FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO NO 20200630 11777000.00 14092000.00 11777000.00 14092000.00 10707000.00 12565000.00 10703000.00 12562000.00 51000.00 88000.00 -47000.00 -85000.00 1070000.00 1527000.00 1070000.00 1527000.00 0.00 0.00 5245000.00 6248000.00 183000.00 191000.00 3793000.00 4333000.00 3669000.00 4195000.00 3661000.00 4192000.00 2000.00 2000.00 0.00 0.00 70000.00 14000.00 1000.00 0.00 -65000.00 -13000.00 124000.00 138000.00 124000.00 138000.00 0.00 0.00 0.00 0.00 1269000.00 1724000.00 1269000.00 1724000.00 17022000.00 20340000.00 8744000.00 11963000.00 0.00 0.00 8744000.00 11963000.00 8744000.00 11963000.00 22939000.00 22408000.00 14300000.00 14300000.00 -28495000.00 -24745000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 7208000.00 6850000.00 0.00 0.00 7187000.00 6819000.00 7187000.00 6819000.00 3661000.00 4192000.00 0.00 0.00 -4833000.00 -8859000.00 182000.00 175000.00 8177000.00 11311000.00 0.00 0.00 573000.00 573000.00 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0.00 0.00 0.00 0.00 0.00 0.00 -4000.00 226000.00 -137000.00 387000.00 -4000.00 226000.00 -137000.00 387000.00 -159000.00 -202000.00 -320000.00 -412000.00 163000.00 -24000.00 457000.00 25000.00 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 0.83 93.17 0.00 18.07 0.61 92.15 0.72 19.25 3.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 17.00 30000.00 1000.00 31000.00 49000.00 80000.00 0.00 0.00 70.00 40000.00 1000.00 41000.00 2000.00 43000.00 87.00 70000.00 1000.00 1000.00 72000.00 51000.00 0.00 123000.00 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 616000.00 364000.00 58444000.00 1241000.00 1573000.00 158040000.00 1349000.00 1667000.00 161130000.00 1299000.00 1751000.00 363613000.00 1077000.00 1096000.00 599463000.00 8903000.00 9737000.00 550099000.00 668000.00 9211000.00 14485000.00 16856000.00 1900000000.00 5.48 5.74 9.00 17.40 16.95 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.22 0.21 7.00 14.00 14.00 11.75 0.00 0.00 1.72 234.00 3341000.00 245.00 3843000.00 37306.00 273997000.00 26.00 197000.00 29.00 236000.00 7801.00 61799000.00 9.00 148000.00 11.00 172000.00 4352.00 29102000.00 11.00 230000.00 12.00 270000.00 5736.00 40163000.00 31.00 511000.00 40.00 603000.00 24244.00 167722000.00 40.00 508000.00 42.00 572000.00 5523.00 41949000.00 78.00 899000.00 84.00 1096000.00 15281.00 102641000.00 33.00 325000.00 38.00 394000.00 9812.00 67764000.00 81.00 973000.00 88.00 1128000.00 32338.00 243144000.00 2.00 19000.00 2.00 23000.00 358.00 2531000.00 30.00 341000.00 34.00 396000.00 5324.00 33636000.00 47.00 539000.00 50.00 604000.00 14259.00 76786000.00 360.00 4733000.00 382.00 5424000.00 56988.00 452804000.00 1.00 7000.00 502.00 3881000.00 29.00 317000.00 32.00 367000.00 6197.00 41829000.00 7.00 59000.00 7.00 71000.00 2792.00 23641000.00 5.00 25000.00 5.00 33000.00 1956.00 13579000.00 73.00 851000.00 80.00 1004000.00 21692.00 148984000.00 43.00 469000.00 46.00 613000.00 8379.00 74048000.00 1139.00 14485000.00 1228.00 16856000.00 260840.00 1900000000.00 1139.00 14485000.00 1228.00 16856000.00 260840.00 1900000000.00 4.43 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 1.88 69000.00 4763000.00 S 14300000.00 19132000.00 -19133000.00 ES0382043042 BONOS SERIE E NS E3M 2.10 1.88 113000.00 3414000.00 S 15510000.00 11090000.00 30127000.00 -14195000.00 ES0382043034 BONOS SERIE D NS E3M 0.55 0.33 S ES0382043026 BONOS SERIE C NS E3M 0.26 0.04 S ES0382043018 BONOS SERIE B NS E3M 0.18 0.00 N ES0382043000 BONOS SERIE A NS E3M 0.15 0.00 N 182000.00 8177000.00 29810000.00 11090000.00 49259000.00 -33328000.00 1.87 1.69 ES0382043059 BONOS SERIE F 1725000.00 1725000.00 ES0382043042 BONOS SERIE E 1529000.00 8437000.00 4005000.00 ES0382043034 BONOS SERIE D 47500000.00 9496000.00 2171000.00 44535000.00 3000.00 9494000.00 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 1529000.00 194770000.00 2171000.00 1870435000.00 3000.00 190336000.00 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 616000.00 364000.00 58444000.00 1241000.00 1573000.00 158040000.00 1349000.00 1667000.00 161130000.00 1299000.00 1751000.00 363613000.00 1077000.00 1096000.00 599463000.00 35318000.00 9757000.00 550099000.00 24692000.00 23511000.00 40900000.00 40900000.00 1914300000.00 5.48 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 61.16 63.79 90.82 1192000.00 1666000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 37000.00 45000.00 0.26 0.27 0.22 37000.00 45000.00 0.26 0.27 0.22 Nota de Valores 12.00 100000.00 88000.00 0.69 0.52 0.57 125026000.00 125501000.00 863.14 744.55 807.89 125126000.00 125589000.00 863.83 745.07 808.46 Modulo Adicional a la Nota de Valores Santander Financiacion 1 jun20.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 20200401 20200101 20191001 20190701 20190401 20190101 20181001 20180701 20180401 20180101 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1405000.00 1896000.00 1606000.00 1874000.00 1999000.00 1833000.00 1990000.00 2272000.00 2224000.00 2628000.00 -37000.00 -28000.00 -18000.00 -18000.00 -37000.00 -26000.00 -22000.00 -18000.00 -34000.00 -27000.00 161000.00 174000.00 187000.00 197000.00 212000.00 221000.00 239000.00 241000.00 242000.00 274000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1529000.00 -2042000.00 -1775000.00 -2053000.00 -2174000.00 -2028000.00 -2207000.00 -2495000.00 -2432000.00 -2875000.00 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