FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO NO 20210331 8686000.00 9861000.00 8686000.00 9861000.00 8031000.00 8810000.00 8031000.00 8810000.00 64000.00 58000.00 -64000.00 -58000.00 655000.00 1051000.00 655000.00 1051000.00 0.00 0.00 4295000.00 4828000.00 191000.00 192000.00 2935000.00 3199000.00 2851000.00 3101000.00 2849000.00 3099000.00 2000.00 2000.00 0.00 0.00 61000.00 72000.00 0.00 0.00 -61000.00 -72000.00 84000.00 98000.00 84000.00 98000.00 0.00 0.00 0.00 0.00 1169000.00 1437000.00 1169000.00 1437000.00 12981000.00 14689000.00 12203000.00 9883000.00 0.00 0.00 12203000.00 9883000.00 12203000.00 9883000.00 22700000.00 23490000.00 14300000.00 14300000.00 -24797000.00 -27907000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 123000.00 3755000.00 0.00 0.00 78000.00 3730000.00 78000.00 3730000.00 2870000.00 3110000.00 0.00 0.00 -7932000.00 -4989000.00 135000.00 148000.00 5005000.00 5461000.00 0.00 0.00 573000.00 573000.00 -648000.00 -648000.00 0.00 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0.00 0.00 0.00 0.00 0.00 0.00 -546000.00 -1887000.00 -531000.00 -1887000.00 -527000.00 -1859000.00 -512000.00 -1859000.00 7000.00 10000.00 7000.00 10000.00 -643000.00 -2042000.00 -628000.00 -2042000.00 130000.00 184000.00 130000.00 184000.00 -21000.00 -11000.00 -21000.00 -11000.00 0.00 0.00 0.00 0.00 0.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -1000.00 -10000.00 -1000.00 -10000.00 -1000.00 -10000.00 -1000.00 -10000.00 278000.00 1484000.00 263000.00 1484000.00 278000.00 1484000.00 278000.00 1484000.00 525000.00 833000.00 525000.00 833000.00 158000.00 185000.00 158000.00 185000.00 287000.00 221000.00 287000.00 221000.00 337000.00 245000.00 337000.00 245000.00 1000.00 1000.00 -1030000.00 0.00 -1030000.00 0.00 0.00 0.00 -15000.00 0.00 0.00 -15000.00 -268000.00 -403000.00 -268000.00 -403000.00 1437000.00 1724000.00 1437000.00 1724000.00 1169000.00 1321000.00 1169000.00 1321000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -301000.00 -133000.00 -301000.00 -133000.00 -301000.00 -133000.00 -301000.00 -133000.00 -95000.00 -161000.00 -95000.00 -161000.00 396000.00 294000.00 396000.00 294000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.14 94.73 0.21 19.78 1.08 94.26 0.17 19.71 3.36 0.00 2.00 0.00 0.00 1.00 1000.00 1000.00 1000.00 0.00 0.00 0.00 0.00 0.00 0.00 132.00 61000.00 4000.00 65000.00 64000.00 129000.00 135.00 62000.00 0.00 4000.00 66000.00 64000.00 0.00 130000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 444000.00 582000.00 58444000.00 810000.00 910000.00 158040000.00 1014000.00 1169000.00 161130000.00 823000.00 786000.00 363613000.00 1701000.00 1218000.00 599463000.00 6213000.00 7374000.00 550099000.00 9211000.00 11005000.00 12039000.00 1900000000.00 5.27 5.32 9.00 18.06 17.85 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.20 0.21 7.00 14.00 14.00 11.75 0.00 0.00 1.72 216.00 2579000.00 221.00 2796000.00 37306.00 273997000.00 21.00 136000.00 23.00 154000.00 7801.00 61799000.00 7.00 99000.00 8.00 109000.00 4352.00 29102000.00 10.00 159000.00 13.00 179000.00 5736.00 40163000.00 32.00 410000.00 32.00 447000.00 24244.00 167722000.00 33.00 406000.00 35.00 433000.00 5523.00 41949000.00 62.00 603000.00 70.00 676000.00 15281.00 102641000.00 30.00 241000.00 31.00 255000.00 9812.00 67764000.00 85.00 691000.00 88.00 793000.00 32338.00 243144000.00 2.00 13000.00 2.00 15000.00 358.00 2531000.00 23.00 188000.00 25.00 233000.00 5324.00 33636000.00 41.00 395000.00 44.00 424000.00 14259.00 76786000.00 313.00 3748000.00 338.00 4059000.00 56988.00 452804000.00 502.00 3881000.00 24.00 241000.00 24.00 262000.00 6197.00 41829000.00 7.00 42000.00 8.00 47000.00 2792.00 23641000.00 4.00 17000.00 4.00 20000.00 1956.00 13579000.00 59.00 681000.00 62.00 733000.00 21692.00 148984000.00 40.00 356000.00 44.00 404000.00 8379.00 74048000.00 1009.00 11005000.00 1072.00 12039000.00 260840.00 1900000000.00 1009.00 11005000.00 1072.00 12039000.00 260840.00 1900000000.00 5.23 4.95 0.14 ES0382043059 BONOS SERIE F 143.00 100000.00 14300000.00 143.00 100000.00 14300000.00 143.00 100000.00 14300000.00 ES0382043042 BONOS SERIE E 266.00 96000.00 25570000.00 266.00 100000.00 26600000.00 266.00 100000.00 26600000.00 ES0382043034 BONOS SERIE D 475.00 475.00 475.00 100000.00 47500000.00 ES0382043026 BONOS SERIE C 617.00 617.00 617.00 100000.00 61700000.00 ES0382043018 BONOS SERIE B 257.00 257.00 257.00 100000.00 25700000.00 ES0382043000 BONOS SERIE A 17385.00 17385.00 17385.00 100000.00 1738500000.00 19143.00 39870000.00 19143.00 40900000.00 19143.00 1914300000.00 ES0382043059 BONOS SERIE F S E3M 2.10 1.55 57000.00 5005000.00 S 14300000.00 19362000.00 -19362000.00 ES0382043042 BONOS SERIE E NS E3M 2.10 1.55 78000.00 S 11870000.00 13700000.00 25648000.00 -13367000.00 ES0382043034 BONOS SERIE D NS E3M 0.55 0.00 N ES0382043026 BONOS SERIE C NS E3M 0.26 0.00 N ES0382043018 BONOS SERIE B NS E3M 0.18 0.00 N ES0382043000 BONOS SERIE A NS E3M 0.15 0.00 N 135000.00 5005000.00 26170000.00 13700000.00 45010000.00 -32729000.00 1.54 1.59 ES0382043059 BONOS SERIE F 1725000.00 1725000.00 ES0382043034 BONOS SERIE D 47500000.00 9496000.00 47500000.00 9496000.00 ES0382043026 BONOS SERIE C 61700000.00 9952000.00 61700000.00 9952000.00 ES0382043018 BONOS SERIE B 25700000.00 3864000.00 25700000.00 3864000.00 ES0382043000 BONOS SERIE A 1738500000.00 161296000.00 1738500000.00 161296000.00 ES0382043042 BONOS SERIE E 1030000.00 1030000.00 643000.00 12224000.00 2042000.00 6908000.00 1030000.00 1874430000.00 643000.00 198557000.00 0.00 1873400000.00 2042000.00 193241000.00 ES0382043059 BONOS SERIE F 20130528 SYP D D CCC - ES0382043042 BONOS SERIE E 20130528 SYP D D BB ES0382043034 BONOS SERIE D 20181231 SYP --- --- BBB ES0382043026 BONOS SERIE C 20151029 SYP --- --- A ES0382043018 BONOS SERIE B 20130528 SYP --- --- AA ES0382043000 BONOS SERIE A 20130528 SYP --- --- AAA ES0382043059 BONOS SERIE F 20150123 MDY C C Caa2 ES0382043042 BONOS SERIE E 20150123 MDY Ca Ca Ba2 ES0382043034 BONOS SERIE D 20190930 MDY --- --- Baa2 ES0382043026 BONOS SERIE C 20150123 MDY --- --- A2 ES0382043018 BONOS SERIE B 20130429 MDY --- --- Aa2 ES0382043000 BONOS SERIE A 20130429 MDY --- --- Aaa 444000.00 582000.00 58444000.00 810000.00 910000.00 158040000.00 1014000.00 1169000.00 161130000.00 823000.00 786000.00 363613000.00 1701000.00 1218000.00 599463000.00 35078000.00 36235000.00 550099000.00 23511000.00 39870000.00 40900000.00 1914300000.00 5.27 5.32 9.00 0.00 0.00 14300000.00 14300000.00 14300000.00 14300000.00 0.00 0.00 0.75 SANTANDER SANTANDER SANTANDER A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 S S S 56.81 58.53 90.82 739000.00 1149000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 0.00 5000.00 0.00 0.04 0.04 0.00 5000.00 0.00 0.04 0.04 Nota de Valores 12.00 365.00 163000.00 158000.00 1.48 1.31 1.33 123971000.00 124326000.00 1126.50 1032.69 1047.12 124134000.00 124484000.00 1127.98 1034.00 1048.45 Modulo Adicional a la Nota de Valores Santander Financiacion 1 mar21.pdf 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SANTANDER DE TITULIZACION 365 0.025 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S N S N SANTANDER MODULO ADICIONAL 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 20210120 20201020 20200720 20200420 20200120 20191020 0.00 0.00 0.00 0.00 0.00 0.00 1582000.00 1437000.00 1451000.00 1405000.00 1896000.00 1606000.00 -18000.00 -18000.00 -18000.00 -37000.00 -28000.00 -18000.00 109000.00 137000.00 155000.00 161000.00 174000.00 187000.00 0.00 0.00 0.00 0.00 0.00 0.00 -1673000.00 -1556000.00 -1588000.00 -1529000.00 -2042000.00 -1775000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00