FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO SI 20211231 6578000.00 9861000.00 6578000.00 9861000.00 6042000.00 8810000.00 6042000.00 8810000.00 75000.00 58000.00 -75000.00 -58000.00 536000.00 1051000.00 536000.00 1051000.00 0.00 0.00 3674000.00 4828000.00 184000.00 192000.00 2373000.00 3199000.00 2306000.00 3101000.00 2286000.00 3099000.00 1000.00 2000.00 0.00 0.00 25000.00 72000.00 28000.00 0.00 -34000.00 -72000.00 67000.00 98000.00 67000.00 98000.00 0.00 0.00 0.00 0.00 1117000.00 1437000.00 1117000.00 1437000.00 10252000.00 14689000.00 7319000.00 9883000.00 0.00 0.00 7319000.00 9883000.00 7319000.00 9883000.00 19774000.00 23490000.00 14300000.00 14300000.00 -26755000.00 -27907000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2397000.00 3755000.00 0.00 0.00 2355000.00 3730000.00 2355000.00 3730000.00 2286000.00 3110000.00 0.00 0.00 -5284000.00 -4989000.00 129000.00 148000.00 5224000.00 5461000.00 0.00 0.00 573000.00 573000.00 -649000.00 -648000.00 0.00 0.00 76000.00 75000.00 0.00 0.00 0.00 0.00 42000.00 25000.00 14000.00 14000.00 14000.00 14000.00 329000.00 305000.00 17631000.00 17631000.00 -17960000.00 -17936000.00 28000.00 11000.00 536000.00 1051000.00 536000.00 1051000.00 10252000.00 14689000.00 56000.00 50000.00 247000.00 193000.00 56000.00 50000.00 247000.00 193000.00 -163000.00 -191000.00 -675000.00 -840000.00 -163000.00 -190000.00 -674000.00 -838000.00 -1000.00 -1000.00 -2000.00 0.00 70000.00 125000.00 332000.00 585000.00 -37000.00 -16000.00 -96000.00 -62000.00 0.00 0.00 0.00 0.00 -46000.00 -26000.00 -147000.00 -117000.00 -22000.00 -3000.00 -49000.00 -20000.00 -3000.00 -2000.00 -10000.00 -9000.00 0.00 0.00 -19000.00 -1000.00 -39000.00 -11000.00 -24000.00 -23000.00 -98000.00 -97000.00 -17000.00 -17000.00 -70000.00 -70000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 0.00 0.00 -1000.00 -4000.00 -3000.00 313000.00 291000.00 1078000.00 849000.00 313000.00 291000.00 1078000.00 849000.00 0.00 0.00 0.00 0.00 -2000.00 10000.00 -3000.00 12000.00 -228000.00 -259000.00 -832000.00 -682000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -30000.00 -1422000.00 -626000.00 -6111000.00 -8000.00 -1399000.00 -520000.00 -6003000.00 6000.00 20000.00 24000.00 49000.00 -92000.00 -1556000.00 -907000.00 -6679000.00 100000.00 145000.00 452000.00 665000.00 -22000.00 -8000.00 -89000.00 -38000.00 0.00 0.00 0.00 0.00 0.00 0.00 -17000.00 -17000.00 -70000.00 -70000.00 -17000.00 -17000.00 -70000.00 -70000.00 -5000.00 -6000.00 -36000.00 -38000.00 -6000.00 -6000.00 -37000.00 -40000.00 1000.00 0.00 1000.00 2000.00 208000.00 1557000.00 306000.00 5824000.00 208000.00 1557000.00 329000.00 5861000.00 340000.00 611000.00 1729000.00 2963000.00 196000.00 263000.00 567000.00 813000.00 364000.00 351000.00 1279000.00 1030000.00 327000.00 325000.00 1284000.00 1036000.00 8000.00 7000.00 10000.00 19000.00 -1027000.00 0.00 -4540000.00 0.00 0.00 -23000.00 -37000.00 0.00 0.00 -1000.00 -22000.00 -36000.00 1000.00 -1000.00 -1000.00 178000.00 135000.00 -320000.00 -287000.00 939000.00 1302000.00 1437000.00 1724000.00 1117000.00 1437000.00 1117000.00 1437000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 58000.00 -148000.00 -183000.00 109000.00 58000.00 -148000.00 -183000.00 109000.00 -71000.00 -126000.00 -332000.00 -585000.00 13000.00 274000.00 515000.00 476000.00 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 0.94 95.91 0.23 20.15 1.08 94.26 0.17 19.71 3.36 0.00 4.00 0.00 149000.00 149000.00 1.00 1000.00 1000.00 35000.00 36000.00 1.00 0.00 75000.00 75000.00 0.00 0.00 0.00 0.00 81.00 25000.00 28000.00 53000.00 53000.00 87.00 26000.00 28000.00 0.00 54000.00 259000.00 0.00 313000.00 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 0.00 366000.00 582000.00 58444000.00 624000.00 910000.00 158040000.00 574000.00 1169000.00 161130000.00 866000.00 786000.00 363613000.00 1904000.00 1218000.00 599463000.00 4094000.00 7374000.00 550099000.00 9211000.00 8428000.00 12039000.00 1900000000.00 4.92 5.32 9.00 18.74 17.85 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.21 0.21 7.00 12.50 14.00 11.75 0.00 0.00 1.72 167.00 1911000.00 221.00 2796000.00 37306.00 273997000.00 17.00 96000.00 23.00 154000.00 7801.00 61799000.00 6.00 72000.00 8.00 109000.00 4352.00 29102000.00 7.00 133000.00 13.00 179000.00 5736.00 40163000.00 22.00 341000.00 32.00 447000.00 24244.00 167722000.00 25.00 308000.00 35.00 433000.00 5523.00 41949000.00 38.00 410000.00 70.00 676000.00 15281.00 102641000.00 20.00 187000.00 31.00 255000.00 9812.00 67764000.00 57.00 518000.00 88.00 793000.00 32338.00 243144000.00 2.00 7000.00 2.00 15000.00 358.00 2531000.00 14.00 147000.00 25.00 233000.00 5324.00 33636000.00 29.00 276000.00 44.00 424000.00 14259.00 76786000.00 244.00 2946000.00 338.00 4059000.00 56988.00 452804000.00 502.00 3881000.00 16.00 185000.00 24.00 262000.00 6197.00 41829000.00 4.00 28000.00 8.00 47000.00 2792.00 23641000.00 2.00 12000.00 4.00 20000.00 1956.00 13579000.00 50.00 566000.00 62.00 733000.00 21692.00 148984000.00 25.00 285000.00 44.00 404000.00 8379.00 74048000.00 745.00 8428000.00 1072.00 12039000.00 260840.00 1900000000.00 745.00 8428000.00 1072.00 12039000.00 260840.00 1900000000.00 6.06 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 83000.00 22060000.00 266.00 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 36360000.00 19143.00 40900000.00 19143.00 1914300000.00 ES0382043059 BONOS SERIE F S E3M 2.10 1.55 60000.00 5224000.00 S 14300000.00 19584000.00 -19584000.00 ES0382043042 BONOS SERIE E NS E3M 2.10 1.55 69000.00 S 9180000.00 12880000.00 22129000.00 -12455000.00 ES0382043034 BONOS SERIE D NS E3M 0.55 0.00 S 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 129000.00 5224000.00 23480000.00 12880000.00 41713000.00 -32039000.00 1.55 1.59 3.93 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 1027000.00 4540000.00 92000.00 12511000.00 1556000.00 11581000.00 1027000.00 1877940000.00 92000.00 198844000.00 0.00 1873400000.00 1556000.00 197914000.00 ES0382043059 BONOS SERIE F 20130528 SYP D D CCC- ES0382043059 BONOS SERIE F 20211231 MDY C C Caa2 ES0382043042 BONOS SERIE E 20211231 SYP D D BB ES0382043042 BONOS SERIE E 20211231 MDY Ca Ca Ba2 ES0382043034 BONOS SERIE D 20130528 SYP --- --- BBB ES0382043034 BONOS SERIE D 20130528 MDY --- --- Baa2 ES0382043026 BONOS SERIE C 20211231 SYP --- --- A ES0382043026 BONOS SERIE C 20211231 MDY --- --- A2 ES0382043018 BONOS SERIE B 20190930 SYP --- --- AA ES0382043018 BONOS SERIE B 20150123 MDY --- --- Aa2 ES0382043000 BONOS SERIE A 20211231 SYP --- --- AAA ES0382043000 BONOS SERIE A 20211231 MDY --- --- Aaa 366000.00 582000.00 58444000.00 624000.00 910000.00 158040000.00 574000.00 1169000.00 161130000.00 866000.00 786000.00 363613000.00 1904000.00 1218000.00 599463000.00 32026000.00 36235000.00 550099000.00 23511000.00 36360000.00 40900000.00 1914300000.00 4.92 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 52.89 58.53 90.82 603000.00 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 0.00 0.00 5000.00 0.00 0.04 0.00 Nota de Valores 12.00 365.00 112000.00 158000.00 1.33 1.31 1.51 123161000.00 124326000.00 1461.33 1032.69 1340.34 123273000.00 124484000.00 1462.66 1034.00 1341.85 Modulo Adicional a la Nota de Valores Santander Financiacion 1 dic21.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 20211020 20210720 20210420 20210120 20201020 20200720 20200420 20200120 20191020 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1059000.00 1256000.00 1309000.00 1582000.00 1437000.00 1451000.00 1405000.00 1896000.00 1606000.00 -18000.00 -18000.00 -46000.00 -18000.00 -18000.00 -18000.00 -37000.00 -28000.00 -18000.00 77000.00 84000.00 93000.00 109000.00 137000.00 155000.00 161000.00 174000.00 187000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1118000.00 -1322000.00 -1356000.00 -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 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00