FTAP 8597 F.T.A.SANTANDER FINANCIACION 1 Santander de Titulizacion S.G.F.T., S.A NO NO 20181231 Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan a los estados S.05.2.C y S.05.3.B 19151000.00 24630000.00 19151000.00 24630000.00 17387000.00 22785000.00 17372000.00 22771000.00 0.00 0.00 46000.00 81000.00 0.00 0.00 -31000.00 -67000.00 0.00 0.00 1764000.00 1845000.00 1764000.00 1845000.00 0.00 0.00 7574000.00 9776000.00 261000.00 271000.00 5768000.00 7270000.00 5596000.00 7055000.00 5491000.00 6999000.00 3000.00 4000.00 0.00 0.00 304000.00 314000.00 0.00 0.00 -202000.00 -262000.00 0.00 0.00 172000.00 214000.00 172000.00 214000.00 0.00 1000.00 1000.00 0.00 0.00 1545000.00 2235000.00 1545000.00 2235000.00 26725000.00 34406000.00 12345000.00 19017000.00 0.00 0.00 12345000.00 19017000.00 12345000.00 19017000.00 1668000.00 10140000.00 40900000.00 40900000.00 -30223000.00 -32023000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12616000.00 13544000.00 0.00 0.00 12585000.00 13510000.00 12585000.00 13510000.00 5491000.00 6999000.00 -4343000.00 -4019000.00 183000.00 189000.00 11254000.00 10341000.00 0.00 0.00 573000.00 573000.00 -645000.00 -643000.00 1000.00 1000.00 71000.00 69000.00 0.00 0.00 0.00 0.00 31000.00 34000.00 14000.00 14000.00 14000.00 14000.00 257000.00 233000.00 17631000.00 17631000.00 -17888000.00 -17864000.00 17000.00 20000.00 1764000.00 1845000.00 1764000.00 1845000.00 26725000.00 34406000.00 56000.00 235000.00 369000.00 572000.00 56000.00 235000.00 369000.00 572000.00 -236000.00 -237000.00 -940000.00 -947000.00 -236000.00 -237000.00 -937000.00 -945000.00 -2000.00 -2000.00 -1000.00 226000.00 275000.00 955000.00 1144000.00 46000.00 273000.00 384000.00 769000.00 0.00 0.00 0.00 0.00 -41000.00 -39000.00 -134000.00 -135000.00 -11000.00 -14000.00 -32000.00 -36000.00 -2000.00 -3000.00 -9000.00 -10000.00 -1000.00 -5000.00 -9000.00 -10000.00 -23000.00 -21000.00 -30000.00 -25000.00 -102000.00 -99000.00 -17000.00 -17000.00 -70000.00 -70000.00 -6000.00 -6000.00 -24000.00 -24000.00 -7000.00 -2000.00 -8000.00 -5000.00 229000.00 525000.00 1212000.00 1846000.00 229000.00 525000.00 1212000.00 1846000.00 0.00 0.00 0.00 0.00 -7000.00 -9000.00 -12000.00 -36000.00 -227000.00 -750000.00 -1450000.00 -2444000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 218000.00 265000.00 918000.00 1071000.00 246000.00 288000.00 1028000.00 1206000.00 14000.00 18000.00 66000.00 83000.00 -6000.00 -11000.00 -30000.00 -56000.00 255000.00 301000.00 1066000.00 1285000.00 -16000.00 -18000.00 -70000.00 -101000.00 0.00 -2000.00 0.00 -5000.00 0.00 -1000.00 -4000.00 -17000.00 -17000.00 -70000.00 -70000.00 -17000.00 -17000.00 -70000.00 -70000.00 0.00 0.00 0.00 0.00 -11000.00 -6000.00 -40000.00 -65000.00 0.00 0.00 0.00 0.00 -11000.00 -6000.00 -40000.00 -65000.00 0.00 -316000.00 0.00 -1608000.00 -2448000.00 0.00 0.00 -316000.00 0.00 -1607000.00 -2447000.00 913000.00 1144000.00 4069000.00 4810000.00 303000.00 536000.00 1132000.00 1528000.00 286000.00 495000.00 1516000.00 2168000.00 383000.00 437000.00 1625000.00 2127000.00 0.00 4000.00 30000.00 10000.00 -2201000.00 -2616000.00 -9979000.00 -13090000.00 0.00 0.00 -1000.00 -1000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -98000.00 265000.00 -690000.00 -1377000.00 1643000.00 1970000.00 2235000.00 3612000.00 1545000.00 2235000.00 1545000.00 2235000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -470000.00 84000.00 874000.00 514000.00 -470000.00 84000.00 874000.00 514000.00 -226000.00 -275000.00 -955000.00 -1144000.00 696000.00 191000.00 81000.00 630000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.51 89.50 0.99 18.90 1.31 86.77 0.94 18.77 3.36 0.00 12.00 3000.00 3000.00 3000.00 0.00 0.00 0.00 46000.00 46000.00 0.00 0.00 5.00 4000.00 4000.00 4000.00 85.00 300000.00 4000.00 304000.00 304000.00 102.00 307000.00 0.00 4000.00 311000.00 46000.00 0.00 357000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 624000.00 786000.00 58444000.00 978000.00 861000.00 158040000.00 2860000.00 1640000.00 161130000.00 2370000.00 4176000.00 363613000.00 2416000.00 3073000.00 599463000.00 11646000.00 13944000.00 550099000.00 2319000.00 5685000.00 9211000.00 23213000.00 30165000.00 1900000000.00 6.09 6.71 9.00 16.02 15.08 2.23 0.00 0.00 0.00 0.00 0.00 0.00 0.25 0.26 7.00 12.50 14.00 11.75 0.00 0.00 1.72 290.00 5193000.00 332.00 6595000.00 37306.00 273997000.00 43.00 407000.00 51.00 588000.00 7801.00 61799000.00 12.00 207000.00 15.00 276000.00 4352.00 29102000.00 12.00 356000.00 20.00 464000.00 5736.00 40163000.00 45.00 869000.00 72.00 1144000.00 24244.00 167722000.00 45.00 738000.00 51.00 949000.00 5523.00 41949000.00 92.00 1565000.00 113.00 2050000.00 15281.00 102641000.00 49.00 585000.00 55.00 828000.00 9812.00 67764000.00 108.00 1707000.00 154.00 2156000.00 32338.00 243144000.00 3.00 38000.00 3.00 49000.00 358.00 2531000.00 39.00 523000.00 42.00 658000.00 5324.00 33636000.00 51.00 812000.00 57.00 992000.00 14259.00 76786000.00 455.00 7395000.00 548.00 9534000.00 56988.00 452804000.00 1.00 12000.00 1.00 18000.00 502.00 3881000.00 32.00 488000.00 37.00 606000.00 6197.00 41829000.00 8.00 96000.00 11.00 196000.00 2792.00 23641000.00 5.00 48000.00 6.00 63000.00 1956.00 13579000.00 99.00 1386000.00 136.00 1933000.00 21692.00 148984000.00 52.00 788000.00 59.00 1066000.00 8379.00 74048000.00 1441.00 23213000.00 1763.00 30165000.00 260840.00 1900000000.00 1441.00 23213000.00 1763.00 30165000.00 260840.00 1900000000.00 3.40 3.03 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 15000.00 7159000.00 475.00 36000.00 17138000.00 475.00 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 48059000.00 19143.00 58038000.00 19143.00 1914300000.00 ES0382043059 BONOS SERIE F S E3M 2.10 1.78 64000.00 4279000.00 S 14300000.00 18643000.00 -18643000.00 ES0382043042 BONOS SERIE E S E3M 2.10 1.78 116000.00 6975000.00 S 24671448.00 1928552.00 33691000.00 -15923000.00 ES0382043034 BONOS SERIE D NS E3M 0.55 0.23 3000.00 S 0.00 7159000.00 7162000.00 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 183000.00 11254000.00 38971448.00 9087552.00 59496000.00 -34566000.00 1.55 1.31 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 2201000.00 40341000.00 6000.00 9487000.00 2616000.00 30362000.00 11000.00 9466000.00 2201000.00 1866241000.00 6000.00 190329000.00 2616000.00 1856262000.00 11000.00 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 CCC- BBB ES0382043026 BONOS SERIE C 20151029 SYP --- BBB+ 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 Ba3 Baa2 ES0382043026 BONOS SERIE C 20150123 MDY --- Aa2 A2 ES0382043018 BONOS SERIE B 20130429 MDY --- --- Aa2 ES0382043000 BONOS SERIE A 20130429 MDY --- --- Aaa 624000.00 786000.00 58444000.00 978000.00 861000.00 158040000.00 2860000.00 1640000.00 161130000.00 2370000.00 4176000.00 363613000.00 2416000.00 3073000.00 599463000.00 11664000.00 13959000.00 550099000.00 27147000.00 33543000.00 23511000.00 48059000.00 58038000.00 1914300000.00 6.09 6.71 9.00 0.00 0.00 14300000.00 14300000.00 14300000.00 7150000.00 0.00 0.00 0.75 SANTANDER SANTANDER UK 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 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 S S S 12.04 24.99 90.82 1936000.00 2059000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 4000.00 72000.00 0.02 0.24 0.14 4000.00 72000.00 0.02 0.24 0.14 Nota de Valores 12.00 347000.00 371000.00 1.49 1.23 1.46 126600000.00 128705000.00 545.38 426.66 521.28 126947000.00 129076000.00 546.88 427.89 522.74 Modulo Adicional a la Nota de Valores Santander Financiacion 1 dic18.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 20181001 20180701 20180401 20180101 20171001 20170701 20170401 20170101 20160101 20160401 20160701 20161001 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1990000.00 2272000.00 2224000.00 2628000.00 2366000.00 2717000.00 2851000.00 4126000.00 4758000.00 4228000.00 4181000.00 3257000.00 -22000.00 -18000.00 -34000.00 -27000.00 -21000.00 -18000.00 -22000.00 -37000.00 -27000.00 -31000.00 -22000.00 -18000.00 239000.00 241000.00 242000.00 274000.00 283000.00 290000.00 298000.00 313000.00 374000.00 352000.00 329000.00 337000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -2207000.00 -2495000.00 -2432000.00 -2875000.00 -2628000.00 -2989000.00 -3127000.00 -4402000.00 -5105000.00 -4549000.00 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