FTAP 8286 F.T.A. U.C.I. 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 352181000.00 374959000.00 352181000.00 374959000.00 352181000.00 374959000.00 298444000.00 317277000.00 16957000.00 18027000.00 23740000.00 25238000.00 16607000.00 16360000.00 -3567000.00 -1943000.00 0.00 0.00 0.00 0.00 119313000.00 129071000.00 16523000.00 16467000.00 80850000.00 90165000.00 80850000.00 90165000.00 38665000.00 40840000.00 2197000.00 2320000.00 3075000.00 3249000.00 1849000.00 1888000.00 79000.00 87000.00 41558000.00 44298000.00 2997000.00 3115000.00 -9570000.00 -5632000.00 0.00 0.00 0.00 0.00 0.00 0.00 21940000.00 22439000.00 21940000.00 22439000.00 471494000.00 504030000.00 378597000.00 400023000.00 0.00 0.00 378597000.00 400023000.00 356844000.00 378270000.00 284344000.00 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 92897000.00 104007000.00 0.00 0.00 43942000.00 46418000.00 43940000.00 46412000.00 43937000.00 46409000.00 0.00 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153231000.00 1837.00 178537000.00 8030.00 961165000.00 66.00 8228000.00 79.00 9441000.00 267.00 34842000.00 1.00 127000.00 1.00 127000.00 4787.00 408113000.00 4931.00 432690000.00 11539.00 1350171000.00 54.60 55.84 68.81 2.17 2.20 4.00 10.69 10.69 11.25 0.20 0.20 1.60 1178.00 93553000.00 1215.00 99244000.00 2814.00 310852000.00 45.00 3691000.00 46.00 3888000.00 119.00 14202000.00 185.00 12456000.00 189.00 13165000.00 386.00 34346000.00 193.00 20005000.00 203.00 21466000.00 473.00 65708000.00 504.00 35154000.00 515.00 37311000.00 1076.00 107319000.00 79.00 6919000.00 79.00 7111000.00 142.00 16541000.00 118.00 8448000.00 120.00 8850000.00 290.00 26782000.00 219.00 19349000.00 222.00 20276000.00 549.00 65754000.00 620.00 63127000.00 644.00 66902000.00 1508.00 209026000.00 70.00 3389000.00 70.00 3520000.00 172.00 12713000.00 202.00 14083000.00 206.00 14803000.00 450.00 46118000.00 2699.00 102297000.00 2784.00 108024000.00 6740.00 331518000.00 93.00 6499000.00 97.00 6996000.00 270.00 25224000.00 15.00 1281000.00 15.00 1318000.00 43.00 5158000.00 13.00 1096000.00 13.00 1124000.00 36.00 3478000.00 535.00 40150000.00 560.00 43515000.00 1473.00 147199000.00 97.00 9746000.00 97.00 10096000.00 201.00 28062000.00 6865.00 441243000.00 7075.00 467609000.00 16742.00 1450000000.00 6865.00 441243000.00 7075.00 467609000.00 16742.00 1450000000.00 0.80 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 328282000.00 13775.00 26000.00 352180000.00 13775.00 100000.00 1377500000.00 14500.00 400782000.00 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 328282000.00 328282000.00 3000.00 0.00 400782000.00 0.00 400785000.00 0.00 0.02 0.02 ES0338341011 B.T.A'S SERIE B 6462000.00 6462000.00 ES0338341029 B.T.A'S SERIE C 26000.00 8784000.00 20000.00 8734000.00 ES0338341003 B.T.A'S SERIE A 8244000.00 1104726000.00 151650000.00 7558000.00 1073189000.00 151650000.00 8244000.00 1104726000.00 26000.00 166896000.00 7558000.00 1073189000.00 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 90000.00 121000.00 32000.00 1095000.00 301000.00 224000.00 308000.00 1244000.00 776000.00 200000.00 456000.00 535000.00 293000.00 1181000.00 13438000.00 13874000.00 12481000.00 385116000.00 408391000.00 1435306000.00 400782000.00 424680000.00 1450000000.00 17.82 18.50 30.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 5800000.00 5.43 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 81.91 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 59129000.00 61652000.00 13.40 13.18 13.05 59129000.00 61652000.00 13.40 13.18 13.05 Nota de Valores 18.00 41792000.00 44654000.00 9.47 9.55 9.40 41792000.00 44654000.00 9.47 9.55 9.40 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 14_8286_2X2018.pdf 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