FTAP 6998 F.T.A. U.C.I. 11 Santander de Titulizacion S.G.F.T., S.A NO NO 20190930 123134000.00 134409000.00 123134000.00 134409000.00 123134000.00 134409000.00 107917000.00 117491000.00 7798000.00 8492000.00 4446000.00 4834000.00 0.00 0.00 3286000.00 3961000.00 0.00 0.00 -313000.00 -369000.00 0.00 0.00 0.00 0.00 0.00 0.00 41912000.00 43342000.00 1802000.00 1686000.00 27054000.00 28428000.00 27054000.00 28428000.00 17309000.00 18866000.00 1251000.00 1196000.00 713000.00 722000.00 0.00 630000.00 634000.00 19000.00 19000.00 7428000.00 7263000.00 453000.00 445000.00 -749000.00 -717000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 13056000.00 13228000.00 13056000.00 13228000.00 165046000.00 177751000.00 136964000.00 148179000.00 0.00 0.00 136964000.00 148179000.00 124213000.00 135428000.00 95313000.00 106528000.00 28900000.00 28900000.00 0.00 0.00 0.00 0.00 12751000.00 12751000.00 12751000.00 12751000.00 0.00 0.00 0.00 0.00 28082000.00 29572000.00 0.00 0.00 19276000.00 20790000.00 19276000.00 20788000.00 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-12129000.00 0.00 -1000.00 0.00 -1000.00 0.00 0.00 0.00 -1000.00 -1000.00 -68000.00 118000.00 -172000.00 18000.00 13124000.00 12905000.00 13228000.00 13005000.00 13056000.00 13023000.00 13056000.00 13023000.00 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 0.00 7.13 0.14 8.04 6.89 0.22 8.17 0.60 7.13 0.14 8.04 6.89 0.22 8.17 0.60 7.13 0.14 8.04 6.89 0.22 8.17 0.60 147.00 31000.00 10000.00 41000.00 18273000.00 18314000.00 46.00 24000.00 8000.00 32000.00 2360000.00 2392000.00 16.00 11000.00 3000.00 9000.00 23000.00 519000.00 542000.00 23.00 29000.00 6000.00 10000.00 45000.00 739000.00 784000.00 18.00 12000.00 6000.00 9000.00 27000.00 473000.00 500000.00 315.00 7376000.00 439000.00 202000.00 8017000.00 1555000.00 9572000.00 565.00 7483000.00 472000.00 230000.00 8185000.00 23919000.00 0.00 32104000.00 118.00 30000.00 10000.00 40000.00 17509000.00 17549000.00 17414000.00 17414000.00 100.78 34.00 24000.00 24000.00 2255000.00 2279000.00 4962000.00 4962000.00 45.93 11.00 10000.00 2000.00 9000.00 21000.00 487000.00 508000.00 1537000.00 1537000.00 33.05 19.00 28000.00 5000.00 9000.00 42000.00 704000.00 746000.00 3284000.00 3284000.00 22.72 16.00 12000.00 6000.00 9000.00 27000.00 464000.00 491000.00 1983000.00 1983000.00 24.76 225.00 7025000.00 417000.00 189000.00 7631000.00 1288000.00 8919000.00 28837000.00 28837000.00 30.93 423.00 7129000.00 440000.00 216000.00 7785000.00 22707000.00 0.00 30492000.00 58017000.00 52.56 71000.00 74000.00 10000.00 151000.00 99000.00 226000.00 322000.00 290000.00 244000.00 1300000.00 528000.00 2380000.00 3341000.00 539000.00 11278000.00 10631000.00 6041000.00 134646000.00 147862000.00 842940000.00 150148000.00 162825000.00 850000000.00 13.30 13.98 27.00 16.09 15.35 1.02 953.00 44741000.00 934.00 45375000.00 803.00 52967000.00 1357.00 80810000.00 1433.00 88555000.00 1406.00 152910000.00 198.00 17122000.00 242.00 20823000.00 5460.00 540686000.00 6.00 765000.00 8.00 920000.00 547.00 58664000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2514.00 143438000.00 2617.00 155673000.00 8216.00 805227000.00 45.30 46.83 69.04 1.66 1.61 4.00 6.27 6.18 9.25 0.13 0.21 2.41 646.00 31313000.00 671.00 34205000.00 2254.00 196274000.00 19.00 1177000.00 21.00 1297000.00 82.00 7797000.00 111.00 5649000.00 115.00 6102000.00 282.00 23690000.00 83.00 5745000.00 88.00 6238000.00 313.00 37142000.00 267.00 13721000.00 280.00 14756000.00 830.00 75866000.00 22.00 1150000.00 22.00 1206000.00 60.00 5600000.00 61.00 2882000.00 62.00 3089000.00 201.00 16371000.00 107.00 6054000.00 109.00 6586000.00 346.00 34332000.00 353.00 24216000.00 373.00 26578000.00 1242.00 140638000.00 0.00 40.00 1311000.00 40.00 1372000.00 127.00 8969000.00 153.00 7938000.00 155.00 8384000.00 390.00 35706000.00 1121.00 32518000.00 1153.00 35106000.00 4244.00 182632000.00 0.00 25.00 1406000.00 25.00 1462000.00 66.00 5533000.00 14.00 1216000.00 15.00 1289000.00 39.00 5254000.00 12.00 633000.00 12.00 657000.00 32.00 2965000.00 230.00 11191000.00 240.00 12215000.00 732.00 58486000.00 34.00 2028000.00 36.00 2283000.00 116.00 12745000.00 3298.00 150148000.00 3417.00 162825000.00 11356.00 850000000.00 0.00 0.00 3298.00 150148000.00 3417.00 162825000.00 11356.00 850000000.00 1.41 1.32 0.40 ES0338340021 B.T.A'S SERIE C 229.00 100000.00 22900000.00 229.00 100000.00 22900000.00 229.00 100000.00 22900000.00 ES0338340013 B.T.A'S SERIE B 60.00 100000.00 6000000.00 60.00 100000.00 6000000.00 60.00 100000.00 6000000.00 ES0338340005 B.T.A'S SERIE A 8211.00 14000.00 114586000.00 8211.00 16000.00 127312000.00 8211.00 100000.00 821100000.00 8500.00 143486000.00 8500.00 156212000.00 8500.00 850000000.00 ES0338340021 B.T.A'S SERIE C S E3M 0.75 0.32 3000.00 S 22900000.00 22903000.00 ES0338340013 B.T.A'S SERIE B S E3M 0.33 0.00 N 6000000.00 6000000.00 ES0338340005 B.T.A'S SERIE A NS E3M 0.14 0.00 N 114586000.00 114586000.00 3000.00 0.00 143486000.00 0.00 143489000.00 0.00 0.05 0.06 ES0338340013 B.T.A'S SERIE B 1400000.00 1400000.00 ES0338340021 B.T.A'S SERIE C 26000.00 6796000.00 26000.00 6695000.00 ES0338340005 B.T.A'S SERIE A 3732000.00 706515000.00 83860000.00 3957000.00 689981000.00 83860000.00 3732000.00 706515000.00 26000.00 92056000.00 3957000.00 689981000.00 26000.00 91955000.00 ES0338340021 B.T.A'S SERIE C 20190630 SYP BBB- BB- BBB ES0338340013 B.T.A'S SERIE B 20190630 SYP BBB+ BBB- A ES0338340005 B.T.A'S SERIE A 20190630 SYP A+ A AAA 71000.00 74000.00 10000.00 151000.00 99000.00 226000.00 322000.00 290000.00 244000.00 1300000.00 528000.00 2380000.00 3341000.00 539000.00 11278000.00 10631000.00 6041000.00 127984000.00 141249000.00 842940000.00 143486000.00 156212000.00 850000000.00 13.30 13.98 27.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 8.89 8.16 1.50 SANTANDER SANTANDER SANTANDER A1 cp A1 cp A1 cp A1 cp A1 cp A1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 S S S 79.86 81.50 96.60 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 3569000.00 4235000.00 2.38 2.60 2.30 3569000.00 4235000.00 2.38 2.60 2.30 Nota de Valores 4.9.5. 18.00 7369000.00 7204000.00 4.91 4.42 5.10 7369000.00 7204000.00 4.91 4.42 5.10 Modulo Adicional a la Nota de Valores 2.2.2 Triggers UCI 11 - 30 de septiembre 2019-.pdf 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SANTANDER DE TITULIZACIÓN 100000.00 365 0.026 12188.00 Trimestral S UCI 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S 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 20161201 20170301 20170601 20170901 20171201 20180301 20180601 20180901 20181201 20190301 20190601 20190901 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 12750000.00 4360000.00 5492000.00 4104000.00 4316000.00 5616000.00 4037000.00 4993000.00 4506000.00 4715000.00 5393000.00 4701000.00 4243000.00 -32000.00 -21000.00 -25000.00 -25000.00 -15000.00 -16000.00 -32000.00 -21000.00 -25000.00 -44000.00 -21000.00 -21000.00 0.00 0.00 0.00 0.00 0.00 0.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -12750000.00 -4005000.00 -5256000.00 -3416000.00 -3802000.00 -4755000.00 -3650000.00 -4570000.00 -3983000.00 -3834000.00 -4914000.00 -4132000.00 -3757000.00 -10000.00 -9000.00 -9000.00 -9000.00 -9000.00 -9000.00 -9000.00 -9000.00 -9000.00 -9000.00 -10000.00 -9000.00 0.00 0.00 0.00 0.00 0.00 0.00 320000.00 206000.00 654000.00 480000.00 837000.00 362000.00 382000.00 493000.00 847000.00 426000.00 538000.00 456000.00 320000.00 206000.00 654000.00 480000.00 837000.00 362000.00 382000.00 493000.00 847000.00 426000.00 538000.00 456000.00