FTAP 8126 F.T.H. U.C.I. 12 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.03 y S.05.2.C 196826000.00 215782000.00 196826000.00 215782000.00 196826000.00 215782000.00 189997000.00 209724000.00 0.00 0.00 7267000.00 6126000.00 0.00 0.00 -438000.00 -68000.00 0.00 0.00 0.00 0.00 0.00 0.00 53470000.00 56815000.00 4586000.00 5546000.00 38032000.00 40493000.00 38032000.00 40493000.00 25965000.00 28057000.00 1053000.00 1086000.00 39000.00 47000.00 10911000.00 10705000.00 769000.00 724000.00 -705000.00 -126000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 10852000.00 10776000.00 10852000.00 10776000.00 250296000.00 272597000.00 208597000.00 226847000.00 0.00 0.00 208597000.00 226847000.00 198247000.00 216497000.00 165447000.00 183697000.00 32800000.00 32800000.00 0.00 0.00 0.00 10350000.00 10350000.00 10350000.00 10350000.00 0.00 0.00 0.00 0.00 41699000.00 45750000.00 0.00 0.00 25969000.00 28061000.00 25968000.00 28060000.00 25965000.00 28057000.00 0.00 3000.00 3000.00 0.00 1000.00 1000.00 1000.00 1000.00 0.00 0.00 0.00 0.00 15730000.00 17689000.00 15721000.00 17678000.00 2000.00 3000.00 1000.00 1000.00 16301000.00 17674000.00 -583000.00 9000.00 11000.00 0.00 0.00 250296000.00 272597000.00 1045000.00 1077000.00 3957000.00 4541000.00 1045000.00 1077000.00 3957000.00 4541000.00 -23000.00 -22000.00 -102000.00 -89000.00 -17000.00 -17000.00 -67000.00 -66000.00 -6000.00 -5000.00 -24000.00 -23000.00 -11000.00 1022000.00 1055000.00 3855000.00 4452000.00 0.00 0.00 0.00 0.00 -1753000.00 -702000.00 -3812000.00 -3166000.00 -3000.00 -27000.00 -23000.00 -65000.00 -2000.00 -3000.00 -9000.00 -9000.00 -11000.00 -40000.00 -1000.00 -13000.00 -14000.00 -16000.00 -1750000.00 -675000.00 -3789000.00 -3101000.00 -13000.00 -15000.00 -53000.00 -58000.00 -6000.00 -6000.00 -24000.00 -24000.00 -1731000.00 -654000.00 -3712000.00 -3019000.00 16000.00 66000.00 -939000.00 126000.00 16000.00 66000.00 -939000.00 126000.00 0.00 0.00 0.00 0.00 132000.00 -419000.00 313000.00 -1116000.00 583000.00 583000.00 -296000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -754000.00 186000.00 -1300000.00 -189000.00 1026000.00 1083000.00 3876000.00 4488000.00 1049000.00 1114000.00 3981000.00 4617000.00 -17000.00 -16000.00 -67000.00 -66000.00 -10000.00 -40000.00 -6000.00 -5000.00 -24000.00 -23000.00 0.00 -14000.00 -1777000.00 -963000.00 -5163000.00 -4734000.00 -13000.00 -14000.00 -54000.00 -58000.00 -6000.00 -6000.00 -24000.00 -24000.00 -1758000.00 -943000.00 -5085000.00 -4652000.00 -3000.00 66000.00 -13000.00 57000.00 -4000.00 -12000.00 -14000.00 -21000.00 1000.00 78000.00 1000.00 78000.00 1039000.00 -96000.00 1376000.00 277000.00 1039000.00 -95000.00 1376000.00 279000.00 2790000.00 2836000.00 11580000.00 11490000.00 1846000.00 1670000.00 7293000.00 7137000.00 79000.00 10000.00 89000.00 836000.00 98000.00 2835000.00 1056000.00 -4433000.00 -4778000.00 -20342000.00 -19493000.00 0.00 -1000.00 0.00 -2000.00 -1000.00 0.00 -2000.00 285000.00 90000.00 76000.00 88000.00 10567000.00 10686000.00 10776000.00 10688000.00 10852000.00 10776000.00 10852000.00 10776000.00 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 7.76 0.46 0.00 6.71 6.61 0.19 0.00 6.94 0.60 209.00 53000.00 27000.00 80000.00 36269000.00 36349000.00 39.00 27000.00 12000.00 39000.00 3837000.00 3876000.00 27.00 32000.00 13000.00 39000.00 84000.00 1839000.00 1923000.00 16.00 15000.00 8000.00 13000.00 36000.00 601000.00 637000.00 24.00 50000.00 16000.00 22000.00 88000.00 1035000.00 1123000.00 279.00 10814000.00 732000.00 394000.00 11940000.00 3792000.00 15732000.00 594.00 10991000.00 808000.00 468000.00 12267000.00 47373000.00 0.00 59640000.00 209.00 53000.00 27000.00 80000.00 36269000.00 36349000.00 39810000.00 38911000.00 91.31 39.00 27000.00 12000.00 39000.00 3837000.00 3876000.00 8401000.00 8201000.00 46.14 27.00 32000.00 13000.00 39000.00 84000.00 1839000.00 1923000.00 4615000.00 4418000.00 41.67 16.00 15000.00 8000.00 13000.00 36000.00 601000.00 637000.00 1955000.00 1955000.00 32.58 24.00 50000.00 16000.00 22000.00 88000.00 1035000.00 1123000.00 3659000.00 3659000.00 30.69 279.00 10814000.00 732000.00 394000.00 11940000.00 3792000.00 15732000.00 49944000.00 49944000.00 31.50 594.00 10991000.00 808000.00 468000.00 12267000.00 47373000.00 0.00 59640000.00 108384000.00 55.03 577000.00 121000.00 154000.00 1015000.00 23000.00 219000.00 383000.00 427000.00 323000.00 707000.00 543000.00 297000.00 9462000.00 9978000.00 8602000.00 222594000.00 242249000.00 891078000.00 234140000.00 254612000.00 900000000.00 16.47 17.35 28.00 14.50 13.50 1.05 1374.00 72710000.00 1305.00 70668000.00 1376.00 90606000.00 1396.00 120029000.00 1444.00 127494000.00 2057.00 253622000.00 359.00 40069000.00 501.00 54805000.00 4453.00 555772000.00 9.00 1332000.00 11.00 1645000.00 3138.00 234140000.00 3261.00 254612000.00 7886.00 900000000.00 47.51 49.18 64.00 1.95 1.95 4.00 4.93 4.93 9.75 0.08 0.07 2.50 808.00 50834000.00 842.00 55455000.00 2122.00 219229000.00 29.00 1992000.00 30.00 2115000.00 91.00 9461000.00 143.00 8961000.00 151.00 9571000.00 301.00 26494000.00 115.00 10773000.00 121.00 11659000.00 296.00 40771000.00 285.00 18386000.00 294.00 19854000.00 717.00 72450000.00 40.00 3332000.00 40.00 3464000.00 85.00 9771000.00 69.00 4227000.00 69.00 4451000.00 174.00 16358000.00 161.00 12345000.00 163.00 13156000.00 400.00 48599000.00 389.00 33552000.00 409.00 37096000.00 1024.00 136754000.00 63.00 2481000.00 63.00 2665000.00 134.00 8826000.00 157.00 9841000.00 163.00 10642000.00 362.00 32963000.00 552.00 54821000.00 575.00 59482000.00 1280.00 183355000.00 29.00 1962000.00 29.00 2056000.00 75.00 7534000.00 15.00 1239000.00 15.00 1353000.00 30.00 3963000.00 13.00 666000.00 14.00 867000.00 21.00 2239000.00 214.00 14122000.00 225.00 15802000.00 645.00 65032000.00 56.00 4606000.00 58.00 4924000.00 129.00 16201000.00 3138.00 234140000.00 3261.00 254612000.00 7886.00 900000000.00 3138.00 234140000.00 3261.00 254612000.00 7886.00 900000000.00 1.17 1.12 0.39 ES0338147020 B.T.H'S SERIE C 238.00 100000.00 23800000.00 238.00 100000.00 23800000.00 238.00 100000.00 23800000.00 ES0338147012 B.T.H'S SERIE B 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 ES0338147004 B.T.H'S SERIE A 8672.00 22000.00 191412000.00 8672.00 24000.00 211754000.00 8672.00 100000.00 867200000.00 9000.00 224212000.00 9000.00 244554000.00 9000.00 900000000.00 ES0338147020 B.T.H'S SERIE C S E3M 0.60 0.29 3000.00 0.00 S 23800000.00 23803000.00 ES0338147012 B.T.H'S SERIE B S E3M 0.27 0.00 N 9000000.00 9000000.00 ES0338147004 B.T.H'S SERIE A NS E3M 0.15 0.00 N 191412000.00 191412000.00 3000.00 0.00 224212000.00 0.00 224215000.00 0.00 0.03 0.02 ES0338147012 B.T.H'S SERIE B 1914000.00 1914000.00 ES0338147020 B.T.H'S SERIE C 17000.00 6194000.00 16000.00 6143000.00 ES0338147004 B.T.H'S SERIE A 4433000.00 675788000.00 98420000.00 4778000.00 655446000.00 98420000.00 4433000.00 675788000.00 17000.00 106528000.00 4778000.00 655446000.00 16000.00 106477000.00 ES0338147020 B.T.H'S SERIE C 20141129 SYP B- B- BBB ES0338147012 B.T.H'S SERIE B 20180630 SYP BB B+ A ES0338147004 B.T.H'S SERIE A 20151101 SYP A+ A+ AAA 577000.00 121000.00 154000.00 1015000.00 23000.00 219000.00 383000.00 427000.00 323000.00 707000.00 543000.00 297000.00 9462000.00 9978000.00 8602000.00 212666000.00 232191000.00 891078000.00 224212000.00 244554000.00 900000000.00 16.47 17.35 28.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 3600000.00 4.62 4.23 1.15 SANTANDER SANTANDER UK SANTANDER A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 S S S 85.37 86.59 96.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 18368000.00 16994000.00 7.85 6.67 7.45 18368000.00 16994000.00 7.85 6.67 7.45 Nota de Valores 18.00 10724000.00 10600000.00 4.58 4.16 4.52 10724000.00 10600000.00 4.58 4.16 4.52 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 12_8126_2S2018.pdf 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SANTANDER DE TITULIZACIÓN 100000.00 365 0.023 8500.00 Trimestral S UCI 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S N S UCI 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 20181201 20180901 20180601 20180301 20171201 20170901 20170601 20170301 20160301 20160601 20160901 20161201 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 6237000.00 6791000.00 6449000.00 6140000.00 5777000.00 5870000.00 6163000.00 6529000.00 6544000.00 6968000.00 7459000.00 5447000.00 -23000.00 -33000.00 -25000.00 -21000.00 -33000.00 -25000.00 -25000.00 -21000.00 -21000.00 -20000.00 -27000.00 -15000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -4450000.00 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