FTAP 8528 F.T.A UCI 16 Santander de Titulizacion S.G.F.T., S.A NO NO 20180331 607085000.00 618868000.00 607085000.00 618868000.00 607085000.00 618868000.00 511438000.00 523102000.00 38854000.00 39740000.00 26171000.00 26768000.00 34160000.00 32715000.00 -3538000.00 -3457000.00 0.00 0.00 0.00 0.00 195530000.00 198133000.00 39536000.00 39308000.00 154757000.00 157387000.00 154757000.00 157387000.00 56269000.00 56269000.00 4275000.00 4275000.00 2880000.00 2880000.00 2766000.00 2828000.00 154000.00 154000.00 91934000.00 94947000.00 6694000.00 6783000.00 -10215000.00 -10749000.00 0.00 0.00 0.00 0.00 0.00 0.00 1237000.00 1438000.00 1237000.00 1438000.00 802615000.00 817001000.00 640996000.00 656635000.00 0.00 0.00 640996000.00 656635000.00 640996000.00 656635000.00 498796000.00 514435000.00 142200000.00 142200000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 161619000.00 160366000.00 0.00 0.00 71025000.00 70895000.00 70150000.00 70022000.00 63424000.00 63424000.00 35000.00 30000.00 6691000.00 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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 16.46 0.31 0.00 5.99 16.35 1.03 0.00 6.06 0.60 16.46 0.31 0.00 5.99 16.35 1.03 0.00 6.06 0.60 16.46 0.31 0.00 5.99 16.35 1.03 0.00 6.06 0.60 522.00 96000.00 79000.00 175000.00 175668000.00 175843000.00 223.00 159000.00 75000.00 234000.00 22247000.00 22481000.00 91.00 82000.00 60000.00 173000.00 315000.00 7409000.00 7724000.00 97.00 58000.00 61000.00 107000.00 226000.00 4575000.00 4801000.00 110.00 73000.00 114000.00 132000.00 319000.00 5705000.00 6024000.00 2296.00 91721000.00 6459000.00 3296000.00 101476000.00 16471000.00 117947000.00 3339.00 92189000.00 6848000.00 3708000.00 102745000.00 232075000.00 0.00 334820000.00 437.00 93000.00 75000.00 168000.00 164761000.00 164929000.00 91457000.00 90289000.00 180.34 183.00 155000.00 70000.00 225000.00 21297000.00 21522000.00 37034000.00 36649000.00 58.11 70.00 81000.00 57000.00 163000.00 301000.00 7097000.00 7398000.00 14591000.00 14207000.00 50.70 77.00 56000.00 57000.00 100000.00 213000.00 4328000.00 4541000.00 14090000.00 14090000.00 32.23 92.00 72000.00 108000.00 126000.00 306000.00 5520000.00 5826000.00 15907000.00 15907000.00 36.63 1529.00 81441000.00 5730000.00 2945000.00 90116000.00 15137000.00 105253000.00 281106000.00 281106000.00 37.44 2388.00 81898000.00 6097000.00 3334000.00 91329000.00 218140000.00 0.00 309469000.00 454185000.00 68.14 143000.00 161000.00 132000.00 151000.00 1671000.00 776000.00 24000.00 1157000.00 2160000.00 673000.00 798000.00 18466000.00 19527000.00 8774000.00 743739000.00 757123000.00 1791202000.00 765981000.00 780696000.00 1800000000.00 22.09 22.30 32.00 12.14 11.89 1.14 1995.00 129653000.00 1986.00 128479000.00 2175.00 161549000.00 1812.00 222662000.00 1797.00 223709000.00 2230.00 354519000.00 2766.00 342129000.00 2865.00 355764000.00 7930.00 1174743000.00 191.00 28303000.00 198.00 28851000.00 141.00 27547000.00 5.00 1013000.00 5.00 1019000.00 5.00 1090000.00 5.00 1090000.00 1.00 144000.00 1.00 144000.00 6775.00 724994000.00 6857.00 739056000.00 12476.00 1718358000.00 57.71 58.04 67.40 2.26 2.27 4.00 7.97 7.97 11.00 0.00 0.00 2.15 1784.00 190105000.00 1803.00 193773000.00 3356.00 471676000.00 110.00 10446000.00 110.00 10527000.00 202.00 25029000.00 221.00 18080000.00 224.00 18514000.00 383.00 39335000.00 311.00 39977000.00 317.00 40822000.00 531.00 80026000.00 638.00 61065000.00 642.00 61663000.00 1060.00 126870000.00 75.00 7978000.00 76.00 8028000.00 138.00 18637000.00 193.00 16059000.00 194.00 16360000.00 336.00 36769000.00 372.00 38457000.00 378.00 39254000.00 634.00 86604000.00 750.00 99053000.00 761.00 101077000.00 1344.00 234190000.00 113.00 7055000.00 113.00 7117000.00 197.00 16272000.00 254.00 22204000.00 257.00 22652000.00 457.00 52435000.00 2711.00 146084000.00 2750.00 149315000.00 5175.00 322099000.00 167.00 16381000.00 169.00 16586000.00 337.00 40663000.00 40.00 4457000.00 42.00 4789000.00 75.00 9816000.00 12.00 1075000.00 12.00 1079000.00 21.00 2232000.00 763.00 73486000.00 774.00 74827000.00 1750.00 209269000.00 120.00 14019000.00 121.00 14313000.00 199.00 28078000.00 8634.00 765981000.00 8743.00 780696000.00 16195.00 1800000000.00 8634.00 765981000.00 8743.00 780696000.00 16195.00 1800000000.00 0.64 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 45000.00 562219000.00 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 704419000.00 18198.00 720059000.00 18198.00 1819800000.00 ES0338186051 B.T.A'S SERIE E S E3M 2.30 1.97 23000.00 6691000.00 S 19800000.00 26514000.00 ES0338186044 B.T.A'S SERIE D S E3M 2.25 1.92 8000.00 S 9000000.00 9008000.00 ES0338186036 B.T.A'S SERIE C S E3M 0.55 0.22 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 554708000.00 7511000.00 562219000.00 ES0338186002 B.T.A'S SERIE A1 NS E3M 0.06 0.00 N 35000.00 6691000.00 696908000.00 7511000.00 711145000.00 0.00 0.09 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 42000.00 3790000.00 44000.00 3578000.00 ES0338186036 B.T.A'S SERIE C 22000.00 8596000.00 24000.00 8482000.00 ES0338186002 B.T.A'S SERIE A1 430000000.00 19573000.00 430000000.00 19573000.00 ES0338186010 B.T.A'S SERIE A2 15640000.00 797888000.00 189910000.00 19895000.00 674461000.00 189910000.00 15640000.00 1227888000.00 64000.00 236790000.00 19895000.00 1104461000.00 68000.00 236464000.00 ES0338186051 B.T.A'S SERIE E 20150310 SYP C C CCC ES0338186044 B.T.A'S SERIE D 20150310 SYP CC CC BB+ ES0338186036 B.T.A'S SERIE C 20150310 SYP CC CC BBB ES0338186028 B.T.A'S SERIE B 20150310 SYP CCC CCC A ES0338186010 B.T.A'S SERIE A2 20150310 SYP B B AAA ES0338186002 B.T.A'S SERIE A1 20120508 SYP --- --- AAA ES0338186051 B.T.A'S SERIE E 20101108 FCH D D CCC- ES0338186044 B.T.A'S SERIE D 20101108 FCH CCC- CCC- BB ES0338186036 B.T.A'S SERIE C 20140404 FCH CCC CCC BBB ES0338186028 B.T.A'S SERIE B 20150216 FCH CCC+ CCC+ A- ES0338186010 B.T.A'S SERIE A2 20150216 FCH BB- BB- AAA ES0338186002 B.T.A'S SERIE A1 20090312 FCH --- --- AAA 143000.00 161000.00 132000.00 151000.00 1671000.00 776000.00 24000.00 1157000.00 2160000.00 673000.00 798000.00 18466000.00 19527000.00 8774000.00 682177000.00 696486000.00 1811002000.00 704419000.00 720059000.00 1819800000.00 22.09 22.30 32.00 0.00 0.00 19800000.00 19800000.00 19800000.00 7200000.00 0.00 0.00 1.09 SANTANDER UK 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 S S S 79.06 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 126797000.00 128398000.00 16.55 16.45 16.41 126797000.00 128398000.00 16.55 16.45 16.41 Nota de Valores 18.00 91549000.00 94660000.00 11.95 12.13 12.00 91549000.00 94660000.00 11.95 12.13 12.00 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 16_8528_1X2018.pdf 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