FTAP 8126 F.T.H. U.C.I. 12 Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 192703000.00 196826000.00 192703000.00 196826000.00 192703000.00 196826000.00 186774000.00 189997000.00 0.00 6343000.00 7267000.00 0.00 -414000.00 -438000.00 0.00 0.00 0.00 0.00 0.00 52850000.00 53470000.00 4413000.00 4586000.00 37290000.00 38032000.00 37290000.00 38032000.00 25399000.00 25965000.00 1076000.00 1053000.00 35000.00 39000.00 10782000.00 10911000.00 752000.00 769000.00 -754000.00 -705000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 11147000.00 10852000.00 11147000.00 10852000.00 245553000.00 250296000.00 204432000.00 208597000.00 0.00 0.00 204432000.00 208597000.00 194082000.00 198247000.00 161282000.00 165447000.00 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 41121000.00 41699000.00 0.00 0.00 25403000.00 25969000.00 25402000.00 25968000.00 25399000.00 25965000.00 0.00 3000.00 3000.00 0.00 0.00 1000.00 1000.00 1000.00 1000.00 0.00 0.00 0.00 0.00 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0.00 0.00 0.00 0.00 0.00 0.00 7.46 0.09 0.00 6.65 7.76 0.46 0.00 6.71 0.60 161.00 45000.00 21000.00 66000.00 30566000.00 30632000.00 50.00 31000.00 14000.00 45000.00 4530000.00 4575000.00 19.00 25000.00 9000.00 24000.00 58000.00 1159000.00 1217000.00 22.00 15000.00 12000.00 20000.00 47000.00 919000.00 966000.00 27.00 43000.00 23000.00 27000.00 93000.00 1193000.00 1286000.00 266.00 10699000.00 708000.00 373000.00 11780000.00 3072000.00 14852000.00 545.00 10858000.00 787000.00 444000.00 12089000.00 41439000.00 0.00 53528000.00 161.00 45000.00 21000.00 66000.00 30566000.00 30632000.00 30946000.00 30635000.00 98.99 50.00 31000.00 14000.00 45000.00 4530000.00 4575000.00 9653000.00 9453000.00 47.39 19.00 25000.00 9000.00 24000.00 58000.00 1159000.00 1217000.00 3393000.00 3187000.00 35.87 22.00 15000.00 12000.00 20000.00 47000.00 919000.00 966000.00 3565000.00 3565000.00 27.10 27.00 43000.00 23000.00 27000.00 93000.00 1193000.00 1286000.00 4051000.00 4051000.00 31.75 266.00 10699000.00 708000.00 373000.00 11780000.00 3072000.00 14852000.00 47038000.00 47038000.00 31.57 545.00 10858000.00 787000.00 444000.00 12089000.00 41439000.00 0.00 53528000.00 98646000.00 54.26 504000.00 577000.00 150000.00 154000.00 23000.00 265000.00 219000.00 444000.00 427000.00 942000.00 707000.00 297000.00 9911000.00 9462000.00 8602000.00 217082000.00 222594000.00 891078000.00 229298000.00 234140000.00 900000000.00 16.26 16.47 28.00 14.74 14.50 1.05 1396.00 74385000.00 1374.00 72710000.00 1376.00 90606000.00 1384.00 117697000.00 1396.00 120029000.00 2057.00 253622000.00 313.00 35884000.00 359.00 40069000.00 4453.00 555772000.00 9.00 1332000.00 9.00 1332000.00 3102.00 229298000.00 3138.00 234140000.00 7886.00 900000000.00 47.07 47.51 64.00 1.95 1.95 4.00 4.93 4.93 9.75 0.12 0.08 2.50 793.00 49601000.00 808.00 50834000.00 2122.00 219229000.00 29.00 1969000.00 29.00 1992000.00 91.00 9461000.00 142.00 8768000.00 143.00 8961000.00 301.00 26494000.00 114.00 10539000.00 115.00 10773000.00 296.00 40771000.00 284.00 18014000.00 285.00 18386000.00 717.00 72450000.00 39.00 3184000.00 40.00 3332000.00 85.00 9771000.00 68.00 4116000.00 69.00 4227000.00 174.00 16358000.00 161.00 12209000.00 161.00 12345000.00 400.00 48599000.00 382.00 32741000.00 389.00 33552000.00 1024.00 136754000.00 63.00 2443000.00 63.00 2481000.00 134.00 8826000.00 156.00 9683000.00 157.00 9841000.00 362.00 32963000.00 548.00 53853000.00 552.00 54821000.00 1280.00 183355000.00 29.00 1941000.00 29.00 1962000.00 75.00 7534000.00 15.00 1224000.00 15.00 1239000.00 30.00 3963000.00 12.00 639000.00 13.00 666000.00 21.00 2239000.00 211.00 13838000.00 214.00 14122000.00 645.00 65032000.00 56.00 4536000.00 56.00 4606000.00 129.00 16201000.00 3102.00 229298000.00 3138.00 234140000.00 7886.00 900000000.00 3102.00 229298000.00 3138.00 234140000.00 7886.00 900000000.00 1.19 1.17 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 186681000.00 8672.00 22000.00 191412000.00 8672.00 100000.00 867200000.00 9000.00 219481000.00 9000.00 224212000.00 9000.00 900000000.00 ES0338147020 B.T.H'S SERIE C S E3M 0.60 0.29 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 186681000.00 186681000.00 3000.00 0.00 219481000.00 0.00 219484000.00 0.00 0.03 0.03 ES0338147012 B.T.H'S SERIE B 1914000.00 1914000.00 ES0338147020 B.T.H'S SERIE C 17000.00 6211000.00 16000.00 6143000.00 ES0338147004 B.T.H'S SERIE A 4731000.00 680519000.00 98420000.00 5128000.00 660574000.00 98420000.00 4731000.00 680519000.00 17000.00 106545000.00 5128000.00 660574000.00 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 BB A ES0338147004 B.T.H'S SERIE A 20151101 SYP A+ A+ AAA 504000.00 577000.00 150000.00 154000.00 23000.00 265000.00 219000.00 444000.00 427000.00 942000.00 707000.00 297000.00 9911000.00 9462000.00 8602000.00 207265000.00 212666000.00 891078000.00 219481000.00 224212000.00 900000000.00 16.26 16.47 28.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 3600000.00 4.72 4.62 1.15 SANTANDER SANTANDER 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 0 0.00 0.00 0.00 0.00 0 0 S S S 85.05 85.37 96.36 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 17039000.00 18368000.00 7.43 7.85 7.40 17039000.00 18368000.00 7.43 7.85 7.40 Nota de Valores 18.00 10581000.00 10724000.00 4.61 4.58 4.62 10581000.00 10724000.00 4.61 4.58 4.62 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 12_8126_X12019.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 20190301 20181201 20180901 20180601 20180301 20171201 20170901 20170601 20170301 20160301 20160601 20160901 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 10350000.00 5831000.00 6237000.00 6791000.00 6449000.00 6140000.00 5777000.00 5870000.00 6163000.00 6529000.00 6544000.00 6968000.00 7459000.00 -29000.00 -23000.00 -33000.00 -25000.00 -21000.00 -33000.00 -25000.00 -25000.00 -21000.00 -21000.00 -20000.00 -27000.00 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 -4748000.00 -4450000.00 -5671000.00 -5142000.00 -5144000.00 -4794000.00 -4839000.00 -4528000.00 -5398000.00 -5556000.00 -6111000.00 -5312000.00 -6000.00 -6000.00 -6000.00 -6000.00 -6000.00 -6000.00 -6000.00 -6000.00 -6000.00 -11000.00 -9000.00 -8000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1048000.00 1758000.00 1081000.00 1276000.00 969000.00 944000.00 1000000.00 1604000.00 1104000.00 956000.00 828000.00 2112000.00 1048000.00 1758000.00 1081000.00 1276000.00 969000.00 944000.00 1000000.00 1604000.00 1104000.00 956000.00 828000.00 2112000.00