FTAP 8403 F.T.A. U.C.I.15 Santander de Titulizacion S.G.F.T., S.A NO NO 20180331 451348000.00 459747000.00 451348000.00 459747000.00 451348000.00 459747000.00 374731000.00 382348000.00 31141000.00 31774000.00 24853000.00 25359000.00 22838000.00 22485000.00 -2215000.00 -2219000.00 0.00 0.00 0.00 0.00 137562000.00 137416000.00 18757000.00 18926000.00 96368000.00 96687000.00 96368000.00 96687000.00 42218000.00 42910000.00 3508000.00 3566000.00 2801000.00 2846000.00 1873000.00 1917000.00 113000.00 114000.00 47371000.00 46909000.00 3409000.00 3388000.00 -4925000.00 -4963000.00 0.00 0.00 0.00 0.00 0.00 0.00 22437000.00 21803000.00 22437000.00 21803000.00 588910000.00 597163000.00 477584000.00 485254000.00 0.00 0.00 477584000.00 485254000.00 477584000.00 485254000.00 366584000.00 374254000.00 111000000.00 111000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 111326000.00 111909000.00 0.00 0.00 48533000.00 49328000.00 48533000.00 49328000.00 48527000.00 49322000.00 6000.00 6000.00 0.00 0.00 0.00 0.00 0.00 0.00 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0.00 0.00 0.00 12.78 0.23 0.00 5.99 12.43 0.57 0.00 6.05 0.60 12.78 0.23 0.00 5.99 12.43 0.57 0.00 6.05 0.60 12.78 0.23 0.00 5.99 12.43 0.57 0.00 6.05 0.60 416.00 75000.00 60000.00 135000.00 105818000.00 105953000.00 161.00 73000.00 54000.00 127000.00 13610000.00 13737000.00 77.00 52000.00 35000.00 102000.00 189000.00 4502000.00 4691000.00 78.00 55000.00 55000.00 89000.00 199000.00 3941000.00 4140000.00 56.00 52000.00 52000.00 47000.00 151000.00 2059000.00 2210000.00 1469.00 47212000.00 3266000.00 1723000.00 52201000.00 12336000.00 64537000.00 2257.00 47519000.00 3522000.00 1961000.00 53002000.00 142266000.00 0.00 195268000.00 327.00 73000.00 55000.00 128000.00 98058000.00 98186000.00 63893000.00 63893000.00 153.67 119.00 71000.00 49000.00 120000.00 12840000.00 12960000.00 22690000.00 22690000.00 57.12 57.00 50000.00 33000.00 95000.00 178000.00 4300000.00 4478000.00 10512000.00 10240000.00 42.60 58.00 52000.00 50000.00 81000.00 183000.00 3631000.00 3814000.00 10683000.00 10683000.00 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0.07 2.00 1341.00 125894000.00 1351.00 128167000.00 2666.00 333724000.00 51.00 4489000.00 52.00 4609000.00 124.00 15459000.00 218.00 16217000.00 220.00 16544000.00 364.00 35322000.00 222.00 24592000.00 224.00 24872000.00 417.00 58374000.00 483.00 39974000.00 485.00 40463000.00 845.00 92492000.00 71.00 7037000.00 71.00 7150000.00 114.00 14220000.00 141.00 10834000.00 141.00 10937000.00 277.00 27861000.00 244.00 24884000.00 244.00 25060000.00 510.00 69676000.00 647.00 83138000.00 651.00 84347000.00 1320.00 230901000.00 66.00 4165000.00 66.00 4201000.00 144.00 12309000.00 256.00 20957000.00 257.00 21280000.00 454.00 49302000.00 2381.00 119603000.00 2401.00 121546000.00 4930.00 302848000.00 83.00 7398000.00 85.00 7595000.00 194.00 20331000.00 17.00 1773000.00 17.00 1790000.00 32.00 4425000.00 10.00 629000.00 10.00 635000.00 19.00 1845000.00 548.00 48406000.00 554.00 49437000.00 1247.00 136583000.00 84.00 9471000.00 84.00 9564000.00 160.00 24328000.00 6863.00 549461000.00 6913.00 558197000.00 13817.00 1430000000.00 6863.00 549461000.00 6913.00 558197000.00 13817.00 1430000000.00 0.83 0.82 0.44 ES0380957037 B.T.A'S SERIE D 216.00 100000.00 21600000.00 216.00 100000.00 21600000.00 216.00 100000.00 21600000.00 ES0380957029 B.T.A'S SERIE C 565.00 100000.00 56500000.00 565.00 100000.00 56500000.00 565.00 100000.00 56500000.00 ES0380957011 B.T.A'S SERIE B 329.00 100000.00 32900000.00 329.00 100000.00 32900000.00 329.00 100000.00 32900000.00 ES0380957003 B.T.A'S SERIE A 13406.00 31000.00 415111000.00 13406.00 32000.00 423576000.00 13406.00 100000.00 1340600000.00 14516.00 526111000.00 14516.00 534576000.00 14516.00 1451600000.00 ES0380957037 B.T.A'S SERIE D S E3M 0.58 0.25 2000.00 S 21600000.00 21602000.00 ES0380957029 B.T.A'S SERIE C S E3M 0.53 0.20 4000.00 S 56500000.00 56504000.00 ES0380957011 B.T.A'S SERIE B S E3M 0.27 0.00 N 32900000.00 32900000.00 ES0380957003 B.T.A'S SERIE A NS E3M 0.14 0.00 N 415111000.00 415111000.00 6000.00 0.00 526111000.00 0.00 526117000.00 0.00 0.03 0.03 ES0380957011 B.T.A'S SERIE B 5793000.00 5793000.00 ES0380957037 B.T.A'S SERIE D 14000.00 5616000.00 15000.00 5546000.00 ES0380957029 B.T.A'S SERIE C 28000.00 11780000.00 30000.00 11633000.00 ES0380957003 B.T.A'S SERIE A 8465000.00 984859000.00 152679000.00 9236000.00 921919000.00 152679000.00 8465000.00 984859000.00 42000.00 175868000.00 9236000.00 921919000.00 45000.00 175651000.00 ES0380957037 B.T.A'S SERIE D 20100211 SYP No Rating No Rating No rating ES0380957029 B.T.A'S SERIE C 20120130 SYP B- B- BBB ES0380957011 B.T.A'S SERIE B 20120130 SYP B B A- ES0380957003 B.T.A'S SERIE A 20150128 SYP BBB- BBB- AAA ES0380957037 B.T.A'S SERIE D 20150308 FCH CC CC CCC- ES0380957029 B.T.A'S SERIE C 20150308 FCH CC CC BBB+ ES0380957011 B.T.A'S SERIE B 20150308 FCH B B A+ ES0380957003 B.T.A'S SERIE A 20171231 FCH BB+ BB AAA 38000.00 51000.00 54000.00 61000.00 1740000.00 1851000.00 18000.00 328000.00 328000.00 281000.00 211000.00 469000.00 12089000.00 12314000.00 5226000.00 511581000.00 519760000.00 1445887000.00 526111000.00 534576000.00 1451600000.00 19.80 20.02 31.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 5720000.00 4.11 4.04 1.49 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 78.90 79.23 92.35 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 71350000.00 70521000.00 12.99 12.63 12.70 71350000.00 70521000.00 12.99 12.63 12.70 Nota de Valores 18.00 47703000.00 47236000.00 8.68 8.46 8.52 47703000.00 47236000.00 8.68 8.46 8.52 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 15_8403_1X2018.pdf 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