FTAP 8286 F.T.A. U.C.I. 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20180331 368032000.00 374959000.00 368032000.00 374959000.00 368032000.00 374959000.00 310302000.00 317277000.00 17631000.00 18027000.00 24683000.00 25238000.00 17444000.00 16360000.00 -2028000.00 -1943000.00 0.00 0.00 0.00 0.00 127062000.00 129071000.00 16427000.00 16467000.00 88314000.00 90165000.00 88314000.00 90165000.00 40114000.00 40840000.00 2279000.00 2320000.00 3191000.00 3249000.00 1848000.00 1888000.00 79000.00 87000.00 43132000.00 44298000.00 3039000.00 3115000.00 -5368000.00 -5632000.00 0.00 0.00 0.00 0.00 0.00 0.00 22321000.00 22439000.00 22321000.00 22439000.00 495094000.00 504030000.00 393420000.00 400023000.00 0.00 0.00 393420000.00 400023000.00 371667000.00 378270000.00 299167000.00 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 101674000.00 104007000.00 0.00 0.00 45589000.00 46418000.00 45587000.00 46412000.00 45584000.00 46409000.00 3000.00 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23377000.00 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 13.20 0.29 0.00 7.00 12.97 0.60 0.00 7.08 0.60 13.20 0.29 0.00 7.00 12.97 0.60 0.00 7.08 0.60 13.20 0.29 0.00 7.00 12.97 0.60 0.00 7.08 0.60 369.00 75000.00 45000.00 120000.00 87798000.00 87918000.00 140.00 67000.00 35000.00 102000.00 11075000.00 11177000.00 58.00 34000.00 25000.00 72000.00 131000.00 3278000.00 3409000.00 100.00 83000.00 46000.00 77000.00 206000.00 3515000.00 3721000.00 66.00 43000.00 40000.00 50000.00 133000.00 2122000.00 2255000.00 1606.00 42972000.00 2927000.00 1587000.00 47486000.00 8529000.00 56015000.00 2339.00 43274000.00 3118000.00 1786000.00 48178000.00 116317000.00 0.00 164495000.00 281.00 70000.00 41000.00 111000.00 79565000.00 79676000.00 52445000.00 52445000.00 151.92 107.00 63000.00 63000.00 10599000.00 10662000.00 19207000.00 18952000.00 55.51 38.00 32000.00 22000.00 63000.00 117000.00 3000000.00 3117000.00 6971000.00 6971000.00 44.71 72.00 80000.00 42000.00 72000.00 194000.00 3321000.00 3515000.00 11673000.00 11673000.00 30.11 42.00 41000.00 36000.00 44000.00 121000.00 1953000.00 2074000.00 8628000.00 8628000.00 24.04 924.00 34555000.00 2473000.00 1305000.00 38333000.00 7650000.00 45983000.00 135874000.00 135874000.00 33.84 1464.00 34841000.00 2614000.00 1484000.00 38939000.00 106088000.00 0.00 145027000.00 234798000.00 61.77 113000.00 121000.00 32000.00 766000.00 301000.00 224000.00 734000.00 1244000.00 776000.00 360000.00 456000.00 153000.00 373000.00 293000.00 1028000.00 13762000.00 13874000.00 12481000.00 442668000.00 451320000.00 1435306000.00 458776000.00 467609000.00 1450000000.00 18.27 18.50 30.00 13.31 13.06 1.15 1198.00 77032000.00 1175.00 75972000.00 1411.00 100944000.00 1855.00 167383000.00 1839.00 168613000.00 1831.00 253220000.00 1759.00 170823000.00 1837.00 178537000.00 8030.00 961165000.00 75.00 9070000.00 79.00 9441000.00 267.00 34842000.00 1.00 127000.00 1.00 127000.00 4888.00 424435000.00 4931.00 432690000.00 11539.00 1350171000.00 55.44 55.84 68.81 2.19 2.20 4.00 10.69 10.69 11.25 0.20 0.20 1.60 1201.00 96909000.00 1215.00 99244000.00 2814.00 310852000.00 45.00 3777000.00 46.00 3888000.00 119.00 14202000.00 188.00 12961000.00 189.00 13165000.00 386.00 34346000.00 202.00 21095000.00 203.00 21466000.00 473.00 65708000.00 512.00 36627000.00 515.00 37311000.00 1076.00 107319000.00 79.00 7047000.00 79.00 7111000.00 142.00 16541000.00 119.00 8689000.00 120.00 8850000.00 290.00 26782000.00 222.00 19939000.00 222.00 20276000.00 549.00 65754000.00 635.00 65493000.00 644.00 66902000.00 1508.00 209026000.00 70.00 3477000.00 70.00 3520000.00 172.00 12713000.00 205.00 14594000.00 206.00 14803000.00 450.00 46118000.00 2755.00 106136000.00 2784.00 108024000.00 6740.00 331518000.00 97.00 6946000.00 97.00 6996000.00 270.00 25224000.00 15.00 1307000.00 15.00 1318000.00 43.00 5158000.00 13.00 1115000.00 13.00 1124000.00 36.00 3478000.00 555.00 42695000.00 560.00 43515000.00 1473.00 147199000.00 97.00 9969000.00 97.00 10096000.00 201.00 28062000.00 7010.00 458776000.00 7075.00 467609000.00 16742.00 1450000000.00 7010.00 458776000.00 7075.00 467609000.00 16742.00 1450000000.00 0.77 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 25000.00 344750000.00 13775.00 26000.00 352180000.00 13775.00 100000.00 1377500000.00 14500.00 417250000.00 14500.00 424680000.00 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 344750000.00 344750000.00 3000.00 0.00 417250000.00 0.00 417253000.00 0.00 0.02 0.02 ES0338341011 B.T.A'S SERIE B 6462000.00 6462000.00 ES0338341029 B.T.A'S SERIE C 28000.00 8734000.00 26000.00 8609000.00 ES0338341003 B.T.A'S SERIE A 7429000.00 1088257000.00 151650000.00 8389000.00 1029905000.00 151650000.00 7429000.00 1088257000.00 28000.00 166846000.00 8389000.00 1029905000.00 26000.00 166721000.00 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 113000.00 121000.00 32000.00 766000.00 301000.00 224000.00 734000.00 1244000.00 776000.00 360000.00 456000.00 373000.00 293000.00 1181000.00 13762000.00 13874000.00 12481000.00 401142000.00 408391000.00 1435306000.00 417250000.00 424680000.00 1450000000.00 18.27 18.50 30.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 5800000.00 5.21 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 82.62 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 61523000.00 61652000.00 13.41 13.18 13.36 61523000.00 61652000.00 13.41 13.18 13.36 Nota de Valores 18.00 43376000.00 44654000.00 9.45 9.55 9.51 43376000.00 44654000.00 9.45 9.55 9.51 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 14_8286_1X2018.pdf 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