2yVFZWhoSGUhb/3qlTNjKGnKNqPSQs7NKlSzjlAIDcrcf58+dZxS89fhwVNWYcNWlxcTG0DgDkPvSKl/RV1Hx6+DAaxQ9S63QM6UgykZHXr1/HqQUA5D701NXVhUZFURb/7e7dM2tq7GisIlv4oSkdMZ/o6JCQEHlMDB1JnE4AQO62xZ07d9LS0/kMs0OhmP/DD3jiajie7ehwLS/fHhXFl0hS09Kam5txCgEAudsuKpWqpKQkJDRUKBKt2bdven09+qjR+IkppeqeGRl0fARhYXl5eZ2dnThtAIDc7Yb6+vpdu3dTWrozNHRxcbFzc/Mwr66Z1Ni4Ij8/WCYTMExsQkJ1dTVOEgAgd3ulp6fn5MmT8shIgVgcKJcvPX6cLD98cnna08m3b39QUhIQFkZHQBYVRUcDQ5sCALk7VHXNiRMnFNHRQrE4SCZbduzYy3V1jtolGe3XzJqaTw8f5jMMhUSpLCgouHv3Lk4DACB3h6W7u/vcuXPxiYkCqTQkJGR9SopbWRmlt/aezo/s6ZnY1ET7spF2jWGCZbLIxMSKigpUqQMAuQ87Ghsbc3Nz5VFRlN7yJJL1ycmu5eXT6+vt5VdRI1QqEvr8H36gLWeTdEFERGZmZm1tLbr3AgByB4+q5i9fvpyRkSHtay9PGb2/QuGek7PgzJm/37xpO66n9HxSYyNt1ReZmZSh/1vokZF79++vrq7u6urCvxIAyB3opre3t76+vri4OCE5WdjXpJJc/yivT0lZduzYvIsXpzQ0OLW0kGctXW8+7t69l+vq6Bs/LCz0zMgIksnYLRHI5cq4uPz8/Fu3biFDBwByBya6/pdffjlz5kxmZmZ0crI4Koonkz3qfSUkJCAsbGtsrFdq6qrcXNfycorZ1dXT6+spuaaY8OuvlPLrDJrFLkO3BTNraub/8AN9lgz+5f7963bv3q5U8vrWTwgoMZfLI2Ni0tLSyOY3btyAzQGA3IEFaWtrq6qqKi0tLSgo2LNnjyIujrwvUCiCQ0N5Uimb7/eLQCzmS6V8uTwkPDwsKio5OXnfvn0k8YqKCsrKOzo6cJwBgNyBzdHZ2dnc3Nz0R+7evdvd3Y2DAwCA3AEAAHIHAAAAuQMAAIDcAQAAQO4AAAAgdwAAgNwBAABA7gAAACB3AAAAkDsAAADIHQAAAOQOAACQOwAAAMgdAAAA5A4AAAByBwAAALkDAADkDgAAAHIHAAAAuQMAAIDcAQAAQO4AAAAgdwAAgNwBAABA7gAAACB3AAAAkDsAAADIHQAAIHcAAACQOwAAAMgdAAAA5A4AAAByBwAAALkDAADkDgAAAHIHAAAAuQMAAIDcAQAAQO4AAAC5AwAAgNwBAABA7gAAACB3AAAAkDsAAADIHQAAHJL/DxeTBSONIkuxAAAAAElFTkSuQmCC BON KBC GROUP 4,5% 06/06/2026 Compra Plazo|BON KBC GROUP 4,5% 06/06/2026|1000000 1006000 02 PAG. PROSEGUR CASH 01/10/2024 Compra Plazo|PAG. PROSEGUR CASH 01/10/2024|900000| 891017 02 PAG. REPSOL 31/07/2024 Compra Plazo|PAG. REPSOL 31/07/2024|5000000|Fisica 4984341 02 6881358 6881358 false false false false false false false false false false No aplica. false false false true true 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 2.357.490 miles de Euros. El fondo tiene en cartera Pagarés emitidos por su Depositario. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO 1s A) Visión de la Gestora sobre la situación de los mercados Semestre muy positivo para los mercados de renta variable en todo el mundo, marcado por el final de los miedos de una recesión próxima que anima a los inversores a tomar posiciones en activos de riesgo. La paulatina reducción de la inflación acerca la probabilidad de bajadas de tipos por parte de los bancos centrales, siendo el BCE y el SNB suizo los primeros en tomar dicha medida. Esta lucha contra la inflación no ha estado exenta de sobresaltos, pero la tendencia de fondo parece la adecuada. La macro ha mejorado y el crecimiento parece sólido, aunque moderado. Estados Unidos ha evitado el soft landing que se pronosticaba y Europa la recesión que toda la comunidad inversora esperaba a final de año. La micro también aporta y marca unos resultados empresariales que mantienen un sano crecimiento, a pesar de los mayores costes de financiación. Es cierto que el crecimiento no es homogéneo por sectores, pero aquellos que más crecen también presentan mayores retornos. Por último, el futuro desarrollo de la Inteligencia Artificial está atrayendo inversiones e inversores en casi todos los sectores, sobre todo en los más tecnológicos. Las subidas han sido de doble dígito en los mercados más tecnológicos como el Nasdaq, que sube un 17%, el S&P un 14% y el Nikkei un 18% superando los máximos del año 1989 tras más de 34 años. En Europa subidas cercana al 9% en España, Alemania o Italia. Aquí hay que destacar a Francia que, tras las elecciones Europeas de Junio y con la incertidumbre electoral, ha visto como su rentabilidad desaparecía y termina el semestre en negativo, siendo de los pocos mercados en "rojo" en el semestre. En cuanto a los activos de renta fija, semestre complicado con subida de las tires en los bonos gubernamentales por el miedo a la persistencia de la inflación, que en la parte final del periodo se han desvanecido parcialmente con la consiguiente reducción de las rentabilidades de los activos. La bajada del BCE en junio también ayudó en este sentido. El cambio de expectativas fue la principal razón de las caídas a principios de año se esperaban 6 o 7 bajadas de tipos y durante el periodo se llegó a especular con nuevas subidas. Mejor comportamiento en los mercados de crédito, con un claro estrechamiento en la práctica totalidad de los emisore. Por último, un pequeño comentario sobre divisas y materias primas. Debilidad del euro en el periodo con caídas cercanas al 3% frente al dólar. También retrocede más de un 2% frente a la libra. En cuanto a las materias primas subidas para el crudo, estabilidad del gas y subidas para la mayor parte de las materias primas metálicas por la mejora de la actividad económica. El oro también conquista nuevos máximos históricos. 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 12.93% en la clase A y ha subido un 5.78% en la clase L hasta situarse en los 102.06 millones de Euros la clase A y 14.43 millones la clase L. El El número de partícipes se ha incrementado en 66 en la clase A y se ha reducido en 3 en la clase L, acabando el periodo en 979 y 84 respectivamente. La rentabilidad del fondo en el periodo ha sido del 1.78% en la clase A y del 1.88% en la clase L, siendo la rentabilidad de las Letras del Tesoro en el mismo periodo del 1.48%. La rentabilidad del índice de referencia ha sido del 2.03%. 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 en la parte inicial de 2023, que devengan un menor tipo de interés. 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 3.92% 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 Acciona, Santander, Jefferies, Toyota, VW, Caixa y Bankinter, entre otras muchas. 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, letras y bonos en cartera. 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) N/A INVERSIONES EN CIRCUNSTANCIAS EXCEPCIONALES N/A INVERSIÓN EN PRODUCTOS ESTRUCTURADOS N/A INVERSIÓN EN IICS N/A INVERSIONES DE BAJA CALIDAD CREDITICIA El fondo no ha superado su límite de inversión en emisiones de renta fija de baja calidad crediticia. CARTERA DE RENTA FIJA A la fecha de referencia 30/06/2024 el fondo mantiene una cartera de activos de renta fija con una vida media de 0,40 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3.70%. 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 13.09% y la de las Letras del Tesoro del 0.42%, La diferencia se debe a la menor exposición a renta variable. La volatilidad del índice de referencia ha sido del 0.16%, similar 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 El fondo ha soportado un coste en concepto de servicio de análisis financiero sobre inversiones por importe de 198.38€ durante todo el periodo. 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: Los últimos datos de inflación conocidos han dado un respiro al mercado, descartando la posibilidad de nuevas subidas de tipos por parte de las Fed y aumentando la posibilidad de que se produzcan al menos dos bajadas de tipos en el próximo semestre, terminando con la política monetaria más restrictiva de los últimos tiempos. El proceso electoral en los EEUU también será clave en el semestre y, es probable, que conlleve un incremento de la volatilidad a medida que se acerque el mes de noviembre. En Europa, tras las elecciones al parlamento europeo, no se esperan grandes acontecimientos, aunque falta conocer el nuevo gobierno Europeo. Por parte del BCE se esperan otros dos recortes que dejarían los tipos entorno al 3,5% a final de año. Los resultados empresariales del 24 y las expectativas para 2025 donde se esperan importantes crecimientos de beneficios serán fundamentales para mantener el tono del mercado. Los conflictos geopolíticos seguirán siendo focos de incertidumbre pero influirán tanto en un sentido negativo como en el otro si se resuelven positivamente. 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 23544547 207 1.17 31110783 819 0.45 0 0 0.00 76316748 799 2.29 0 0 0.00 128601892 1445 5.51 0 0 0.00 127939744 1812 9.16 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 48687989 436 6.28 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 107105891 1031 1.79 0 0 0.00 0 0 0.00 543307594 6549 4.77