FTAP 8126 F.T.H. U.C.I. 12 Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 206202000.00 215782000.00 206202000.00 215782000.00 206202000.00 215782000.00 199315000.00 209724000.00 6958000.00 6126000.00 -71000.00 -68000.00 0.00 0.00 0.00 0.00 55718000.00 56815000.00 5231000.00 5546000.00 39702000.00 40493000.00 39702000.00 40493000.00 27016000.00 28057000.00 1087000.00 1086000.00 38000.00 47000.00 10944000.00 10705000.00 737000.00 724000.00 -120000.00 -126000.00 0.00 0.00 0.00 0.00 0.00 0.00 10785000.00 10776000.00 10785000.00 10776000.00 261920000.00 272597000.00 217634000.00 226847000.00 0.00 0.00 217634000.00 226847000.00 207284000.00 216497000.00 174484000.00 183697000.00 32800000.00 32800000.00 0.00 0.00 10350000.00 10350000.00 10350000.00 10350000.00 0.00 0.00 0.00 0.00 44286000.00 45750000.00 0.00 0.00 27023000.00 28061000.00 27019000.00 28060000.00 27016000.00 28057000.00 3000.00 3000.00 1000.00 1000.00 1000.00 1000.00 0.00 0.00 3000.00 0.00 3000.00 17263000.00 17689000.00 17255000.00 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294.00 19854000.00 717.00 72450000.00 40.00 3399000.00 40.00 3464000.00 85.00 9771000.00 69.00 4343000.00 69.00 4451000.00 174.00 16358000.00 162.00 12849000.00 163.00 13156000.00 400.00 48599000.00 396.00 35301000.00 409.00 37096000.00 1024.00 136754000.00 63.00 2553000.00 63.00 2665000.00 134.00 8826000.00 160.00 10166000.00 163.00 10642000.00 362.00 32963000.00 562.00 56980000.00 575.00 59482000.00 1280.00 183355000.00 29.00 2016000.00 29.00 2056000.00 75.00 7534000.00 15.00 1322000.00 15.00 1353000.00 30.00 3963000.00 14.00 848000.00 14.00 867000.00 21.00 2239000.00 220.00 15039000.00 225.00 15802000.00 645.00 65032000.00 58.00 4791000.00 58.00 4924000.00 129.00 16201000.00 3195.00 244233000.00 3261.00 254612000.00 7886.00 900000000.00 3195.00 244233000.00 3261.00 254612000.00 7886.00 900000000.00 1.13 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 23000.00 201499000.00 8672.00 24000.00 211754000.00 8672.00 100000.00 867200000.00 9000.00 234299000.00 9000.00 244554000.00 9000.00 900000000.00 ES0338147020 B.T.H'S SERIE C S E3M 0.60 0.28 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 201499000.00 201499000.00 3000.00 0.00 234299000.00 0.00 234302000.00 0.00 0.02 0.02 ES0338147012 B.T.H'S SERIE B 1914000.00 1914000.00 ES0338147020 B.T.H'S SERIE C 17000.00 6160000.00 16000.00 6093000.00 ES0338147004 B.T.H'S SERIE A 5126000.00 697685000.00 98420000.00 4511000.00 668114000.00 98420000.00 5126000.00 697685000.00 17000.00 106494000.00 4511000.00 668114000.00 16000.00 106427000.00 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 204000.00 121000.00 810000.00 1015000.00 23000.00 165000.00 383000.00 483000.00 323000.00 508000.00 543000.00 297000.00 9499000.00 9978000.00 8602000.00 222630000.00 232191000.00 891078000.00 234299000.00 244554000.00 900000000.00 16.92 17.35 28.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 3600000.00 4.42 4.23 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 86.00 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 18071000.00 16994000.00 7.40 6.67 7.36 18071000.00 16994000.00 7.40 6.67 7.36 Nota de Valores 18.00 10803000.00 10600000.00 4.42 4.16 4.40 10803000.00 10600000.00 4.42 4.16 4.40 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 12_8126_1S2018.pdf 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