FTAP 8528 F.T.A UCI 16 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.03 y S.05.2.C 567519000.00 618868000.00 567519000.00 618868000.00 567519000.00 618868000.00 486474000.00 523102000.00 36957000.00 39740000.00 24894000.00 26768000.00 0.00 0.00 25815000.00 32715000.00 0.00 0.00 -6621000.00 -3457000.00 0.00 0.00 0.00 0.00 0.00 0.00 172723000.00 198133000.00 36993000.00 39308000.00 133737000.00 157387000.00 133737000.00 157387000.00 52569000.00 56269000.00 3994000.00 4275000.00 2690000.00 2880000.00 2721000.00 2828000.00 146000.00 154000.00 89775000.00 94947000.00 6547000.00 6783000.00 -24705000.00 -10749000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1993000.00 1438000.00 1993000.00 1438000.00 740242000.00 817001000.00 596716000.00 656635000.00 0.00 0.00 596716000.00 656635000.00 596716000.00 656635000.00 454516000.00 514435000.00 142200000.00 142200000.00 0.00 0.00 0.00 0.00 0.00 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-34000.00 -37000.00 -138000.00 -148000.00 -6000.00 -6000.00 -24000.00 -24000.00 -1135000.00 0.00 994000.00 805000.00 -17078000.00 3378000.00 994000.00 805000.00 -17078000.00 3378000.00 0.00 0.00 0.00 0.00 -2085000.00 -3822000.00 -6724000.00 -10127000.00 -1548000.00 1129000.00 13219000.00 -5910000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3187000.00 3101000.00 10635000.00 14208000.00 2641000.00 3117000.00 10757000.00 14348000.00 2712000.00 3190000.00 11044000.00 14646000.00 -68000.00 -67000.00 -270000.00 -271000.00 0.00 0.00 0.00 -6000.00 0.00 -27000.00 0.00 -3000.00 -17000.00 -34000.00 -36000.00 -139000.00 -149000.00 -34000.00 -36000.00 -139000.00 -149000.00 0.00 0.00 0.00 0.00 580000.00 20000.00 17000.00 9000.00 0.00 0.00 0.00 0.00 -24000.00 -44000.00 -11000.00 604000.00 20000.00 61000.00 20000.00 -2384000.00 -2089000.00 -10080000.00 -14335000.00 0.00 0.00 -2382000.00 -2084000.00 -10072000.00 -14325000.00 6169000.00 5777000.00 24387000.00 21388000.00 5208000.00 3121000.00 18565000.00 18540000.00 0.00 15000.00 16000.00 42000.00 55000.00 2534000.00 3235000.00 11024000.00 15303000.00 -16308000.00 -14233000.00 -64090000.00 -69611000.00 -2000.00 -5000.00 -8000.00 -10000.00 0.00 0.00 0.00 -2000.00 -5000.00 -8000.00 -10000.00 803000.00 1012000.00 555000.00 -127000.00 1190000.00 426000.00 1438000.00 1565000.00 1993000.00 1438000.00 1993000.00 1438000.00 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 15.98 1.41 0.00 5.91 16.35 1.03 0.00 6.06 0.60 15.98 1.41 0.00 5.91 16.35 1.03 0.00 6.06 0.60 15.98 1.41 0.00 5.91 16.35 1.03 0.00 6.06 0.60 530.00 104000.00 82000.00 186000.00 163024000.00 163210000.00 175.00 94000.00 65000.00 159000.00 18596000.00 18755000.00 69.00 50000.00 36000.00 103000.00 189000.00 4529000.00 4718000.00 72.00 35000.00 40000.00 67000.00 142000.00 2773000.00 2915000.00 75.00 47000.00 55000.00 65000.00 167000.00 2846000.00 3013000.00 2204.00 89643000.00 6415000.00 3128000.00 99186000.00 15667000.00 114853000.00 3125.00 89973000.00 6693000.00 3363000.00 100029000.00 207435000.00 0.00 307464000.00 439.00 100000.00 77000.00 177000.00 152917000.00 153094000.00 90314000.00 89620000.00 169.51 153.00 90000.00 90000.00 18104000.00 18194000.00 32349000.00 31964000.00 56.24 53.00 49000.00 34000.00 97000.00 180000.00 4312000.00 4492000.00 9604000.00 9270000.00 46.77 58.00 35000.00 36000.00 61000.00 132000.00 2619000.00 2751000.00 9215000.00 8295000.00 29.85 55.00 47000.00 48000.00 56000.00 151000.00 2632000.00 2783000.00 9959000.00 9959000.00 27.94 1497.00 80935000.00 5791000.00 2809000.00 89535000.00 13369000.00 102904000.00 275573000.00 275573000.00 37.34 2255.00 81256000.00 5986000.00 3023000.00 90265000.00 193953000.00 0.00 284218000.00 427014000.00 66.56 70000.00 161000.00 540000.00 151000.00 1219000.00 776000.00 24000.00 529000.00 2160000.00 818000.00 798000.00 16570000.00 19527000.00 8774000.00 703422000.00 757123000.00 1791202000.00 723168000.00 780696000.00 1800000000.00 21.46 22.30 32.00 12.89 11.89 1.14 2018.00 129878000.00 1986.00 128479000.00 2175.00 161549000.00 1811.00 217148000.00 1797.00 223709000.00 2230.00 354519000.00 2548.00 310492000.00 2865.00 355764000.00 7930.00 1174743000.00 165.00 24703000.00 198.00 28851000.00 141.00 27547000.00 3.00 649000.00 5.00 1019000.00 5.00 1087000.00 5.00 1090000.00 1.00 144000.00 1.00 144000.00 6551.00 684101000.00 6857.00 739056000.00 12476.00 1718358000.00 56.62 58.04 67.40 2.27 2.27 4.00 7.97 7.97 11.00 0.00 0.00 2.15 1718.00 177115000.00 1803.00 193773000.00 3356.00 471676000.00 109.00 10112000.00 110.00 10527000.00 202.00 25029000.00 219.00 17425000.00 224.00 18514000.00 383.00 39335000.00 296.00 37308000.00 317.00 40822000.00 531.00 80026000.00 621.00 58032000.00 642.00 61663000.00 1060.00 126870000.00 74.00 7771000.00 76.00 8028000.00 138.00 18637000.00 190.00 15292000.00 194.00 16360000.00 336.00 36769000.00 363.00 36885000.00 378.00 39254000.00 634.00 86604000.00 718.00 92659000.00 761.00 101077000.00 1344.00 234190000.00 105.00 6582000.00 113.00 7117000.00 197.00 16272000.00 245.00 20880000.00 257.00 22652000.00 457.00 52435000.00 2615.00 139343000.00 2750.00 149315000.00 5175.00 322099000.00 163.00 15699000.00 169.00 16586000.00 337.00 40663000.00 39.00 4223000.00 42.00 4789000.00 75.00 9816000.00 11.00 957000.00 12.00 1079000.00 21.00 2232000.00 733.00 69348000.00 774.00 74827000.00 1750.00 209269000.00 119.00 13537000.00 121.00 14313000.00 199.00 28078000.00 8338.00 723168000.00 8743.00 780696000.00 16195.00 1800000000.00 8338.00 723168000.00 8743.00 780696000.00 16195.00 1800000000.00 0.67 0.63 0.32 ES0338186051 B.T.A'S SERIE E 198.00 100000.00 19800000.00 198.00 100000.00 19800000.00 198.00 100000.00 19800000.00 ES0338186044 B.T.A'S SERIE D 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 90.00 100000.00 9000000.00 ES0338186036 B.T.A'S SERIE C 414.00 100000.00 41400000.00 414.00 100000.00 41400000.00 414.00 100000.00 41400000.00 ES0338186028 B.T.A'S SERIE B 720.00 100000.00 72000000.00 720.00 100000.00 72000000.00 720.00 100000.00 72000000.00 ES0338186010 B.T.A'S SERIE A2 12476.00 41000.00 513769000.00 12476.00 46000.00 577859000.00 12476.00 100000.00 1247600000.00 ES0338186002 B.T.A'S SERIE A1 4300.00 4300.00 4300.00 100000.00 430000000.00 18198.00 655969000.00 18198.00 720059000.00 18198.00 1819800000.00 ES0338186051 B.T.A'S SERIE E S E3M 2.30 1.99 22000.00 7082000.00 S 19800000.00 26904000.00 ES0338186044 B.T.A'S SERIE D S E3M 2.25 1.94 7000.00 S 9000000.00 9007000.00 ES0338186036 B.T.A'S SERIE C S E3M 0.55 0.24 4000.00 S 41400000.00 41404000.00 ES0338186028 B.T.A'S SERIE B S E3M 0.30 0.00 N 72000000.00 72000000.00 ES0338186010 B.T.A'S SERIE A2 NS E3M 0.15 0.00 N 513769000.00 513769000.00 ES0338186002 B.T.A'S SERIE A1 NS E3M 0.06 0.00 N 33000.00 7082000.00 655969000.00 0.00 663084000.00 0.00 0.10 0.09 ES0338186051 B.T.A'S SERIE E 2202000.00 2202000.00 ES0338186028 B.T.A'S SERIE B 12719000.00 12719000.00 ES0338186044 B.T.A'S SERIE D 44000.00 3923000.00 44000.00 3790000.00 ES0338186036 B.T.A'S SERIE C 24000.00 8668000.00 23000.00 8596000.00 ES0338186002 B.T.A'S SERIE A1 430000000.00 19573000.00 430000000.00 19573000.00 ES0338186010 B.T.A'S SERIE A2 16308000.00 733831000.00 189910000.00 14233000.00 669741000.00 189910000.00 16308000.00 1163831000.00 68000.00 236995000.00 14233000.00 1099741000.00 67000.00 236790000.00 ES0338186051 B.T.A'S SERIE E 20180630 FCH CC C CCC ES0338186044 B.T.A'S SERIE D 20150310 FCH CC CC BB+ ES0338186036 B.T.A'S SERIE C 20150310 FCH CC CC BBB ES0338186028 B.T.A'S SERIE B 20180630 FCH B CCC A ES0338186010 B.T.A'S SERIE A2 20180630 FCH BBB B AAA ES0338186002 B.T.A'S SERIE A1 20120508 FCH --- --- AAA ES0338186051 B.T.A'S SERIE E 20101108 SYP D D CCC- ES0338186044 B.T.A'S SERIE D 20101108 SYP CCC- CCC- BB ES0338186036 B.T.A'S SERIE C 20140404 SYP CCC CCC BBB ES0338186028 B.T.A'S SERIE B 20180930 SYP B CCC+ A- ES0338186010 B.T.A'S SERIE A2 20180930 SYP BBB BB- AAA ES0338186002 B.T.A'S SERIE A1 20090312 SYP --- --- AAA 70000.00 161000.00 540000.00 151000.00 1219000.00 776000.00 24000.00 529000.00 2160000.00 818000.00 798000.00 16570000.00 19527000.00 8774000.00 636223000.00 696486000.00 1811002000.00 655969000.00 720059000.00 1819800000.00 21.46 22.30 32.00 688000.00 0.00 19800000.00 19800000.00 19800000.00 7200000.00 0.10 0.00 1.09 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 77.48 79.52 92.19 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 116262000.00 128398000.00 16.08 16.45 16.26 116262000.00 128398000.00 16.08 16.45 16.26 Nota de Valores 18.00 89372000.00 94660000.00 12.36 12.13 12.36 89372000.00 94660000.00 12.36 12.13 12.36 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 16_8528_2S2018.pdf 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