FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 17822000.00 19151000.00 17822000.00 19151000.00 16107000.00 17387000.00 16090000.00 17372000.00 0.00 61000.00 46000.00 0.00 -44000.00 -31000.00 0.00 1715000.00 1764000.00 1715000.00 1764000.00 0.00 0.00 7372000.00 7574000.00 228000.00 261000.00 5387000.00 5768000.00 5226000.00 5596000.00 5143000.00 5491000.00 3000.00 3000.00 0.00 293000.00 304000.00 0.00 -213000.00 -202000.00 0.00 161000.00 172000.00 161000.00 172000.00 0.00 0.00 0.00 0.00 1757000.00 1545000.00 1757000.00 1545000.00 25194000.00 26725000.00 11060000.00 12345000.00 0.00 0.00 11060000.00 12345000.00 11060000.00 12345000.00 26593000.00 1668000.00 14300000.00 40900000.00 -29833000.00 -30223000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12419000.00 12616000.00 0.00 0.00 12383000.00 12585000.00 12383000.00 12585000.00 5136000.00 5491000.00 7000.00 -4424000.00 -4343000.00 181000.00 183000.00 11483000.00 11254000.00 0.00 0.00 573000.00 573000.00 -645000.00 -645000.00 1000.00 72000.00 71000.00 0.00 0.00 0.00 0.00 36000.00 31000.00 13000.00 14000.00 13000.00 14000.00 263000.00 257000.00 17631000.00 17631000.00 -17894000.00 -17888000.00 23000.00 17000.00 1715000.00 1764000.00 1715000.00 1764000.00 25194000.00 26725000.00 34000.00 149000.00 34000.00 149000.00 34000.00 149000.00 34000.00 149000.00 -232000.00 -232000.00 -232000.00 -232000.00 -231000.00 -231000.00 -231000.00 -231000.00 -1000.00 -1000.00 -1000.00 -1000.00 210000.00 251000.00 210000.00 251000.00 12000.00 168000.00 12000.00 168000.00 0.00 0.00 0.00 0.00 -41000.00 -40000.00 -41000.00 -40000.00 -14000.00 -16000.00 -14000.00 -16000.00 -3000.00 -2000.00 -3000.00 -2000.00 -1000.00 -1000.00 -11000.00 -13000.00 -11000.00 -13000.00 -27000.00 -24000.00 -27000.00 -24000.00 -17000.00 -18000.00 -17000.00 -18000.00 -6000.00 -6000.00 -6000.00 -6000.00 -4000.00 -4000.00 317000.00 414000.00 317000.00 414000.00 317000.00 414000.00 317000.00 414000.00 0.00 0.00 0.00 0.00 15000.00 14000.00 15000.00 14000.00 -303000.00 -556000.00 -303000.00 -556000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 199000.00 253000.00 199000.00 253000.00 231000.00 281000.00 231000.00 281000.00 14000.00 19000.00 14000.00 19000.00 -4000.00 -10000.00 -4000.00 -10000.00 235000.00 293000.00 235000.00 293000.00 -14000.00 -19000.00 -14000.00 -19000.00 -2000.00 -2000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -14000.00 -10000.00 -14000.00 -10000.00 -14000.00 -10000.00 -14000.00 -10000.00 13000.00 -559000.00 13000.00 -559000.00 13000.00 -558000.00 13000.00 -558000.00 880000.00 1061000.00 880000.00 1061000.00 335000.00 282000.00 335000.00 282000.00 365000.00 486000.00 365000.00 486000.00 408000.00 454000.00 408000.00 454000.00 48000.00 24000.00 48000.00 24000.00 -2023000.00 -2865000.00 -2023000.00 -2865000.00 0.00 -1000.00 0.00 -1000.00 -1000.00 -1000.00 212000.00 -306000.00 212000.00 -306000.00 1545000.00 2235000.00 1545000.00 2235000.00 1757000.00 1929000.00 1757000.00 1929000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 161000.00 -582000.00 161000.00 -582000.00 161000.00 -582000.00 161000.00 -582000.00 -210000.00 287000.00 -210000.00 287000.00 49000.00 295000.00 49000.00 295000.00 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 1.64 90.16 0.94 18.98 1.51 89.50 0.99 18.90 3.36 0.00 14.00 4000.00 4000.00 332000.00 336000.00 2.00 2000.00 2000.00 35000.00 37000.00 3.00 0.00 61000.00 61000.00 0.00 0.00 0.00 0.00 101.00 293000.00 3000.00 296000.00 296000.00 120.00 299000.00 0.00 3000.00 302000.00 428000.00 0.00 730000.00 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 546000.00 624000.00 58444000.00 1357000.00 978000.00 158040000.00 2343000.00 2860000.00 161130000.00 2260000.00 2370000.00 363613000.00 2059000.00 2416000.00 599463000.00 11246000.00 11646000.00 550099000.00 1776000.00 2319000.00 9211000.00 21587000.00 23213000.00 1900000000.00 5.96 6.09 9.00 16.24 16.02 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.26 0.25 7.00 12.50 12.50 11.75 0.00 0.00 1.72 285.00 4908000.00 290.00 5193000.00 37306.00 273997000.00 40.00 365000.00 43.00 407000.00 7801.00 61799000.00 11.00 188000.00 12.00 207000.00 4352.00 29102000.00 11.00 335000.00 12.00 356000.00 5736.00 40163000.00 41.00 794000.00 45.00 869000.00 24244.00 167722000.00 45.00 702000.00 45.00 738000.00 5523.00 41949000.00 90.00 1414000.00 92.00 1565000.00 15281.00 102641000.00 48.00 538000.00 49.00 585000.00 9812.00 67764000.00 105.00 1560000.00 108.00 1707000.00 32338.00 243144000.00 3.00 36000.00 3.00 38000.00 358.00 2531000.00 34.00 491000.00 39.00 523000.00 5324.00 33636000.00 51.00 759000.00 51.00 812000.00 14259.00 76786000.00 432.00 6851000.00 455.00 7395000.00 56988.00 452804000.00 1.00 11000.00 1.00 12000.00 502.00 3881000.00 32.00 459000.00 32.00 488000.00 6197.00 41829000.00 7.00 89000.00 8.00 96000.00 2792.00 23641000.00 5.00 44000.00 5.00 48000.00 1956.00 13579000.00 98.00 1302000.00 99.00 1386000.00 21692.00 148984000.00 51.00 741000.00 52.00 788000.00 8379.00 74048000.00 1390.00 21587000.00 1441.00 23213000.00 260840.00 1900000000.00 1390.00 21587000.00 1441.00 23213000.00 260840.00 1900000000.00 3.56 3.40 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 100000.00 26600000.00 266.00 100000.00 26600000.00 266.00 100000.00 26600000.00 ES0382043034 BONOS SERIE D 475.00 11000.00 5136000.00 475.00 15000.00 7159000.00 475.00 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 46036000.00 19143.00 48059000.00 19143.00 1914300000.00 ES0382043059 BONOS SERIE F S E3M 2.10 1.79 63000.00 4361000.00 S 14300000.00 0.00 18724000.00 -18724000.00 ES0382043042 BONOS SERIE E S E3M 2.10 1.79 116000.00 7122000.00 S 22648000.00 3952000.00 33838000.00 -15533000.00 ES0382043034 BONOS SERIE D NS E3M 0.55 0.24 2000.00 S 0.00 5136000.00 5138000.00 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 181000.00 11483000.00 36948000.00 9088000.00 57700000.00 -34257000.00 1.61 1.55 ES0382043059 BONOS SERIE F 1725000.00 1725000.00 ES0382043042 BONOS SERIE E 4005000.00 4005000.00 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 ES0382043034 BONOS SERIE D 2023000.00 42364000.00 4000.00 9491000.00 2865000.00 33227000.00 10000.00 9466000.00 2023000.00 1868264000.00 4000.00 190333000.00 2865000.00 1859127000.00 10000.00 190308000.00 ES0382043059 BONOS SERIE F 20130528 SYP D D CCC - ES0382043042 BONOS SERIE E 20130528 SYP D D BB ES0382043034 BONOS SERIE D 20181231 SYP A A 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 20180930 MDY A1 A1 Baa2 ES0382043026 BONOS SERIE C 20150123 MDY --- --- A2 ES0382043018 BONOS SERIE B 20130429 MDY --- --- Aa2 ES0382043000 BONOS SERIE A 20130429 MDY --- --- Aaa 546000.00 624000.00 58444000.00 1357000.00 978000.00 158040000.00 2343000.00 2860000.00 161130000.00 2260000.00 2370000.00 363613000.00 2059000.00 2416000.00 599463000.00 11263000.00 11664000.00 550099000.00 26208000.00 27147000.00 23511000.00 46036000.00 48059000.00 1914300000.00 5.96 6.09 9.00 0.00 0.00 14300000.00 14300000.00 14300000.00 7150000.00 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 0 0 0 0 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 S S S 8.90 12.04 90.82 1876000.00 1936000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 0.00 4000.00 0.00 0.02 0.00 0.00 4000.00 0.00 0.02 0.00 Nota de Valores 12.00 362000.00 347000.00 1.68 1.49 1.55 126237000.00 126600000.00 584.78 545.38 558.87 126599000.00 126947000.00 586.46 546.87 560.42 Modulo Adicional a la Nota de Valores Santander Financiacion 1 MAR19.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 0.025 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S N S 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 20190101 20181001 20180701 20180401 20180101 20171001 20170701 20170401 20170101 20160101 20160401 20160701 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1833000.00 1990000.00 2272000.00 2224000.00 2628000.00 2366000.00 2717000.00 2851000.00 4126000.00 4758000.00 4228000.00 4181000.00 -26000.00 -22000.00 -18000.00 -34000.00 -27000.00 -21000.00 -18000.00 -22000.00 -37000.00 -27000.00 -31000.00 -22000.00 221000.00 239000.00 241000.00 242000.00 274000.00 283000.00 290000.00 298000.00 313000.00 374000.00 352000.00 329000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -2028000.00 -2207000.00 -2495000.00 -2432000.00 -2875000.00 -2628000.00 -2989000.00 -3127000.00 -4402000.00 -5105000.00 -4549000.00 -4488000.00 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 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00