FTAP 8286 F.T.A. U.C.I. 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 360691000.00 374959000.00 360691000.00 374959000.00 360691000.00 374959000.00 304844000.00 317277000.00 17321000.00 18027000.00 24249000.00 25238000.00 16186000.00 16360000.00 -1909000.00 -1943000.00 0.00 0.00 0.00 0.00 125704000.00 129071000.00 17053000.00 16467000.00 86186000.00 90165000.00 86186000.00 90165000.00 39383000.00 40840000.00 2238000.00 2320000.00 3133000.00 3249000.00 1892000.00 1888000.00 79000.00 87000.00 41761000.00 44298000.00 2977000.00 3115000.00 -5277000.00 -5632000.00 0.00 0.00 0.00 0.00 0.00 0.00 22465000.00 22439000.00 22465000.00 22439000.00 486395000.00 504030000.00 386024000.00 400023000.00 0.00 0.00 386024000.00 400023000.00 364271000.00 378270000.00 291771000.00 305770000.00 72500000.00 72500000.00 0.00 0.00 21753000.00 21753000.00 21753000.00 21753000.00 0.00 0.00 0.00 0.00 100371000.00 104007000.00 0.00 0.00 44764000.00 46418000.00 44757000.00 46412000.00 44754000.00 46409000.00 3000.00 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55.54 34.00 27000.00 14000.00 43000.00 84000.00 1975000.00 2059000.00 4685000.00 4685000.00 43.95 56.00 48000.00 38000.00 63000.00 149000.00 2774000.00 2923000.00 8346000.00 8346000.00 35.02 55.00 89000.00 49000.00 60000.00 198000.00 2779000.00 2977000.00 9784000.00 9784000.00 30.43 885.00 34651000.00 2422000.00 1241000.00 38314000.00 5912000.00 44226000.00 133209000.00 133209000.00 33.20 1408.00 34948000.00 2558000.00 1407000.00 38913000.00 100476000.00 0.00 139389000.00 224549000.00 62.08 83000.00 121000.00 32000.00 1214000.00 301000.00 224000.00 281000.00 1244000.00 776000.00 316000.00 456000.00 153000.00 554000.00 293000.00 1028000.00 13599000.00 13874000.00 12481000.00 433068000.00 451320000.00 1435306000.00 449115000.00 467609000.00 1450000000.00 18.04 18.50 30.00 13.56 13.06 1.15 1206.00 77753000.00 1175.00 75972000.00 1411.00 100944000.00 1864.00 165982000.00 1839.00 168613000.00 1831.00 253220000.00 1686.00 163197000.00 1837.00 178537000.00 8030.00 961165000.00 68.00 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13.00 1105000.00 13.00 1124000.00 36.00 3478000.00 539.00 40860000.00 560.00 43515000.00 1473.00 147199000.00 97.00 9841000.00 97.00 10096000.00 201.00 28062000.00 6923.00 449115000.00 7075.00 467609000.00 16742.00 1450000000.00 6923.00 449115000.00 7075.00 467609000.00 16742.00 1450000000.00 0.79 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 24000.00 336525000.00 13775.00 26000.00 352180000.00 13775.00 100000.00 1377500000.00 14500.00 409025000.00 14500.00 424680000.00 14500.00 1450000000.00 ES0338341029 B.T.A'S SERIE C S E3M 0.58 0.26 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 336525000.00 336525000.00 3000.00 0.00 409025000.00 0.00 409028000.00 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 8759000.00 24000.00 8659000.00 ES0338341003 B.T.A'S SERIE A 8225000.00 1096482000.00 151650000.00 9474000.00 1047768000.00 151650000.00 8225000.00 1096482000.00 25000.00 166871000.00 9474000.00 1047768000.00 24000.00 166771000.00 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 83000.00 121000.00 32000.00 1214000.00 301000.00 224000.00 281000.00 1244000.00 776000.00 316000.00 456000.00 554000.00 293000.00 1181000.00 13599000.00 13874000.00 12481000.00 392978000.00 408391000.00 1435306000.00 409025000.00 424680000.00 1450000000.00 18.04 18.50 30.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 5800000.00 5.32 5.12 1.50 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 82.27 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 58891000.00 61652000.00 13.11 13.18 12.98 58891000.00 61652000.00 13.11 13.18 12.98 Nota de Valores 18.00 41987000.00 44654000.00 9.35 9.55 9.36 41987000.00 44654000.00 9.35 9.55 9.36 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 14_8286_1S2018.pdf 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