FTAP 6802 F.T.A.FTPYME SANTANDER II Santander de Titulizacion S.G.F.T., S.A NO NO 20171231 Las modificaciones son debidas al proceso de auditoría y afectan a los estados S.01, S.02, S.05.1.A 126215000.00 126215000.00 119413000.00 118989000.00 652000.00 -228000.00 6802000.00 6802000.00 0.00 172036000.00 76584000.00 4512000.00 4754000.00 132791000.00 35197000.00 126045000.00 35074000.00 121697000.00 30789000.00 40000.00 59000.00 3000.00 5000.00 6296000.00 6485000.00 1000.00 4000.00 -1992000.00 -2268000.00 6746000.00 123000.00 6746000.00 123000.00 6000.00 6000.00 34733000.00 36627000.00 34733000.00 36627000.00 172036000.00 202799000.00 0.00 156601000.00 0.00 0.00 156601000.00 126763000.00 9763000.00 117000000.00 18001000.00 18001000.00 0.00 11837000.00 11837000.00 165465000.00 39396000.00 0.00 0.00 157596000.00 31018000.00 128784000.00 30981000.00 11596000.00 30789000.00 117000000.00 188000.00 192000.00 18016000.00 37000.00 18000000.00 16000.00 16000.00 21000.00 0.00 0.00 10796000.00 0.00 19000.00 10777000.00 7869000.00 8378000.00 7852000.00 8351000.00 14000.00 14000.00 5000.00 11000.00 10660000.00 11132000.00 -2827000.00 -2806000.00 17000.00 27000.00 6571000.00 6802000.00 6571000.00 6802000.00 172036000.00 202799000.00 427000.00 346000.00 1345000.00 2008000.00 427000.00 346000.00 1345000.00 2008000.00 0.00 -250000.00 -257000.00 -991000.00 -1161000.00 -230000.00 -237000.00 -914000.00 -1066000.00 -20000.00 -20000.00 -77000.00 -95000.00 205000.00 141000.00 727000.00 544000.00 382000.00 230000.00 1081000.00 1391000.00 0.00 0.00 0.00 0.00 0.00 0.00 437000.00 -612000.00 -287000.00 -1360000.00 -27000.00 -32000.00 -115000.00 -100000.00 -3000.00 -2000.00 -9000.00 -8000.00 -22000.00 -18000.00 -102000.00 -77000.00 -2000.00 -12000.00 -4000.00 -15000.00 464000.00 -580000.00 -172000.00 -1260000.00 -17000.00 -17000.00 -70000.00 -70000.00 -12000.00 -6000.00 -30000.00 -24000.00 520000.00 -472000.00 -1081000.00 -27000.00 -85000.00 -72000.00 -85000.00 195000.00 -378000.00 470000.00 -237000.00 195000.00 -378000.00 470000.00 -237000.00 0.00 0.00 0.00 0.00 -907000.00 -10000.00 -1285000.00 -500000.00 -107000.00 770000.00 21000.00 706000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -414000.00 197000.00 -212000.00 -2546000.00 155000.00 216000.00 599000.00 324000.00 228000.00 344000.00 1043000.00 1576000.00 -230000.00 -242000.00 -919000.00 -1163000.00 441000.00 1822000.00 2259000.00 -241000.00 131000.00 -1147000.00 -1730000.00 -102000.00 -17000.00 -102000.00 -70000.00 -19000.00 -98000.00 -548000.00 78000.00 -336000.00 -18000.00 -578000.00 -1073000.00 -19000.00 -18000.00 -70000.00 -70000.00 -12000.00 -36000.00 -84000.00 -383000.00 -472000.00 -919000.00 78000.00 -233000.00 -1000.00 -233000.00 -1797000.00 -233000.00 -1000.00 -233000.00 -1797000.00 515000.00 12055000.00 -1682000.00 14044000.00 851000.00 218000.00 -622000.00 2207000.00 4956000.00 7622000.00 20714000.00 21076000.00 1648000.00 6662000.00 7043000.00 316000.00 602000.00 1305000.00 9000.00 58000.00 1475000.00 101000.00 109000.00 298000.00 2137000.00 -6179000.00 -7513000.00 -28956000.00 -30829000.00 -336000.00 11837000.00 -1060000.00 11837000.00 -1060000.00 11837000.00 -1060000.00 11837000.00 724000.00 101000.00 12252000.00 -1894000.00 11498000.00 34632000.00 24375000.00 36627000.00 25129000.00 34733000.00 36627000.00 34733000.00 36627000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 124000.00 215000.00 496000.00 -597000.00 124000.00 215000.00 496000.00 -597000.00 -205000.00 -141000.00 -727000.00 -544000.00 81000.00 -74000.00 231000.00 1141000.00 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 4.92 0.11 7.65 7.66 4.55 0.09 4.17 7.74 0.43 0.00 70.00 34000.00 1000.00 35000.00 4250000.00 4285000.00 36.00 12000.00 2000.00 14000.00 1602000.00 1616000.00 41.00 157000.00 1000.00 7000.00 165000.00 937000.00 1102000.00 9.00 94000.00 1000.00 95000.00 95000.00 275.00 5108000.00 51000.00 5159000.00 5159000.00 431.00 5405000.00 4000.00 59000.00 5468000.00 6789000.00 0.00 12257000.00 70.00 34000.00 1000.00 35000.00 4250000.00 4285000.00 13762000.00 13762000.00 31.14 36.00 12000.00 2000.00 14000.00 1602000.00 1616000.00 7351000.00 7351000.00 21.98 41.00 157000.00 1000.00 7000.00 165000.00 937000.00 1102000.00 7418000.00 7418000.00 14.86 0.00 0.00 0.00 9.00 94000.00 1000.00 95000.00 95000.00 1068000.00 1068000.00 8.90 274.00 5108000.00 51000.00 5159000.00 5159000.00 72307000.00 71892000.00 7.13 430.00 5405000.00 4000.00 59000.00 5468000.00 6789000.00 0.00 12257000.00 101906000.00 12.03 9017000.00 7857000.00 15538000.00 832000.00 10743000.00 48144000.00 1258000.00 1245000.00 35572000.00 1573000.00 1726000.00 70416000.00 4937000.00 2136000.00 75438000.00 34975000.00 39307000.00 356617000.00 75401000.00 93901000.00 1198275000.00 127993000.00 156915000.00 1800000000.00 10.07 10.35 14.00 14.49 13.50 1.00 2128.00 70695000.00 2323.00 83512000.00 9650.00 635205000.00 530.00 39099000.00 644.00 48601000.00 2216.00 266883000.00 147.00 13764000.00 192.00 17576000.00 1446.00 198828000.00 14.00 1813000.00 27.00 3687000.00 856.00 121525000.00 1.00 124000.00 2.00 249000.00 537.00 86393000.00 1.00 465000.00 366.00 66416000.00 241.00 47729000.00 2.00 497000.00 2.00 506000.00 1034.00 377021000.00 2822.00 125992000.00 3191.00 154596000.00 16346.00 1800000000.00 40.57 41.60 52.36 0.65 0.79 3.11 9.95 9.95 9.97 0.00 0.00 2.11 534.00 19196000.00 617.00 23549000.00 2574.00 243472000.00 90.00 3397000.00 104.00 4113000.00 580.00 60759000.00 44.00 1418000.00 53.00 1663000.00 253.00 21766000.00 80.00 4275000.00 91.00 5332000.00 465.00 55130000.00 249.00 10330000.00 280.00 13162000.00 1522.00 186167000.00 66.00 2952000.00 72.00 3654000.00 405.00 43649000.00 209.00 8075000.00 230.00 9524000.00 1048.00 94673000.00 112.00 3341000.00 127.00 4332000.00 721.00 60140000.00 459.00 25084000.00 513.00 30656000.00 2403.00 274125000.00 2.00 78000.00 2.00 92000.00 12.00 1102000.00 79.00 2879000.00 90.00 3354000.00 373.00 30321000.00 109.00 4537000.00 121.00 5294000.00 555.00 50777000.00 394.00 24520000.00 457.00 30727000.00 2715.00 376064000.00 2.00 57000.00 2.00 79000.00 27.00 1398000.00 78.00 2793000.00 86.00 3218000.00 470.00 43875000.00 16.00 923000.00 19.00 1062000.00 144.00 19162000.00 18.00 532000.00 23.00 774000.00 132.00 14996000.00 194.00 8114000.00 206.00 9377000.00 1295.00 132176000.00 91.00 5492000.00 104.00 6953000.00 652.00 90248000.00 2826.00 127993000.00 3197.00 156915000.00 16346.00 1800000000.00 2826.00 127993000.00 3197.00 156915000.00 16346.00 1800000000.00 4.54 4.21 5.10 0.81 4730 0.78 1920 1.50 68 ES0338048046 BONOS SERIE E 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 ES0338048038 BONOS SERIE D 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 ES0338048020 BONOS SERIE C 810.00 14000.00 11596000.00 810.00 50000.00 40552000.00 810.00 100000.00 81000000.00 ES0338048012 BONOS SERIE B(G) 3735.00 3735.00 3735.00 100000.00 373500000.00 ES0338048004 BONOS SERIE A 12285.00 12285.00 12285.00 100000.00 1228500000.00 18000.00 128596000.00 18000.00 157552000.00 18000.00 1800000000.00 ES0338048046 BONOS SERIE E S E3M 1.50 1.17 143000.00 S 58500000.00 58643000.00 ES0338048038 BONOS SERIE D S E3M 0.70 0.37 45000.00 S 58500000.00 58545000.00 ES0338048020 BONOS SERIE C NS E3M 0.30 0.00 N 11596000.00 11596000.00 ES0338048012 BONOS SERIE B(G) NS E3M 0.00 0.00 N ES0338048004 BONOS SERIE A NS E3M 0.20 0.00 N 188000.00 0.00 128596000.00 0.00 128784000.00 0.00 0.70 0.58 2.37 ES0338048046 BONOS SERIE E 175000.00 20760000.00 180000.00 20585000.00 ES0338048038 BONOS SERIE D 55000.00 16111000.00 61000.00 16056000.00 ES0338048012 BONOS SERIE B(G) 373500000.00 31226000.00 373500000.00 31226000.00 ES0338048004 BONOS SERIE A 1228500000.00 110672000.00 1228500000.00 110672000.00 ES0338048020 BONOS SERIE C 6179000.00 46627000.00 18094000.00 7513000.00 40448000.00 1000.00 18094000.00 6179000.00 1648627000.00 230000.00 196863000.00 7513000.00 1642448000.00 242000.00 196633000.00 ES0338048046 BONOS SERIE E 20161027 SYP BBB- BBB- BBB- ES0338048038 BONOS SERIE D 20161027 SYP AA- AA- A ES0338048020 BONOS SERIE C 20151027 SYP AA+ AA+ AA ES0338048012 BONOS SERIE B(G) 20140605 SYP --- --- AAA ES0338048004 BONOS SERIE A 20140605 SYP --- --- AAA 9017000.00 7857000.00 15538000.00 832000.00 10743000.00 48144000.00 1258000.00 1245000.00 35572000.00 1573000.00 1726000.00 4937000.00 2136000.00 145854000.00 34975000.00 39307000.00 356617000.00 76004000.00 94538000.00 1198275000.00 128596000.00 157552000.00 1800000000.00 10.07 10.35 14.00 18000000.00 17829000.00 27000000.00 18000000.00 18000000.00 18000000.00 14.06 11.32 1.50 SANTANDER UK SANTANDER UK SANTANDER A lp / A1 cp A lp / A1 cp A lp / A1 cp A lp / A1 cp A lp / A1 cp A lp / A1 cp S S S 9.00 25.71 68.25 6745000.00 150000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1170000.00 843000.00 0.91 0.54 0.67 1170000.00 843000.00 0.91 0.54 0.67 Capítulo V 12.00 5126000.00 6051000.00 0.28 0.42 0.30 2400000.00 2362000.00 0.13 0.13 0.13 7526000.00 8413000.00 0.41 0.55 0.43 Capítulo IV.3.2 (pag.87) SANTANDER DE TITULIZACIÓN 150000.00 365 0.025 75000.00 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S N 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 20160101 20160401 20160701 20161001 20170101 20170401 20170701 20171001 17714000.00 17916000.00 18000000.00 18000000.00 17829000.00 18000000.00 18000000.00 18000000.00 8289000.00 8180000.00 9281000.00 7470000.00 8159000.00 7949000.00 7539000.00 6646000.00 -29000.00 -67000.00 -62000.00 -18000.00 -41000.00 -21000.00 -30000.00 -22000.00 139000.00 144000.00 114000.00 131000.00 138000.00 -180000.00 157000.00 200000.00 -17915000.00 -18000000.00 -18000000.00 -17829000.00 -18000000.00 -17865000.00 -18000000.00 -18000000.00 -8198000.00 -7647000.00 -8392000.00 -7754000.00 -7968000.00 -7883000.00 -7615000.00 -6409000.00 0.00 -526000.00 -23000.00 -41000.00 -38000.00 -19000.00 0.00 0.00 0.00 0.00 0.00 0.00 918869.00 0.00 76000.00 0.00 13000.00 -396000.00 0.00 0.00 918869.00 0.00 76000.00 0.00 13000.00 -396000.00 S06. FT PYME SANTANDER 2.pdf 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