FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO SI 20220331 6028000.00 6578000.00 6028000.00 6578000.00 5548000.00 6042000.00 5536000.00 6042000.00 53000.00 75000.00 -41000.00 -75000.00 480000.00 536000.00 480000.00 536000.00 0.00 0.00 3163000.00 3674000.00 184000.00 184000.00 1847000.00 2373000.00 1787000.00 2306000.00 1765000.00 2286000.00 1000.00 1000.00 0.00 0.00 23000.00 25000.00 16000.00 28000.00 -18000.00 -34000.00 60000.00 67000.00 60000.00 67000.00 0.00 0.00 0.00 0.00 1132000.00 1117000.00 1132000.00 1117000.00 9191000.00 10252000.00 6856000.00 7319000.00 0.00 0.00 6856000.00 7319000.00 6856000.00 7319000.00 19161000.00 19774000.00 14300000.00 14300000.00 -26605000.00 -26755000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1855000.00 2397000.00 0.00 0.00 1829000.00 2355000.00 1829000.00 2355000.00 1765000.00 2286000.00 0.00 0.00 -5357000.00 -5284000.00 122000.00 129000.00 5299000.00 5224000.00 0.00 0.00 573000.00 573000.00 -649000.00 -649000.00 0.00 0.00 76000.00 76000.00 0.00 0.00 0.00 0.00 26000.00 42000.00 14000.00 14000.00 14000.00 14000.00 335000.00 329000.00 17631000.00 17631000.00 -17966000.00 -17960000.00 12000.00 28000.00 480000.00 536000.00 480000.00 536000.00 9191000.00 10252000.00 47000.00 31000.00 47000.00 31000.00 47000.00 31000.00 47000.00 31000.00 -155000.00 -174000.00 -155000.00 -174000.00 -155000.00 -174000.00 -155000.00 -174000.00 61000.00 95000.00 61000.00 95000.00 -47000.00 -48000.00 -47000.00 -48000.00 0.00 0.00 0.00 0.00 -26000.00 -45000.00 -26000.00 -45000.00 -3000.00 -22000.00 -3000.00 -22000.00 -2000.00 -3000.00 -2000.00 -3000.00 -1000.00 -19000.00 -1000.00 -19000.00 -23000.00 -23000.00 -23000.00 -23000.00 -17000.00 -17000.00 -17000.00 -17000.00 -6000.00 -6000.00 -6000.00 -6000.00 0.00 0.00 0.00 0.00 0.00 177000.00 255000.00 177000.00 255000.00 177000.00 255000.00 177000.00 255000.00 0.00 0.00 0.00 0.00 -33000.00 -1000.00 -33000.00 -1000.00 -71000.00 -161000.00 -71000.00 -161000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -42000.00 -546000.00 -42000.00 -531000.00 -5000.00 -527000.00 -5000.00 -512000.00 14000.00 7000.00 14000.00 7000.00 -87000.00 -643000.00 -87000.00 -628000.00 91000.00 130000.00 91000.00 130000.00 -23000.00 -21000.00 -23000.00 -21000.00 0.00 0.00 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 -19000.00 -1000.00 -19000.00 -1000.00 -19000.00 -1000.00 -19000.00 -1000.00 57000.00 278000.00 57000.00 263000.00 58000.00 278000.00 58000.00 278000.00 321000.00 525000.00 321000.00 525000.00 118000.00 158000.00 118000.00 158000.00 475000.00 287000.00 475000.00 287000.00 279000.00 337000.00 279000.00 337000.00 1000.00 1000.00 -1135000.00 -1030000.00 -1135000.00 -1030000.00 -1000.00 0.00 -1000.00 -15000.00 0.00 -15000.00 -1000.00 -1000.00 15000.00 -268000.00 15000.00 -268000.00 1117000.00 1437000.00 1117000.00 1437000.00 1132000.00 1169000.00 1132000.00 1169000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5000.00 -301000.00 5000.00 -301000.00 5000.00 -301000.00 5000.00 -301000.00 -61000.00 -95000.00 -61000.00 -95000.00 56000.00 396000.00 56000.00 396000.00 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 1.03 96.40 0.19 24.85 0.94 95.91 0.23 20.15 3.36 0.00 4.00 0.00 0.00 0.00 0.00 2.00 0.00 163000.00 163000.00 0.00 0.00 0.00 0.00 65.00 23000.00 16000.00 17000.00 56000.00 53000.00 109000.00 71.00 23000.00 16000.00 17000.00 56000.00 216000.00 0.00 272000.00 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 34000.00 366000.00 58444000.00 538000.00 624000.00 158040000.00 569000.00 574000.00 161130000.00 1217000.00 866000.00 363613000.00 1535000.00 1904000.00 599463000.00 3484000.00 4094000.00 550099000.00 9211000.00 7377000.00 8428000.00 1900000000.00 5.60 4.92 9.00 19.05 18.74 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.21 7.00 14.00 12.50 11.75 0.00 0.00 1.72 155.00 1455000.00 167.00 1911000.00 37306.00 273997000.00 17.00 85000.00 17.00 96000.00 7801.00 61799000.00 6.00 66000.00 6.00 72000.00 4352.00 29102000.00 6.00 127000.00 7.00 133000.00 5736.00 40163000.00 22.00 300000.00 22.00 341000.00 24244.00 167722000.00 24.00 290000.00 25.00 308000.00 5523.00 41949000.00 34.00 372000.00 38.00 410000.00 15281.00 102641000.00 18.00 152000.00 20.00 187000.00 9812.00 67764000.00 52.00 473000.00 57.00 518000.00 32338.00 243144000.00 1.00 5000.00 2.00 7000.00 358.00 2531000.00 14.00 137000.00 14.00 147000.00 5324.00 33636000.00 28.00 236000.00 29.00 276000.00 14259.00 76786000.00 227.00 2728000.00 244.00 2946000.00 56988.00 452804000.00 1.00 502.00 3881000.00 14.00 161000.00 16.00 185000.00 6197.00 41829000.00 3.00 23000.00 4.00 28000.00 2792.00 23641000.00 2.00 10000.00 2.00 12000.00 1956.00 13579000.00 52.00 503000.00 50.00 566000.00 21692.00 148984000.00 23.00 254000.00 25.00 285000.00 8379.00 74048000.00 699.00 7377000.00 745.00 8428000.00 260840.00 1900000000.00 699.00 7377000.00 745.00 8428000.00 260840.00 1900000000.00 2.35 6.06 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 79000.00 20926000.00 266.00 83000.00 22060000.00 266.00 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 35226000.00 19143.00 36360000.00 19143.00 1914300000.00 ES0382043059 BONOS SERIE F S E3M 2.10 1.54 58000.00 5299000.00 S 14300000.00 19657000.00 -19657000.00 ES0382043042 BONOS SERIE E NS E3M 2.10 1.54 64000.00 S 8358000.00 12568000.00 20990000.00 -12305000.00 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 122000.00 5299000.00 22658000.00 12568000.00 40647000.00 -31962000.00 1.54 1.55 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 1135000.00 5675000.00 87000.00 12598000.00 1030000.00 1030000.00 643000.00 12224000.00 1135000.00 1879075000.00 87000.00 198931000.00 1030000.00 1874430000.00 643000.00 198557000.00 ES0382043034 BONOS SERIE D SYP --- --- BBB ES0382043034 BONOS SERIE D MDY --- --- Baa2 ES0382043026 BONOS SERIE C SYP --- --- A ES0382043026 BONOS SERIE C MDY --- --- A2 ES0382043018 BONOS SERIE B SYP --- --- AA ES0382043018 BONOS SERIE B MDY --- --- Aa2 ES0382043000 BONOS SERIE A SYP --- --- AAA ES0382043000 BONOS SERIE A MDY --- --- Aaa ES0382043059 BONOS SERIE F 20130528 SYP D D CCC- ES0382043059 BONOS SERIE F 20150123 MDY C C Caa2 ES0382043042 BONOS SERIE E 20130528 SYP D D BB ES0382043042 BONOS SERIE E 20150123 MDY Ca Ca Ba2 34000.00 366000.00 58444000.00 538000.00 624000.00 158040000.00 569000.00 574000.00 161130000.00 1217000.00 866000.00 363613000.00 1535000.00 1904000.00 599463000.00 31333000.00 32026000.00 550099000.00 23511000.00 35226000.00 36360000.00 1914300000.00 5.60 4.92 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 51.48 52.89 90.82 541000.00 603000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Nota de Valores 12.00 365.00 59000.00 112000.00 0.80 1.33 1.34 123019000.00 123161000.00 1667.60 1461.33 1473.82 123078000.00 123273000.00 1668.40 1462.66 1475.16 Modulo Adicional a la Nota de Valores Santander Financiacion 1 mar22.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 20220120 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 0.00 1190000.00 1059000.00 1256000.00 1309000.00 1582000.00 1437000.00 1451000.00 1405000.00 1896000.00 1606000.00 -36000.00 -18000.00 -18000.00 -46000.00 -18000.00 -18000.00 -18000.00 -37000.00 -28000.00 -18000.00 68000.00 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 0.00 -1222000.00 -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 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