FTAP 8403 F.T.A. U.C.I.15 Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 432105000.00 459747000.00 432105000.00 459747000.00 432105000.00 459747000.00 364317000.00 382348000.00 30276000.00 31774000.00 24162000.00 25359000.00 17008000.00 22485000.00 -3658000.00 -2219000.00 0.00 0.00 0.00 0.00 128654000.00 137416000.00 17631000.00 18926000.00 88876000.00 96687000.00 88876000.00 96687000.00 40848000.00 42910000.00 3395000.00 3566000.00 2709000.00 2846000.00 1892000.00 1917000.00 120000.00 114000.00 47568000.00 46909000.00 3280000.00 3388000.00 -10936000.00 -4963000.00 0.00 0.00 0.00 0.00 0.00 0.00 22147000.00 21803000.00 22147000.00 21803000.00 560759000.00 597163000.00 459548000.00 485254000.00 0.00 0.00 459548000.00 485254000.00 459548000.00 485254000.00 348548000.00 374254000.00 111000000.00 111000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 101211000.00 111909000.00 0.00 0.00 46958000.00 49328000.00 46958000.00 49328000.00 46952000.00 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 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 12.18 0.72 0.00 5.91 12.43 0.57 0.00 6.05 0.60 12.18 0.72 0.00 5.91 12.43 0.57 0.00 6.05 0.60 12.18 0.72 0.00 5.91 12.43 0.57 0.00 6.05 0.60 447.00 88000.00 62000.00 150000.00 102084000.00 102234000.00 150.00 69000.00 58000.00 127000.00 14602000.00 14729000.00 67.00 28000.00 23000.00 72000.00 123000.00 3152000.00 3275000.00 73.00 32000.00 32000.00 59000.00 123000.00 2703000.00 2826000.00 34.00 47000.00 22000.00 25000.00 94000.00 1215000.00 1309000.00 1428.00 47461000.00 3203000.00 1640000.00 52304000.00 9938000.00 62242000.00 2199.00 47725000.00 3400000.00 1796000.00 52921000.00 133694000.00 0.00 186615000.00 338.00 83000.00 57000.00 140000.00 94170000.00 94310000.00 68672000.00 68672000.00 137.33 120.00 66000.00 66000.00 14018000.00 14084000.00 25129000.00 25129000.00 56.05 49.00 27000.00 21000.00 64000.00 112000.00 2951000.00 3063000.00 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5102.00 498843000.00 5227.00 525201000.00 10250.00 1353476000.00 56.67 57.77 69.00 2.12 2.15 4.00 8.00 8.00 9.00 0.15 0.07 2.00 1317.00 121396000.00 1351.00 128167000.00 2666.00 333724000.00 50.00 4258000.00 52.00 4609000.00 124.00 15459000.00 215.00 15625000.00 220.00 16544000.00 364.00 35322000.00 220.00 23967000.00 224.00 24872000.00 417.00 58374000.00 472.00 38254000.00 485.00 40463000.00 845.00 92492000.00 71.00 6921000.00 71.00 7150000.00 114.00 14220000.00 140.00 10523000.00 141.00 10937000.00 277.00 27861000.00 241.00 24086000.00 244.00 25060000.00 510.00 69676000.00 629.00 79671000.00 651.00 84347000.00 1320.00 230901000.00 65.00 4072000.00 66.00 4201000.00 144.00 12309000.00 251.00 19957000.00 257.00 21280000.00 454.00 49302000.00 2336.00 115957000.00 2401.00 121546000.00 4930.00 302848000.00 82.00 7230000.00 85.00 7595000.00 194.00 20331000.00 16.00 1642000.00 17.00 1790000.00 32.00 4425000.00 10.00 617000.00 10.00 635000.00 19.00 1845000.00 538.00 46827000.00 554.00 49437000.00 1247.00 136583000.00 83.00 9280000.00 84.00 9564000.00 160.00 24328000.00 6736.00 530283000.00 6913.00 558197000.00 13817.00 1430000000.00 6736.00 530283000.00 6913.00 558197000.00 13817.00 1430000000.00 0.86 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 30000.00 395500000.00 13406.00 32000.00 423576000.00 13406.00 100000.00 1340600000.00 14516.00 506500000.00 14516.00 534576000.00 14516.00 1451600000.00 ES0380957037 B.T.A'S SERIE D S E3M 0.58 0.26 2000.00 S 21600000.00 21602000.00 ES0380957029 B.T.A'S SERIE C S E3M 0.53 0.21 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 395500000.00 395500000.00 6000.00 0.00 506500000.00 0.00 506506000.00 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 5644000.00 14000.00 5616000.00 ES0380957029 B.T.A'S SERIE C 38000.00 11839000.00 29000.00 11780000.00 ES0380957003 B.T.A'S SERIE A 10358000.00 1004471000.00 152679000.00 9292000.00 967967000.00 152679000.00 10358000.00 1004471000.00 52000.00 175955000.00 9292000.00 967967000.00 43000.00 175868000.00 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 20180630 SYP BBB BBB- AAA ES0380957037 B.T.A'S SERIE D 20180630 FCH CCC CC CCC- ES0380957029 B.T.A'S SERIE C 20180630 FCH CCC CC BBB+ ES0380957011 B.T.A'S SERIE B 20180630 FCH BB+ B A+ ES0380957003 B.T.A'S SERIE A 20180630 FCH BBB BB AAA 53000.00 51000.00 673000.00 61000.00 919000.00 1851000.00 18000.00 219000.00 328000.00 633000.00 211000.00 469000.00 12295000.00 12314000.00 5226000.00 491708000.00 519760000.00 1445887000.00 506500000.00 534576000.00 1451600000.00 19.35 20.02 31.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 5720000.00 4.26 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 78.08 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 65642000.00 70521000.00 12.38 12.63 12.20 65642000.00 70521000.00 12.38 12.63 12.20 Nota de Valores 18.00 47847000.00 47236000.00 9.02 8.46 8.81 47847000.00 47236000.00 9.02 8.46 8.81 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 15_8403_2X2018.pdf 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