FTAP 8403 F.T.A. U.C.I.15 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.01, S.02, S.03 y S.05.2.C 422185000.00 459747000.00 422185000.00 459747000.00 422185000.00 459747000.00 356312000.00 382348000.00 29611000.00 31774000.00 23631000.00 25359000.00 0.00 0.00 16075000.00 22485000.00 0.00 0.00 -3444000.00 -2219000.00 0.00 0.00 0.00 0.00 0.00 0.00 127015000.00 137416000.00 17241000.00 18926000.00 86947000.00 96687000.00 86947000.00 96687000.00 40187000.00 42910000.00 3340000.00 3566000.00 2665000.00 2846000.00 0.00 0.00 1856000.00 1917000.00 117000.00 114000.00 46168000.00 46909000.00 3191000.00 3388000.00 -10577000.00 -4963000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 22827000.00 21803000.00 22827000.00 21803000.00 549200000.00 597163000.00 450502000.00 485254000.00 0.00 0.00 450502000.00 485254000.00 450502000.00 485254000.00 339502000.00 374254000.00 111000000.00 111000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 98698000.00 111909000.00 0.00 0.00 46199000.00 49328000.00 46199000.00 49328000.00 46192000.00 49322000.00 0.00 7000.00 6000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 52499000.00 62581000.00 52492000.00 62564000.00 4000.00 4000.00 1000.00 1000.00 53823000.00 62559000.00 -1336000.00 7000.00 17000.00 0.00 0.00 549200000.00 597163000.00 1974000.00 2218000.00 8911000.00 9974000.00 1974000.00 2218000.00 8911000.00 9974000.00 -45000.00 -43000.00 -238000.00 -172000.00 -45000.00 -43000.00 -174000.00 -172000.00 -64000.00 1929000.00 2175000.00 8673000.00 9802000.00 0.00 0.00 0.00 0.00 -5872000.00 -1445000.00 -158000.00 -7196000.00 -20000.00 -27000.00 -30000.00 -115000.00 -2000.00 -3000.00 -9000.00 -9000.00 -5000.00 -21000.00 -83000.00 -13000.00 -3000.00 -21000.00 -23000.00 -5852000.00 -1418000.00 -128000.00 -7081000.00 -26000.00 -27000.00 -104000.00 -111000.00 -6000.00 -6000.00 -24000.00 -24000.00 -5820000.00 -1385000.00 0.00 -6946000.00 581000.00 197000.00 -6813000.00 1443000.00 581000.00 197000.00 -6813000.00 1443000.00 0.00 0.00 0.00 0.00 -1171000.00 -1107000.00 -3038000.00 -4049000.00 4533000.00 180000.00 1336000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -650000.00 -269000.00 -531000.00 -752000.00 1942000.00 2044000.00 8320000.00 9468000.00 1998000.00 2107000.00 8563000.00 9723000.00 -44000.00 -43000.00 -173000.00 -172000.00 0.00 0.00 0.00 -20000.00 0.00 0.00 -12000.00 -70000.00 -83000.00 -3062000.00 -2328000.00 -8864000.00 -10218000.00 -25000.00 -27000.00 -104000.00 -111000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -3031000.00 -2295000.00 -8736000.00 -10083000.00 0.00 470000.00 15000.00 13000.00 -2000.00 0.00 0.00 0.00 0.00 -17000.00 -13000.00 -30000.00 -30000.00 487000.00 28000.00 43000.00 28000.00 1330000.00 68000.00 1555000.00 78000.00 0.00 0.00 1330000.00 69000.00 1556000.00 80000.00 4841000.00 5081000.00 19477000.00 18607000.00 4661000.00 2642000.00 13771000.00 10678000.00 0.00 7000.00 24000.00 26000.00 51000.00 1627000.00 748000.00 6164000.00 6840000.00 -9806000.00 -8426000.00 -37882000.00 -36096000.00 0.00 -1000.00 -1000.00 -2000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -2000.00 680000.00 -201000.00 1024000.00 -674000.00 22147000.00 22004000.00 21803000.00 22477000.00 22827000.00 21803000.00 22827000.00 21803000.00 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 12.02 1.07 0.00 5.87 12.43 0.57 0.00 6.05 0.60 12.02 1.07 0.00 5.87 12.43 0.57 0.00 6.05 0.60 12.02 1.07 0.00 5.87 12.43 0.57 0.00 6.05 0.60 465.00 92000.00 64000.00 156000.00 102073000.00 102229000.00 156.00 76000.00 53000.00 129000.00 14704000.00 14833000.00 54.00 36000.00 32000.00 88000.00 156000.00 3952000.00 4108000.00 42.00 19000.00 22000.00 40000.00 81000.00 1727000.00 1808000.00 58.00 40000.00 38000.00 42000.00 120000.00 1717000.00 1837000.00 1397.00 46073000.00 3099000.00 1571000.00 50743000.00 8679000.00 59422000.00 2172.00 46336000.00 3308000.00 1741000.00 51385000.00 132852000.00 0.00 184237000.00 360.00 88000.00 60000.00 148000.00 94379000.00 94527000.00 74081000.00 73535000.00 127.60 119.00 73000.00 48000.00 121000.00 13894000.00 14015000.00 24509000.00 24445000.00 57.18 42.00 34000.00 30000.00 82000.00 146000.00 3719000.00 3865000.00 8271000.00 8271000.00 46.73 33.00 19000.00 21000.00 38000.00 78000.00 1655000.00 1733000.00 5361000.00 4817000.00 32.33 40.00 40000.00 34000.00 38000.00 112000.00 1599000.00 1711000.00 4866000.00 4866000.00 35.16 884.00 39994000.00 2684000.00 1345000.00 44023000.00 8345000.00 52368000.00 146599000.00 146599000.00 35.72 1478.00 40248000.00 2877000.00 1503000.00 44628000.00 123591000.00 0.00 168219000.00 263687000.00 63.79 48000.00 51000.00 1070000.00 61000.00 249000.00 1851000.00 18000.00 237000.00 328000.00 544000.00 211000.00 469000.00 12603000.00 12314000.00 5226000.00 503238000.00 543381000.00 1424287000.00 517989000.00 558197000.00 1430000000.00 19.13 20.02 31.00 13.47 12.46 1.54 1327.00 86596000.00 1238.00 84003000.00 1198.00 93115000.00 1754.00 179476000.00 1686.00 181079000.00 1654.00 245491000.00 1848.00 206353000.00 2170.00 242813000.00 7078.00 970935000.00 108.00 14298000.00 130.00 17059000.00 320.00 43935000.00 3.00 346000.00 1.00 128000.00 1.00 16000.00 2.00 119000.00 5041.00 487085000.00 5227.00 525201000.00 10250.00 1353476000.00 56.31 57.77 69.00 2.15 2.15 4.00 8.00 8.00 9.00 0.07 0.07 2.00 1306.00 119586000.00 1351.00 128167000.00 2666.00 333724000.00 50.00 4213000.00 52.00 4609000.00 124.00 15459000.00 212.00 15084000.00 220.00 16544000.00 364.00 35322000.00 216.00 23391000.00 224.00 24872000.00 417.00 58374000.00 468.00 37386000.00 485.00 40463000.00 845.00 92492000.00 71.00 6870000.00 71.00 7150000.00 114.00 14220000.00 140.00 10419000.00 141.00 10937000.00 277.00 27861000.00 237.00 23454000.00 244.00 25060000.00 510.00 69676000.00 617.00 76724000.00 651.00 84347000.00 1320.00 230901000.00 65.00 4034000.00 66.00 4201000.00 144.00 12309000.00 249.00 19583000.00 257.00 21280000.00 454.00 49302000.00 2315.00 113534000.00 2401.00 121546000.00 4930.00 302848000.00 80.00 6960000.00 85.00 7595000.00 194.00 20331000.00 16.00 1623000.00 17.00 1790000.00 32.00 4425000.00 10.00 611000.00 10.00 635000.00 19.00 1845000.00 528.00 45342000.00 554.00 49437000.00 1247.00 136583000.00 82.00 9175000.00 84.00 9564000.00 160.00 24328000.00 6662.00 517989000.00 6913.00 558197000.00 13817.00 1430000000.00 6662.00 517989000.00 6913.00 558197000.00 13817.00 1430000000.00 0.85 0.82 0.44 ES0380957037 B.T.A'S SERIE D 216.00 100000.00 21600000.00 216.00 100000.00 21600000.00 216.00 100000.00 21600000.00 ES0380957029 B.T.A'S SERIE C 565.00 100000.00 56500000.00 565.00 100000.00 56500000.00 565.00 100000.00 56500000.00 ES0380957011 B.T.A'S SERIE B 329.00 100000.00 32900000.00 329.00 100000.00 32900000.00 329.00 100000.00 32900000.00 ES0380957003 B.T.A'S SERIE A 13406.00 29000.00 385694000.00 13406.00 32000.00 423576000.00 13406.00 100000.00 1340600000.00 14516.00 496694000.00 14516.00 534576000.00 14516.00 1451600000.00 ES0380957037 B.T.A'S SERIE D S E3M 0.58 0.27 2000.00 S 21600000.00 21602000.00 ES0380957029 B.T.A'S SERIE C S E3M 0.53 0.22 5000.00 S 56500000.00 56505000.00 ES0380957011 B.T.A'S SERIE B S E3M 0.27 0.00 N 32900000.00 32900000.00 ES0380957003 B.T.A'S SERIE A NS E3M 0.14 0.00 N 385694000.00 385694000.00 7000.00 0.00 496694000.00 0.00 496701000.00 0.00 0.03 0.03 ES0380957011 B.T.A'S SERIE B 5793000.00 5793000.00 ES0380957037 B.T.A'S SERIE D 14000.00 5658000.00 14000.00 5616000.00 ES0380957029 B.T.A'S SERIE C 30000.00 11869000.00 29000.00 11780000.00 ES0380957003 B.T.A'S SERIE A 9806000.00 954906000.00 152679000.00 8426000.00 917024000.00 152679000.00 9806000.00 954906000.00 44000.00 175999000.00 8426000.00 917024000.00 43000.00 175868000.00 ES0380957037 B.T.A'S SERIE D 20100211 SYP No Rating No Rating No rating ES0380957029 B.T.A'S SERIE C 20120130 SYP B- B- BBB ES0380957011 B.T.A'S SERIE B 20120130 SYP B B A- ES0380957003 B.T.A'S SERIE A 20180630 SYP BBB BBB- AAA ES0380957037 B.T.A'S SERIE D 20180630 FCH CCC CC CCC- ES0380957029 B.T.A'S SERIE C 20180630 FCH CCC CC BBB+ ES0380957011 B.T.A'S SERIE B 20180630 FCH BB+ B A+ ES0380957003 B.T.A'S SERIE A 20180630 FCH BBB BB AAA 48000.00 51000.00 1070000.00 61000.00 249000.00 1851000.00 18000.00 237000.00 328000.00 544000.00 211000.00 469000.00 12603000.00 12314000.00 5226000.00 481943000.00 519760000.00 1445887000.00 496694000.00 534576000.00 1451600000.00 19.13 20.02 31.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 5720000.00 4.35 4.04 1.49 SANTANDER SANTANDER UK SANTANDER A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-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 0 S S S 77.65 79.23 92.35 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 63228000.00 70521000.00 12.21 12.63 11.93 63228000.00 70521000.00 12.21 12.63 11.93 Nota de Valores 18.00 46348000.00 47236000.00 8.95 8.46 8.91 46348000.00 47236000.00 8.95 8.46 8.91 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 15_8403_2S2018.pdf 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