FTAP 8528 F.T.A UCI 16 Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 595331000.00 618868000.00 595331000.00 618868000.00 595331000.00 618868000.00 502894000.00 523102000.00 38204000.00 39740000.00 25734000.00 26768000.00 31898000.00 32715000.00 -3399000.00 -3457000.00 0.00 0.00 0.00 0.00 191913000.00 198133000.00 39060000.00 39308000.00 151163000.00 157387000.00 151163000.00 157387000.00 54378000.00 56269000.00 4131000.00 4275000.00 2783000.00 2880000.00 2825000.00 2828000.00 141000.00 154000.00 90655000.00 94947000.00 6614000.00 6783000.00 -10364000.00 -10749000.00 0.00 0.00 0.00 0.00 0.00 0.00 1690000.00 1438000.00 1690000.00 1438000.00 787244000.00 817001000.00 626678000.00 656635000.00 0.00 0.00 626678000.00 656635000.00 626678000.00 656635000.00 484478000.00 514435000.00 142200000.00 142200000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 160566000.00 160366000.00 0.00 0.00 69033000.00 70895000.00 68144000.00 70022000.00 61292000.00 63424000.00 27000.00 30000.00 6825000.00 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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 0.00 0.00 16.33 0.72 0.00 5.96 16.35 1.03 0.00 6.06 0.60 16.33 0.72 0.00 5.96 16.35 1.03 0.00 6.06 0.60 16.33 0.72 0.00 5.96 16.35 1.03 0.00 6.06 0.60 488.00 92000.00 74000.00 166000.00 168590000.00 168756000.00 183.00 96000.00 66000.00 162000.00 19279000.00 19441000.00 119.00 160000.00 52000.00 144000.00 356000.00 6215000.00 6571000.00 95.00 68000.00 71000.00 119000.00 258000.00 5033000.00 5291000.00 83.00 52000.00 73000.00 89000.00 214000.00 3880000.00 4094000.00 2260.00 90375000.00 6419000.00 3216000.00 100010000.00 16770000.00 116780000.00 3228.00 90843000.00 6755000.00 3568000.00 101166000.00 219767000.00 0.00 320933000.00 399.00 89000.00 89000.00 157693000.00 157782000.00 84354000.00 83205000.00 187.05 154.00 92000.00 92000.00 18588000.00 18680000.00 31590000.00 31408000.00 59.13 86.00 158000.00 46000.00 129000.00 333000.00 5783000.00 6116000.00 16915000.00 16915000.00 36.16 72.00 68000.00 66000.00 110000.00 244000.00 4751000.00 4995000.00 14427000.00 14427000.00 34.62 67.00 51000.00 68000.00 84000.00 203000.00 3718000.00 3921000.00 12954000.00 12954000.00 30.27 1513.00 81692000.00 5832000.00 2874000.00 90398000.00 13967000.00 104365000.00 278196000.00 278196000.00 37.51 2291.00 82150000.00 6012000.00 3197000.00 91359000.00 204500000.00 0.00 295859000.00 438436000.00 67.48 182000.00 161000.00 124000.00 151000.00 1992000.00 776000.00 24000.00 535000.00 2160000.00 600000.00 798000.00 18059000.00 19527000.00 8774000.00 729185000.00 757123000.00 1791202000.00 750677000.00 780696000.00 1800000000.00 21.88 22.30 32.00 12.39 11.89 1.14 2002.00 130065000.00 1986.00 128479000.00 2175.00 161549000.00 1818.00 221092000.00 1797.00 223709000.00 2230.00 354519000.00 2671.00 329148000.00 2865.00 355764000.00 7930.00 1174743000.00 188.00 28132000.00 198.00 28851000.00 141.00 27547000.00 3.00 663000.00 5.00 1019000.00 5.00 1089000.00 5.00 1090000.00 1.00 144000.00 1.00 144000.00 6688.00 710333000.00 6857.00 739056000.00 12476.00 1718358000.00 57.33 58.04 67.40 2.26 2.27 4.00 7.97 7.97 11.00 0.00 0.00 2.15 1757.00 184850000.00 1803.00 193773000.00 3356.00 471676000.00 110.00 10371000.00 110.00 10527000.00 202.00 25029000.00 221.00 17934000.00 224.00 18514000.00 383.00 39335000.00 306.00 38931000.00 317.00 40822000.00 531.00 80026000.00 634.00 60087000.00 642.00 61663000.00 1060.00 126870000.00 74.00 7928000.00 76.00 8028000.00 138.00 18637000.00 191.00 15719000.00 194.00 16360000.00 336.00 36769000.00 370.00 38002000.00 378.00 39254000.00 634.00 86604000.00 739.00 97389000.00 761.00 101077000.00 1344.00 234190000.00 109.00 6781000.00 113.00 7117000.00 197.00 16272000.00 249.00 21612000.00 257.00 22652000.00 457.00 52435000.00 2676.00 143996000.00 2750.00 149315000.00 5175.00 322099000.00 166.00 16179000.00 169.00 16586000.00 337.00 40663000.00 40.00 4431000.00 42.00 4789000.00 75.00 9816000.00 12.00 1070000.00 12.00 1079000.00 21.00 2232000.00 746.00 71487000.00 774.00 74827000.00 1750.00 209269000.00 120.00 13910000.00 121.00 14313000.00 199.00 28078000.00 8520.00 750677000.00 8743.00 780696000.00 16195.00 1800000000.00 8520.00 750677000.00 8743.00 780696000.00 16195.00 1800000000.00 0.65 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 44000.00 545770000.00 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 687970000.00 18198.00 720059000.00 18198.00 1819800000.00 ES0338186051 B.T.A'S SERIE E S E3M 2.30 1.98 18000.00 6825000.00 S 19800000.00 26643000.00 ES0338186044 B.T.A'S SERIE D S E3M 2.25 1.93 6000.00 S 9000000.00 9006000.00 ES0338186036 B.T.A'S SERIE C S E3M 0.55 0.23 3000.00 S 41400000.00 41403000.00 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 541010000.00 4760000.00 545770000.00 ES0338186002 B.T.A'S SERIE A1 NS E3M 0.06 0.00 N 27000.00 6825000.00 683210000.00 4760000.00 694822000.00 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 46000.00 3835000.00 44000.00 3666000.00 ES0338186036 B.T.A'S SERIE C 24000.00 8620000.00 23000.00 8529000.00 ES0338186002 B.T.A'S SERIE A1 430000000.00 19573000.00 430000000.00 19573000.00 ES0338186010 B.T.A'S SERIE A2 16449000.00 814337000.00 189910000.00 18281000.00 712637000.00 189910000.00 16449000.00 1244337000.00 70000.00 236859000.00 18281000.00 1142637000.00 67000.00 236599000.00 ES0338186051 B.T.A'S SERIE E 20180630 SYP CC 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 20180630 SYP B CCC A ES0338186010 B.T.A'S SERIE A2 20180630 SYP BBB 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 182000.00 161000.00 124000.00 151000.00 1992000.00 776000.00 24000.00 535000.00 2160000.00 600000.00 798000.00 18059000.00 19527000.00 8774000.00 666478000.00 696486000.00 1811002000.00 687970000.00 720059000.00 1819800000.00 21.88 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 78.55 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 123223000.00 128398000.00 16.41 16.45 16.36 123223000.00 128398000.00 16.41 16.45 16.36 Nota de Valores 18.00 90096000.00 94660000.00 12.00 12.13 12.03 90096000.00 94660000.00 12.00 12.13 12.03 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 16_8528_1S2018.pdf 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