FTAP 8286 F.T.A. U.C.I. 14 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 344327000.00 374959000.00 344327000.00 374959000.00 344327000.00 374959000.00 292934000.00 317277000.00 16644000.00 18027000.00 23301000.00 25238000.00 0.00 0.00 14603000.00 16360000.00 0.00 0.00 -3155000.00 -1943000.00 0.00 0.00 0.00 0.00 0.00 0.00 117785000.00 129071000.00 16221000.00 16467000.00 79554000.00 90165000.00 79554000.00 90165000.00 37969000.00 40840000.00 2157000.00 2320000.00 3021000.00 3249000.00 1810000.00 1888000.00 83000.00 87000.00 41022000.00 44298000.00 3005000.00 3115000.00 -9513000.00 -5632000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 22010000.00 22439000.00 22010000.00 22439000.00 462112000.00 504030000.00 371282000.00 400023000.00 0.00 0.00 371282000.00 400023000.00 349529000.00 378270000.00 277029000.00 305770000.00 72500000.00 72500000.00 0.00 0.00 0.00 21753000.00 21753000.00 21753000.00 21753000.00 0.00 0.00 0.00 0.00 90830000.00 104007000.00 0.00 0.00 43152000.00 46418000.00 43150000.00 46412000.00 43147000.00 46409000.00 0.00 3000.00 3000.00 0.00 2000.00 2000.00 2000.00 2000.00 0.00 0.00 0.00 4000.00 4000.00 47678000.00 57589000.00 47668000.00 57572000.00 2000.00 3000.00 1000.00 1000.00 48869000.00 57568000.00 -1204000.00 10000.00 17000.00 0.00 0.00 462112000.00 504030000.00 1847000.00 2036000.00 7772000.00 8599000.00 1847000.00 2036000.00 7772000.00 8599000.00 -43000.00 -42000.00 -231000.00 -166000.00 -26000.00 -25000.00 -100000.00 -99000.00 -17000.00 -17000.00 -67000.00 -67000.00 -64000.00 1804000.00 1994000.00 7541000.00 8433000.00 0.00 0.00 0.00 0.00 -4549000.00 -964000.00 -135000.00 -6152000.00 -14000.00 -26000.00 -33000.00 -109000.00 -2000.00 -3000.00 -9000.00 -9000.00 -5000.00 -21000.00 -87000.00 -7000.00 -2000.00 -24000.00 -13000.00 -4535000.00 -938000.00 -102000.00 -6043000.00 -19000.00 -20000.00 -78000.00 -84000.00 -6000.00 -6000.00 -24000.00 -24000.00 -4510000.00 -912000.00 0.00 -5935000.00 476000.00 122000.00 -5055000.00 1368000.00 476000.00 122000.00 -5055000.00 1368000.00 0.00 0.00 0.00 0.00 -944000.00 -1152000.00 -3555000.00 -3649000.00 3213000.00 0.00 1204000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -874000.00 194000.00 -1556000.00 -745000.00 1719000.00 2020000.00 7233000.00 8176000.00 1773000.00 2076000.00 7473000.00 8425000.00 -25000.00 -20000.00 -99000.00 -99000.00 0.00 0.00 0.00 -20000.00 0.00 -17000.00 -16000.00 -67000.00 -67000.00 -12000.00 -74000.00 -83000.00 -2591000.00 -1831000.00 -8802000.00 -8908000.00 -19000.00 -21000.00 -79000.00 -84000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -2566000.00 -1804000.00 -8699000.00 -8800000.00 0.00 -2000.00 5000.00 13000.00 -13000.00 0.00 0.00 0.00 0.00 -12000.00 -27000.00 -18000.00 10000.00 5000.00 40000.00 5000.00 944000.00 34000.00 1127000.00 37000.00 0.00 0.00 944000.00 35000.00 1129000.00 40000.00 4396000.00 4154000.00 17416000.00 16857000.00 3341000.00 2644000.00 10842000.00 10861000.00 0.00 7000.00 4000.00 37000.00 19000.00 1306000.00 872000.00 4837000.00 5363000.00 -8106000.00 -7639000.00 -32003000.00 -33060000.00 0.00 -1000.00 -2000.00 -3000.00 0.00 0.00 0.00 0.00 -1000.00 -2000.00 -3000.00 70000.00 228000.00 -429000.00 -708000.00 21940000.00 22211000.00 22439000.00 23147000.00 22010000.00 22439000.00 22010000.00 22439000.00 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 12.89 1.07 0.00 6.82 12.97 0.60 0.00 7.08 0.60 12.89 1.07 0.00 6.82 12.97 0.60 0.00 7.08 0.60 12.89 1.07 0.00 6.82 12.97 0.60 0.00 7.08 0.60 399.00 78000.00 47000.00 125000.00 84776000.00 84901000.00 142.00 72000.00 36000.00 108000.00 11361000.00 11469000.00 41.00 28000.00 16000.00 46000.00 90000.00 2062000.00 2152000.00 78.00 43000.00 29000.00 53000.00 125000.00 2272000.00 2397000.00 59.00 50000.00 29000.00 38000.00 117000.00 1674000.00 1791000.00 1528.00 40901000.00 2931000.00 1464000.00 45296000.00 8595000.00 53891000.00 2247.00 41172000.00 3088000.00 1601000.00 45861000.00 110740000.00 0.00 156601000.00 304.00 73000.00 43000.00 116000.00 76814000.00 76930000.00 56599000.00 56320000.00 135.92 106.00 68000.00 68000.00 10833000.00 10901000.00 20219000.00 20144000.00 53.91 27.00 27000.00 15000.00 42000.00 84000.00 1949000.00 2033000.00 3738000.00 3738000.00 54.39 48.00 41000.00 25000.00 43000.00 109000.00 2039000.00 2148000.00 6207000.00 5727000.00 34.61 39.00 49000.00 26000.00 34000.00 109000.00 1544000.00 1653000.00 5653000.00 5653000.00 29.24 882.00 34873000.00 2483000.00 1206000.00 38562000.00 7673000.00 46235000.00 134471000.00 134471000.00 34.38 1406.00 35131000.00 2592000.00 1325000.00 39048000.00 100852000.00 0.00 139900000.00 226887000.00 61.66 189000.00 121000.00 32000.00 908000.00 301000.00 224000.00 273000.00 1244000.00 776000.00 252000.00 456000.00 153000.00 680000.00 293000.00 1028000.00 12954000.00 13874000.00 12481000.00 416395000.00 451320000.00 1435306000.00 431651000.00 467609000.00 1450000000.00 17.58 18.50 30.00 14.07 13.06 1.15 1258.00 80099000.00 1175.00 75972000.00 1411.00 100944000.00 1948.00 169933000.00 1839.00 168613000.00 1831.00 253220000.00 1465.00 141082000.00 1837.00 178537000.00 8030.00 961165000.00 65.00 8070000.00 79.00 9441000.00 267.00 34842000.00 1.00 127000.00 4736.00 399184000.00 4931.00 432690000.00 11539.00 1350171000.00 54.16 55.84 68.81 2.19 2.20 4.00 10.69 10.69 11.25 0.07 0.20 1.60 1167.00 91703000.00 1215.00 99244000.00 2814.00 310852000.00 45.00 3652000.00 46.00 3888000.00 119.00 14202000.00 184.00 12233000.00 189.00 13165000.00 386.00 34346000.00 191.00 19391000.00 203.00 21466000.00 473.00 65708000.00 499.00 34403000.00 515.00 37311000.00 1076.00 107319000.00 78.00 6737000.00 79.00 7111000.00 142.00 16541000.00 118.00 8367000.00 120.00 8850000.00 290.00 26782000.00 217.00 18789000.00 222.00 20276000.00 549.00 65754000.00 615.00 61846000.00 644.00 66902000.00 1508.00 209026000.00 70.00 3342000.00 70.00 3520000.00 172.00 12713000.00 199.00 13734000.00 206.00 14803000.00 450.00 46118000.00 2664.00 100142000.00 2784.00 108024000.00 6740.00 331518000.00 89.00 6188000.00 97.00 6996000.00 270.00 25224000.00 15.00 1268000.00 15.00 1318000.00 43.00 5158000.00 13.00 1087000.00 13.00 1124000.00 36.00 3478000.00 525.00 39121000.00 560.00 43515000.00 1473.00 147199000.00 97.00 9648000.00 97.00 10096000.00 201.00 28062000.00 6786.00 431651000.00 7075.00 467609000.00 16742.00 1450000000.00 6786.00 431651000.00 7075.00 467609000.00 16742.00 1450000000.00 0.81 0.78 0.37 ES0338341029 B.T.A'S SERIE C 384.00 100000.00 38400000.00 384.00 100000.00 38400000.00 384.00 100000.00 38400000.00 ES0338341011 B.T.A'S SERIE B 341.00 100000.00 34100000.00 341.00 100000.00 34100000.00 341.00 100000.00 34100000.00 ES0338341003 B.T.A'S SERIE A 13775.00 23000.00 320176000.00 13775.00 26000.00 352180000.00 13775.00 100000.00 1377500000.00 14500.00 392676000.00 14500.00 424680000.00 14500.00 1450000000.00 ES0338341029 B.T.A'S SERIE C S E3M 0.58 0.27 3000.00 S 38400000.00 38403000.00 ES0338341011 B.T.A'S SERIE B S E3M 0.29 0.00 N 34100000.00 34100000.00 ES0338341003 B.T.A'S SERIE A NS E3M 0.15 0.00 N 320176000.00 320176000.00 3000.00 0.00 392676000.00 0.00 392679000.00 0.00 0.02 0.02 ES0338341011 B.T.A'S SERIE B 6462000.00 6462000.00 ES0338341029 B.T.A'S SERIE C 25000.00 8809000.00 20000.00 8734000.00 ES0338341003 B.T.A'S SERIE A 8106000.00 1057324000.00 151650000.00 7639000.00 1025320000.00 151650000.00 8106000.00 1057324000.00 25000.00 166921000.00 7639000.00 1025320000.00 20000.00 166846000.00 ES0338341029 B.T.A'S SERIE C 20100211 SYP B- B- BBB ES0338341011 B.T.A'S SERIE B 20150129 SYP B+ B+ A- ES0338341003 B.T.A'S SERIE A 20150129 SYP BBB BBB AAA ES0338341029 B.T.A'S SERIE C 20150310 FCH CCC CCC BB+ ES0338341011 B.T.A'S SERIE B 20180630 FCH BB B A+ ES0338341003 B.T.A'S SERIE A 20180630 FCH BBB+ BB AAA 189000.00 121000.00 32000.00 908000.00 301000.00 224000.00 273000.00 1244000.00 776000.00 252000.00 456000.00 680000.00 293000.00 1181000.00 12954000.00 13874000.00 12481000.00 377420000.00 408391000.00 1435306000.00 392676000.00 424680000.00 1450000000.00 17.58 18.50 30.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 5800000.00 5.54 5.12 1.50 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 S S S 81.54 82.93 95.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 56614000.00 61652000.00 13.12 13.18 13.08 56614000.00 61652000.00 13.12 13.18 13.08 Nota de Valores 18.00 41279000.00 44654000.00 9.56 9.55 9.44 41279000.00 44654000.00 9.56 9.55 9.44 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 14_8286_2S2018.pdf 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