FTAP 8403 F.T.A. U.C.I.15 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.02 y S.03. 459747000.00 492197000.00 459747000.00 492197000.00 459747000.00 492197000.00 382348000.00 411261000.00 31774000.00 34015000.00 25359000.00 27145000.00 22485000.00 22396000.00 -2219000.00 -2620000.00 0.00 0.00 0.00 0.00 137416000.00 144199000.00 18926000.00 21708000.00 96687000.00 100014000.00 96687000.00 100014000.00 42910000.00 45774000.00 3566000.00 3967000.00 2846000.00 3165000.00 1917000.00 2072000.00 114000.00 105000.00 46909000.00 47430000.00 3388000.00 3454000.00 -4963000.00 -5953000.00 0.00 0.00 0.00 0.00 0.00 0.00 21803000.00 22477000.00 21803000.00 22477000.00 597163000.00 636396000.00 485254000.00 517766000.00 0.00 0.00 485254000.00 517766000.00 485254000.00 517766000.00 374254000.00 406766000.00 111000000.00 111000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 111909000.00 118630000.00 0.00 0.00 49328000.00 52912000.00 49328000.00 52912000.00 49322000.00 52906000.00 6000.00 6000.00 0.00 0.00 0.00 0.00 0.00 0.00 62581000.00 65718000.00 62564000.00 65701000.00 4000.00 4000.00 1000.00 1000.00 62559000.00 65696000.00 17000.00 17000.00 0.00 0.00 597163000.00 636396000.00 2218000.00 2674000.00 9974000.00 12051000.00 2218000.00 2674000.00 9974000.00 12051000.00 -43000.00 -48000.00 -172000.00 -263000.00 -43000.00 -48000.00 -172000.00 -263000.00 2175000.00 2626000.00 9802000.00 11788000.00 0.00 0.00 0.00 0.00 -1445000.00 -1974000.00 -7196000.00 -8662000.00 -27000.00 -25000.00 -115000.00 -114000.00 -3000.00 -3000.00 -9000.00 -9000.00 -21000.00 -21000.00 -83000.00 -83000.00 -3000.00 -1000.00 -23000.00 -22000.00 -1418000.00 -1949000.00 -7081000.00 -8548000.00 -27000.00 -29000.00 -111000.00 -119000.00 -6000.00 -6000.00 -24000.00 -24000.00 -1385000.00 -1914000.00 -6946000.00 -8405000.00 197000.00 97000.00 1443000.00 1069000.00 197000.00 97000.00 1443000.00 1069000.00 0.00 0.00 0.00 0.00 -1107000.00 -749000.00 -4049000.00 -4195000.00 180000.00 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 -269000.00 -819000.00 -752000.00 1338000.00 2044000.00 2609000.00 9468000.00 11386000.00 2107000.00 2678000.00 9723000.00 11734000.00 -43000.00 -47000.00 -172000.00 -272000.00 -20000.00 -22000.00 -83000.00 -76000.00 -2328000.00 -3428000.00 -10218000.00 -10021000.00 -27000.00 -29000.00 -111000.00 -120000.00 -6000.00 -6000.00 -24000.00 -24000.00 -2295000.00 -3393000.00 -10083000.00 -9877000.00 15000.00 0.00 -2000.00 -27000.00 -13000.00 -30000.00 -27000.00 28000.00 28000.00 68000.00 1265000.00 78000.00 -1448000.00 69000.00 1266000.00 80000.00 -1446000.00 5081000.00 -4439000.00 18607000.00 17999000.00 2642000.00 12567000.00 10678000.00 12567000.00 24000.00 27000.00 51000.00 27000.00 748000.00 2751000.00 6840000.00 9357000.00 -8426000.00 -9640000.00 -36096000.00 -41396000.00 -1000.00 -1000.00 -2000.00 -2000.00 -1000.00 -1000.00 -2000.00 -2000.00 -201000.00 446000.00 -674000.00 -110000.00 22004000.00 22031000.00 22477000.00 22587000.00 21803000.00 22477000.00 21803000.00 22477000.00 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 12.43 0.57 0.00 6.05 11.73 0.58 0.00 6.32 0.60 12.43 0.57 0.00 6.05 11.73 0.58 0.00 6.32 0.60 12.43 0.57 0.00 6.05 11.73 0.58 0.00 6.32 0.60 387.00 66000.00 60000.00 126000.00 102535000.00 102661000.00 156.00 75000.00 53000.00 128000.00 13493000.00 13621000.00 54.00 32000.00 28000.00 71000.00 131000.00 3313000.00 3444000.00 70.00 35000.00 53000.00 71000.00 159000.00 3199000.00 3358000.00 96.00 72000.00 79000.00 92000.00 243000.00 4101000.00 4344000.00 1447.00 46770000.00 3228000.00 1726000.00 51724000.00 11872000.00 63596000.00 2210.00 47050000.00 3501000.00 1960000.00 52511000.00 138513000.00 0.00 191024000.00 302.00 64000.00 64000.00 94682000.00 94746000.00 59645000.00 41122000.00 158.85 122.00 72000.00 72000.00 12818000.00 12890000.00 22133000.00 13542000.00 58.24 37.00 30000.00 26000.00 63000.00 119000.00 3027000.00 3146000.00 7394000.00 5080000.00 42.55 50.00 34000.00 49000.00 65000.00 148000.00 2966000.00 3114000.00 8990000.00 6195000.00 34.64 72.00 71000.00 73000.00 85000.00 229000.00 3856000.00 4085000.00 12732000.00 9014000.00 32.08 919.00 36612000.00 2906000.00 1484000.00 41002000.00 10365000.00 51367000.00 154972000.00 134661000.00 33.15 1502.00 36883000.00 3054000.00 1697000.00 41634000.00 127714000.00 0.00 169348000.00 265866000.00 63.70 51000.00 72000.00 61000.00 90000.00 1851000.00 95000.00 18000.00 328000.00 2382000.00 211000.00 379000.00 469000.00 12314000.00 13726000.00 5226000.00 543381000.00 578409000.00 1424287000.00 558197000.00 595153000.00 1430000000.00 20.02 20.91 31.00 12.46 11.46 1.54 1238.00 84003000.00 1159.00 79103000.00 1198.00 93115000.00 1686.00 181079000.00 1513.00 173147000.00 1654.00 245491000.00 2170.00 242813000.00 2568.00 287319000.00 7078.00 970935000.00 130.00 17059000.00 145.00 18981000.00 320.00 43935000.00 1.00 128000.00 2.00 395000.00 2.00 119000.00 2.00 120000.00 5227.00 525201000.00 5389.00 559065000.00 10250.00 1353476000.00 57.77 59.16 69.00 2.15 2.20 4.00 8.00 8.84 9.00 0.07 0.17 2.00 1351.00 128167000.00 1396.00 135412000.00 2666.00 333724000.00 52.00 4609000.00 54.00 4869000.00 124.00 15459000.00 220.00 16544000.00 223.00 17495000.00 364.00 35322000.00 224.00 24872000.00 230.00 26514000.00 417.00 58374000.00 485.00 40463000.00 498.00 43219000.00 845.00 92492000.00 71.00 7150000.00 73.00 7623000.00 114.00 14220000.00 141.00 10937000.00 146.00 11489000.00 277.00 27861000.00 244.00 25060000.00 249.00 26545000.00 510.00 69676000.00 651.00 84347000.00 675.00 89588000.00 1320.00 230901000.00 66.00 4201000.00 69.00 4379000.00 144.00 12309000.00 257.00 21280000.00 262.00 22577000.00 454.00 49302000.00 2401.00 121546000.00 2541.00 131970000.00 4930.00 302848000.00 85.00 7595000.00 90.00 8344000.00 194.00 20331000.00 17.00 1790000.00 18.00 1953000.00 32.00 4425000.00 10.00 635000.00 11.00 726000.00 19.00 1845000.00 554.00 49437000.00 575.00 52371000.00 1247.00 136583000.00 84.00 9564000.00 87.00 10079000.00 160.00 24328000.00 6913.00 558197000.00 7197.00 595153000.00 13817.00 1430000000.00 6913.00 558197000.00 7197.00 595153000.00 13817.00 1430000000.00 0.82 0.78 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 32000.00 423576000.00 13406.00 34000.00 459672000.00 13406.00 100000.00 1340600000.00 14516.00 534576000.00 14516.00 570672000.00 14516.00 1451600000.00 ES0380957037 B.T.A'S SERIE D S E3M 0.58 0.25 2000.00 S 21600000.00 21602000.00 ES0380957029 B.T.A'S SERIE C S E3M 0.53 0.20 4000.00 S 56500000.00 56504000.00 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 423576000.00 423576000.00 6000.00 0.00 534576000.00 0.00 534582000.00 0.00 0.03 0.03 ES0380957011 B.T.A'S SERIE B 5793000.00 5778000.00 ES0380957037 B.T.A'S SERIE D 14000.00 5616000.00 15000.00 5469000.00 ES0380957029 B.T.A'S SERIE C 29000.00 11780000.00 32000.00 11463000.00 ES0380957003 B.T.A'S SERIE A 8426000.00 976394000.00 152679000.00 9640000.00 880927000.00 152670000.00 8426000.00 976394000.00 43000.00 175868000.00 9640000.00 880927000.00 47000.00 175380000.00 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 20150128 SYP BBB- BBB- AAA ES0380957037 B.T.A'S SERIE D 20150308 FCH CC CC CCC- ES0380957029 B.T.A'S SERIE C 20150308 FCH CC CC BBB+ ES0380957011 B.T.A'S SERIE B 20150308 FCH B B A+ ES0380957003 B.T.A'S SERIE A 20171231 FCH BB+ BB AAA 51000.00 72000.00 61000.00 90000.00 1851000.00 95000.00 18000.00 328000.00 2382000.00 211000.00 379000.00 469000.00 12314000.00 13726000.00 5226000.00 519760000.00 553928000.00 1445887000.00 534576000.00 570672000.00 1451600000.00 20.02 20.91 31.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 5720000.00 4.04 3.79 1.49 SANTANDER UK 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 S S S 79.23 80.55 92.35 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 70521000.00 70875000.00 12.63 11.91 12.81 70521000.00 70875000.00 12.63 11.91 12.81 Nota de Valores 18.00 47236000.00 47741000.00 8.46 8.02 8.55 47236000.00 47741000.00 8.46 8.02 8.55 Modulo Adicional a la Nota de Valores SANTANDER DE TITULIZACIÓN 90000.00 365 0.020 37500.00 7500.00 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 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 10810000.00 10794000.00 11337000.00 13575000.00 12596000.00 11865000.00 14139000.00 13117000.00 -46000.00 -38000.00 -40000.00 -40000.00 -35000.00 -42000.00 -41000.00 -29000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -8469000.00 -9334000.00 -9183000.00 -9282000.00 -11776000.00 -9988000.00 -10216000.00 -9688000.00 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 2295000.00 1422000.00 2114000.00 4253000.00 785000.00 1835000.00 3882000.00 3400000.00 2295000.00 1422000.00 2114000.00 4253000.00 785000.00 1835000.00 3882000.00 3400000.00 Informe cumplimiento reglas funcionamiento_UCI 15_8403_2S2017.pdf 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