FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO NO 20200331 12833000.00 14092000.00 12833000.00 14092000.00 11600000.00 12565000.00 11603000.00 12562000.00 49000.00 88000.00 -52000.00 -85000.00 1233000.00 1527000.00 1233000.00 1527000.00 0.00 0.00 5540000.00 6248000.00 191000.00 191000.00 4028000.00 4333000.00 3902000.00 4195000.00 3903000.00 4192000.00 2000.00 2000.00 0.00 0.00 42000.00 14000.00 0.00 0.00 -45000.00 -13000.00 126000.00 138000.00 126000.00 138000.00 0.00 0.00 0.00 0.00 1321000.00 1724000.00 1321000.00 1724000.00 18373000.00 20340000.00 12479000.00 11963000.00 0.00 0.00 12479000.00 11963000.00 12479000.00 11963000.00 22697000.00 22408000.00 14300000.00 14300000.00 -24518000.00 -24745000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 4661000.00 6850000.00 0.00 0.00 4625000.00 6819000.00 4625000.00 6819000.00 3903000.00 4192000.00 0.00 0.00 -8939000.00 -8859000.00 170000.00 175000.00 9491000.00 11311000.00 0.00 0.00 573000.00 573000.00 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161000.00 -133000.00 161000.00 -133000.00 161000.00 -133000.00 161000.00 -161000.00 -210000.00 -161000.00 -210000.00 294000.00 49000.00 294000.00 49000.00 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 0.58 92.69 0.42 19.35 0.61 92.15 0.72 19.25 3.36 0.00 5.00 2000.00 2000.00 140000.00 142000.00 1.00 0.00 4000.00 4000.00 10.00 29000.00 29000.00 49000.00 78000.00 0.00 0.00 4.00 3000.00 3000.00 3000.00 70.00 10000.00 3000.00 13000.00 13000.00 90.00 44000.00 0.00 3000.00 47000.00 193000.00 0.00 240000.00 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 513000.00 364000.00 58444000.00 1300000.00 1573000.00 158040000.00 1498000.00 1667000.00 161130000.00 1493000.00 1751000.00 363613000.00 1062000.00 1096000.00 599463000.00 9399000.00 9737000.00 550099000.00 332000.00 668000.00 9211000.00 15597000.00 16856000.00 1900000000.00 5.63 5.74 9.00 17.17 16.95 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.21 0.21 7.00 14.00 14.00 11.75 0.00 0.00 1.72 239.00 3561000.00 245.00 3843000.00 37306.00 273997000.00 26.00 217000.00 29.00 236000.00 7801.00 61799000.00 9.00 160000.00 11.00 172000.00 4352.00 29102000.00 11.00 250000.00 12.00 270000.00 5736.00 40163000.00 40.00 538000.00 40.00 603000.00 24244.00 167722000.00 41.00 540000.00 42.00 572000.00 5523.00 41949000.00 81.00 995000.00 84.00 1096000.00 15281.00 102641000.00 36.00 366000.00 38.00 394000.00 9812.00 67764000.00 85.00 1045000.00 88.00 1128000.00 32338.00 243144000.00 2.00 21000.00 2.00 23000.00 358.00 2531000.00 32.00 369000.00 34.00 396000.00 5324.00 33636000.00 48.00 573000.00 50.00 604000.00 14259.00 76786000.00 368.00 5037000.00 382.00 5424000.00 56988.00 452804000.00 1.00 7000.00 502.00 3881000.00 33.00 343000.00 32.00 367000.00 6197.00 41829000.00 7.00 65000.00 7.00 71000.00 2792.00 23641000.00 5.00 29000.00 5.00 33000.00 1956.00 13579000.00 76.00 915000.00 80.00 1004000.00 21692.00 148984000.00 45.00 573000.00 46.00 613000.00 8379.00 74048000.00 1184.00 15597000.00 1228.00 16856000.00 260840.00 1900000000.00 1184.00 15597000.00 1228.00 16856000.00 260840.00 1900000000.00 4.24 4.07 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 475.00 475.00 475.00 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 40900000.00 19143.00 40900000.00 19143.00 1914300000.00 ES0382043059 BONOS SERIE F S E3M 2.10 1.71 63000.00 4684000.00 S 14300000.00 19047000.00 -19047000.00 ES0382043042 BONOS SERIE E NS E3M 2.10 1.71 107000.00 4807000.00 S 16682000.00 9918000.00 31514000.00 -14410000.00 ES0382043034 BONOS SERIE D NS E3M 0.55 0.16 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 170000.00 9491000.00 30982000.00 9918000.00 50561000.00 -33457000.00 1.70 1.69 ES0382043059 BONOS SERIE F 1725000.00 1725000.00 ES0382043042 BONOS SERIE E 2042000.00 6908000.00 4005000.00 ES0382043034 BONOS SERIE D 47500000.00 9496000.00 2023000.00 42364000.00 4000.00 9491000.00 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 0.00 1873400000.00 2042000.00 193241000.00 2023000.00 1868264000.00 4000.00 190333000.00 ES0382043059 BONOS SERIE F 20130528 SYP D D CCC - ES0382043059 BONOS SERIE F 20130528 MDY C C BB ES0382043042 BONOS SERIE E 20181231 SYP D D BBB ES0382043042 BONOS SERIE E 20151029 MDY Ca Ca A ES0382043034 BONOS SERIE D 20130528 SYP --- --- AA ES0382043034 BONOS SERIE D 20130528 MDY --- --- AAA ES0382043026 BONOS SERIE C 20150123 SYP --- --- Caa2 ES0382043026 BONOS SERIE C 20150123 MDY --- --- Ba2 ES0382043018 BONOS SERIE B 20190930 SYP --- --- Baa2 ES0382043018 BONOS SERIE B 20150123 MDY --- --- A2 ES0382043000 BONOS SERIE A 20130429 SYP --- --- Aa2 ES0382043000 BONOS SERIE A 20130429 MDY --- --- Aaa 513000.00 364000.00 58444000.00 1300000.00 1573000.00 158040000.00 1498000.00 1667000.00 161130000.00 1493000.00 1751000.00 363613000.00 1062000.00 1096000.00 599463000.00 9416000.00 9757000.00 550099000.00 25618000.00 24692000.00 23511000.00 40900000.00 40900000.00 1914300000.00 5.63 5.74 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 62.33 63.79 90.82 1359000.00 1666000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 35000.00 45000.00 0.22 0.27 0.19 35000.00 45000.00 0.22 0.27 0.19 Nota de Valores 12.00 88000.00 88000.00 0.56 0.52 0.53 125311000.00 125501000.00 803.43 744.55 752.29 125399000.00 125589000.00 803.99 745.07 752.82 Modulo Adicional a la Nota de Valores Santander Financiacion 1 MARZO 2020.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 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 20200101 20191001 20190701 20190401 20190101 20181001 20180701 20180401 20180101 20171001 20170701 20170401 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1896000.00 1606000.00 1874000.00 1999000.00 1833000.00 1990000.00 2272000.00 2224000.00 2628000.00 2366000.00 2717000.00 2851000.00 -28000.00 -18000.00 -18000.00 -37000.00 -26000.00 -22000.00 -18000.00 -34000.00 -27000.00 -21000.00 -18000.00 -22000.00 174000.00 187000.00 197000.00 212000.00 221000.00 239000.00 241000.00 242000.00 274000.00 283000.00 290000.00 298000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -2042000.00 -1775000.00 -2053000.00 -2174000.00 -2028000.00 -2207000.00 -2495000.00 -2432000.00 -2875000.00 -2628000.00 -2989000.00 -3127000.00 0.00 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