FTAP 8126 F.T.H. U.C.I. 12 Santander de Titulizacion S.G.F.T., S.A NO NO 20171231 Las modificaciones son debidas al proceso de auditoría y afectan a los estados S.01 y S.02 215782000.00 233170000.00 215782000.00 233170000.00 215782000.00 233170000.00 209724000.00 227155000.00 6126000.00 6090000.00 -68000.00 -75000.00 0.00 0.00 0.00 0.00 56815000.00 60258000.00 5546000.00 5617000.00 40493000.00 43953000.00 40493000.00 43953000.00 28057000.00 30249000.00 1086000.00 1151000.00 47000.00 43000.00 10705000.00 11862000.00 724000.00 804000.00 -126000.00 -156000.00 0.00 0.00 0.00 0.00 0.00 0.00 10776000.00 10688000.00 10776000.00 10688000.00 272597000.00 293428000.00 226847000.00 244147000.00 0.00 0.00 226847000.00 244147000.00 216497000.00 233797000.00 183697000.00 200997000.00 32800000.00 32800000.00 0.00 10350000.00 10350000.00 10350000.00 10350000.00 0.00 0.00 0.00 0.00 45750000.00 49281000.00 0.00 0.00 28061000.00 30253000.00 28060000.00 30252000.00 28057000.00 30249000.00 3000.00 3000.00 1000.00 1000.00 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61357000.00 2122.00 219229000.00 30.00 2115000.00 34.00 2398000.00 91.00 9461000.00 151.00 9571000.00 152.00 10020000.00 301.00 26494000.00 121.00 11659000.00 130.00 12838000.00 296.00 40771000.00 294.00 19854000.00 308.00 21736000.00 717.00 72450000.00 40.00 3464000.00 40.00 3602000.00 85.00 9771000.00 69.00 4451000.00 72.00 4842000.00 174.00 16358000.00 163.00 13156000.00 168.00 14197000.00 400.00 48599000.00 409.00 37096000.00 428.00 39860000.00 1024.00 136754000.00 63.00 2665000.00 65.00 2871000.00 134.00 8826000.00 163.00 10642000.00 168.00 11178000.00 362.00 32963000.00 575.00 59482000.00 591.00 63813000.00 1280.00 183355000.00 29.00 2056000.00 31.00 2283000.00 75.00 7534000.00 15.00 1353000.00 16.00 1448000.00 30.00 3963000.00 14.00 867000.00 14.00 909000.00 21.00 2239000.00 225.00 15802000.00 231.00 16759000.00 645.00 65032000.00 58.00 4924000.00 60.00 5245000.00 129.00 16201000.00 3261.00 254612000.00 3389.00 275356000.00 7886.00 900000000.00 3261.00 254612000.00 3389.00 275356000.00 7886.00 900000000.00 1.12 1.05 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 24000.00 211754000.00 8672.00 27000.00 231247000.00 8672.00 100000.00 867200000.00 9000.00 244554000.00 9000.00 264047000.00 9000.00 900000000.00 ES0338147020 B.T.H'S SERIE C S E3M 0.60 0.27 3000.00 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 211754000.00 211754000.00 3000.00 0.00 244554000.00 0.00 244557000.00 0.00 0.02 0.02 ES0338147012 B.T.H'S SERIE B 1914000.00 0.00 1910000.00 ES0338147020 B.T.H'S SERIE C 16000.00 6143000.00 18000.00 5971000.00 ES0338147004 B.T.H'S SERIE A 4778000.00 687431000.00 98420000.00 4320000.00 635952000.00 0.00 98406000.00 4778000.00 687431000.00 16000.00 106477000.00 4320000.00 635952000.00 18000.00 106287000.00 ES0338147020 B.T.H'S SERIE C 20141129 SYP B- B- BBB ES0338147012 B.T.H'S SERIE B 20141129 SYP B+ B+ A ES0338147004 B.T.H'S SERIE A 20151101 SYP A+ A+ AAA 121000.00 52000.00 1015000.00 263000.00 23000.00 383000.00 1596000.00 323000.00 417000.00 543000.00 363000.00 297000.00 9978000.00 11951000.00 8602000.00 232191000.00 249405000.00 891078000.00 244554000.00 264047000.00 900000000.00 17.35 18.00 28.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 3600000.00 4.23 3.92 1.15 SANTANDER UK SANTANDER UK SANTANDER A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp A-1 cp S S S 86.59 87.58 96.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 16994000.00 18177000.00 6.67 6.60 6.72 16994000.00 18177000.00 6.67 6.60 6.72 Nota de Valores 18.00 10600000.00 11824000.00 4.16 4.29 4.16 10600000.00 11824000.00 4.16 4.29 4.16 Modulo Adicional a la Nota de Valores 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 20171201 20170901 20170601 20170301 20160301 20160601 20160901 20161201 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 5777000.00 5870000.00 6163000.00 6529000.00 6544000.00 6968000.00 7459000.00 5447000.00 -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 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -10350000.00 -4794000.00 -4839000.00 -4528000.00 -5398000.00 -5556000.00 -6111000.00 -5312000.00 -4338000.00 -6000.00 -6000.00 -6000.00 -6000.00 -11000.00 -9000.00 -8000.00 -6000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 944000.00 1000000.00 1604000.00 1104000.00 956000.00 828000.00 2112000.00 1088000.00 944000.00 1000000.00 1604000.00 1104000.00 956000.00 828000.00 2112000.00 1088000.00 Informe cumplimiento reglas funcionamiento_UCI 12_8126_2S2017.pdf 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