FTAP 8286 F.T.A. U.C.I. 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20171231 Las modificaciones son debidas al proceso de auditoría y afectan al estado S.03 374959000.00 403662000.00 374959000.00 403662000.00 374959000.00 403662000.00 317277000.00 343611000.00 18027000.00 19403000.00 25238000.00 27165000.00 16360000.00 15649000.00 -1943000.00 -2166000.00 0.00 0.00 0.00 0.00 129071000.00 136289000.00 16467000.00 18856000.00 90165000.00 94286000.00 90165000.00 94286000.00 40840000.00 43874000.00 2320000.00 2613000.00 3249000.00 3658000.00 1888000.00 1994000.00 87000.00 77000.00 44298000.00 45561000.00 3115000.00 3268000.00 -5632000.00 -6759000.00 0.00 0.00 0.00 0.00 0.00 0.00 22439000.00 23147000.00 22439000.00 23147000.00 504030000.00 539951000.00 400023000.00 429348000.00 0.00 0.00 400023000.00 429348000.00 378270000.00 407595000.00 305770000.00 335095000.00 72500000.00 72500000.00 0.00 21753000.00 21753000.00 21753000.00 21753000.00 0.00 0.00 0.00 0.00 104007000.00 110603000.00 0.00 0.00 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36000.00 94000.00 77310000.00 77404000.00 45385000.00 29484000.00 170.55 112.00 66000.00 44000.00 110000.00 11735000.00 11845000.00 20124000.00 13183000.00 58.86 51.00 50000.00 24000.00 60000.00 134000.00 2878000.00 3012000.00 7986000.00 5537000.00 37.72 43.00 33000.00 25000.00 44000.00 102000.00 2001000.00 2103000.00 8174000.00 6021000.00 25.73 53.00 43000.00 47000.00 53000.00 143000.00 2191000.00 2334000.00 7486000.00 6164000.00 31.18 936.00 37499000.00 2506000.00 1350000.00 41355000.00 7886000.00 49241000.00 138653000.00 126654000.00 35.51 1445.00 37749000.00 2682000.00 1507000.00 41938000.00 104001000.00 0.00 145939000.00 227808000.00 64.06 121000.00 207000.00 32000.00 301000.00 142000.00 224000.00 1244000.00 437000.00 776000.00 456000.00 1812000.00 153000.00 293000.00 626000.00 1028000.00 13874000.00 15041000.00 12481000.00 451320000.00 483269000.00 1435306000.00 467609000.00 501534000.00 1450000000.00 18.50 19.40 30.00 13.06 12.07 1.15 1175.00 75972000.00 1140.00 75292000.00 1411.00 100944000.00 1839.00 168613000.00 1722.00 165595000.00 1831.00 253220000.00 1837.00 178537000.00 2167.00 211259000.00 8030.00 961165000.00 79.00 9441000.00 93.00 11067000.00 267.00 34842000.00 1.00 127000.00 1.00 181000.00 4931.00 432690000.00 5123.00 463394000.00 11539.00 1350171000.00 55.84 57.23 68.81 2.20 2.26 4.00 10.69 10.69 11.25 0.20 0.17 1.60 1215.00 99244000.00 1270.00 106747000.00 2814.00 310852000.00 46.00 3888000.00 47.00 4354000.00 119.00 14202000.00 189.00 13165000.00 190.00 13752000.00 386.00 34346000.00 203.00 21466000.00 216.00 23309000.00 473.00 65708000.00 515.00 37311000.00 529.00 39837000.00 1076.00 107319000.00 79.00 7111000.00 80.00 7455000.00 142.00 16541000.00 120.00 8850000.00 121.00 9254000.00 290.00 26782000.00 222.00 20276000.00 230.00 21673000.00 549.00 65754000.00 644.00 66902000.00 661.00 70773000.00 1508.00 209026000.00 70.00 3520000.00 70.00 3741000.00 172.00 12713000.00 206.00 14803000.00 213.00 15951000.00 450.00 46118000.00 2784.00 108024000.00 2955.00 117031000.00 6740.00 331518000.00 97.00 6996000.00 104.00 7717000.00 270.00 25224000.00 15.00 1318000.00 15.00 1364000.00 43.00 5158000.00 13.00 1124000.00 14.00 1215000.00 36.00 3478000.00 560.00 43515000.00 589.00 46838000.00 1473.00 147199000.00 97.00 10096000.00 98.00 10523000.00 201.00 28062000.00 7075.00 467609000.00 7402.00 501534000.00 16742.00 1450000000.00 7075.00 467609000.00 7402.00 501534000.00 16742.00 1450000000.00 0.78 0.74 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 26000.00 352180000.00 13775.00 28000.00 385240000.00 13775.00 100000.00 1377500000.00 14500.00 424680000.00 14500.00 457740000.00 14500.00 1450000000.00 ES0338341029 B.T.A'S SERIE C S E3M 0.58 0.25 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 352180000.00 352180000.00 3000.00 0.00 424680000.00 0.00 424683000.00 0.00 0.02 0.02 ES0338341011 B.T.A'S SERIE B 6462000.00 6441000.00 ES0338341029 B.T.A'S SERIE C 20000.00 8734000.00 27000.00 8475000.00 ES0338341003 B.T.A'S SERIE A 7639000.00 1080828000.00 151650000.00 8042000.00 992261000.00 151632000.00 7639000.00 1080828000.00 20000.00 166846000.00 8042000.00 992261000.00 27000.00 166548000.00 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 20150310 FCH B B A+ ES0338341003 B.T.A'S SERIE A 20171231 FCH BB+ BB AAA 121000.00 207000.00 32000.00 301000.00 142000.00 224000.00 1244000.00 437000.00 776000.00 456000.00 1812000.00 293000.00 626000.00 1181000.00 13874000.00 15041000.00 12481000.00 408391000.00 439475000.00 1435306000.00 424680000.00 457740000.00 1450000000.00 18.50 19.40 30.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 5800000.00 5.12 4.75 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 82.93 84.16 95.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 61652000.00 62226000.00 13.18 12.41 13.27 61652000.00 62226000.00 13.18 12.41 13.27 Nota de Valores 18.00 44654000.00 45966000.00 9.55 9.17 9.57 44654000.00 45966000.00 9.55 9.17 9.57 Modulo Adicional a la Nota de Valores SANTANDER DE TITULIZACIÓN 100000.00 365 0.019 8500.00 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 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 9512000.00 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