FTAP 8403 F.T.A. U.C.I.15 Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 412764000.00 422185000.00 412764000.00 422185000.00 412764000.00 422185000.00 349981000.00 356312000.00 29085000.00 29611000.00 23211000.00 23631000.00 0.00 13444000.00 16075000.00 0.00 -2957000.00 -3444000.00 0.00 0.00 0.00 0.00 0.00 126227000.00 127015000.00 16226000.00 17241000.00 87090000.00 86947000.00 87090000.00 86947000.00 39503000.00 40187000.00 3283000.00 3340000.00 2620000.00 2665000.00 1916000.00 1856000.00 108000.00 117000.00 47568000.00 46168000.00 3277000.00 3191000.00 -11185000.00 -10577000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 22911000.00 22827000.00 22911000.00 22827000.00 538991000.00 549200000.00 439851000.00 450502000.00 0.00 0.00 439851000.00 450502000.00 439851000.00 450502000.00 328851000.00 339502000.00 111000000.00 111000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 99140000.00 98698000.00 0.00 0.00 45413000.00 46199000.00 45413000.00 46199000.00 45406000.00 46192000.00 0.00 7000.00 7000.00 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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 11.99 0.25 0.00 5.86 12.02 1.07 0.00 5.87 0.60 11.99 0.25 0.00 5.86 12.02 1.07 0.00 5.87 0.60 11.99 0.25 0.00 5.86 12.02 1.07 0.00 5.87 0.60 379.00 73000.00 52000.00 125000.00 93939000.00 94064000.00 162.00 76000.00 57000.00 133000.00 14398000.00 14531000.00 49.00 40000.00 25000.00 78000.00 143000.00 3283000.00 3426000.00 41.00 30000.00 21000.00 38000.00 89000.00 1573000.00 1662000.00 32.00 14000.00 25000.00 33000.00 72000.00 1311000.00 1383000.00 1407.00 47484000.00 3206000.00 1569000.00 52259000.00 7277000.00 59536000.00 2070.00 47717000.00 3386000.00 1718000.00 52821000.00 121781000.00 0.00 174602000.00 309.00 70000.00 49000.00 119000.00 87149000.00 87268000.00 64521000.00 63785000.00 135.26 114.00 73000.00 51000.00 124000.00 13456000.00 13580000.00 23056000.00 23056000.00 58.90 36.00 39000.00 23000.00 71000.00 133000.00 3045000.00 3178000.00 6489000.00 6361000.00 48.98 33.00 29000.00 20000.00 37000.00 86000.00 1515000.00 1601000.00 6144000.00 6144000.00 26.06 24.00 14000.00 23000.00 30000.00 67000.00 1244000.00 1311000.00 3924000.00 3380000.00 33.41 890.00 40176000.00 2780000.00 1344000.00 44300000.00 8192000.00 52492000.00 145999000.00 145999000.00 35.95 1406.00 40401000.00 2946000.00 1482000.00 44829000.00 114601000.00 0.00 159430000.00 250133000.00 63.74 44000.00 48000.00 969000.00 1070000.00 241000.00 249000.00 18000.00 235000.00 237000.00 522000.00 544000.00 469000.00 12365000.00 12603000.00 5226000.00 494319000.00 503238000.00 1424287000.00 508695000.00 517989000.00 1430000000.00 18.92 19.13 31.00 13.71 13.47 1.54 1338.00 86214000.00 1327.00 86596000.00 1198.00 93115000.00 1779.00 179559000.00 1754.00 179476000.00 1654.00 245491000.00 1777.00 198331000.00 1848.00 206353000.00 7078.00 970935000.00 105.00 13761000.00 108.00 14298000.00 320.00 43935000.00 3.00 343000.00 3.00 346000.00 1.00 16000.00 1.00 16000.00 5003.00 478224000.00 5041.00 487085000.00 10250.00 1353476000.00 55.96 56.31 69.00 2.18 2.15 4.00 8.00 8.00 9.00 0.18 0.07 2.00 1295.00 117403000.00 1306.00 119586000.00 2666.00 333724000.00 50.00 4167000.00 50.00 4213000.00 124.00 15459000.00 211.00 14764000.00 212.00 15084000.00 364.00 35322000.00 214.00 23002000.00 216.00 23391000.00 417.00 58374000.00 465.00 36755000.00 468.00 37386000.00 845.00 92492000.00 71.00 6805000.00 71.00 6870000.00 114.00 14220000.00 139.00 10185000.00 140.00 10419000.00 277.00 27861000.00 235.00 23075000.00 237.00 23454000.00 510.00 69676000.00 611.00 75286000.00 617.00 76724000.00 1320.00 230901000.00 65.00 3995000.00 65.00 4034000.00 144.00 12309000.00 248.00 19246000.00 249.00 19583000.00 454.00 49302000.00 2290.00 110948000.00 2315.00 113534000.00 4930.00 302848000.00 80.00 6913000.00 80.00 6960000.00 194.00 20331000.00 16.00 1603000.00 16.00 1623000.00 32.00 4425000.00 10.00 605000.00 10.00 611000.00 19.00 1845000.00 527.00 44901000.00 528.00 45342000.00 1247.00 136583000.00 82.00 9042000.00 82.00 9175000.00 160.00 24328000.00 6609.00 508695000.00 6662.00 517989000.00 13817.00 1430000000.00 6609.00 508695000.00 6662.00 517989000.00 13817.00 1430000000.00 0.86 0.85 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 28000.00 374257000.00 13406.00 29000.00 385694000.00 13406.00 100000.00 1340600000.00 14516.00 485257000.00 14516.00 496694000.00 14516.00 1451600000.00 ES0380957037 B.T.A'S SERIE D S E3M 0.58 0.27 2000.00 S 21600000.00 21602000.00 ES0380957029 B.T.A'S SERIE C S E3M 0.53 0.22 5000.00 S 56500000.00 56505000.00 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 374257000.00 374257000.00 7000.00 0.00 485257000.00 0.00 485264000.00 0.00 0.03 0.03 ES0380957011 B.T.A'S SERIE B 5793000.00 5793000.00 ES0380957037 B.T.A'S SERIE D 15000.00 5673000.00 14000.00 5616000.00 ES0380957029 B.T.A'S SERIE C 30000.00 11900000.00 28000.00 11780000.00 ES0380957003 B.T.A'S SERIE A 11437000.00 966343000.00 152679000.00 8465000.00 925489000.00 152679000.00 11437000.00 966343000.00 45000.00 176045000.00 8465000.00 925489000.00 42000.00 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 CCC CCC- ES0380957029 B.T.A'S SERIE C 20180630 FCH CCC CCC BBB+ ES0380957011 B.T.A'S SERIE B 20180630 FCH BB+ BB+ A+ ES0380957003 B.T.A'S SERIE A 20180630 FCH BBB BBB AAA 44000.00 48000.00 969000.00 1070000.00 241000.00 249000.00 18000.00 235000.00 237000.00 522000.00 544000.00 469000.00 12365000.00 12603000.00 5226000.00 470881000.00 481943000.00 1445887000.00 485257000.00 496694000.00 1451600000.00 18.92 19.13 31.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 5720000.00 4.45 4.35 1.49 SANTANDER SANTANDER 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 77.12 77.65 92.35 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 62052000.00 63228000.00 12.20 12.21 12.04 62052000.00 63228000.00 12.20 12.21 12.04 Nota de Valores 18.00 47889000.00 46348000.00 9.41 8.95 9.27 47889000.00 46348000.00 9.41 8.95 9.27 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 15_8403_X12019.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 0.020 37500.00 7500.00 Trimestral S UCI 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S N S UCI MODULO ADICIONAL 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 20190301 20181201 20180901 20180601 20180301 20171201 20170901 20170601 20170301 20160301 20160601 20160901 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 21600000.00 12252000.00 12929000.00 12356000.00 11831000.00 9833000.00 10810000.00 10794000.00 11337000.00 13575000.00 12596000.00 11865000.00 14139000.00 -43000.00 -48000.00 -32000.00 -44000.00 -34000.00 -46000.00 -38000.00 -40000.00 -40000.00 -35000.00 -42000.00 -41000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 -21600000.00 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