FTAP 6802 F.T.A.FTPYME SANTANDER II Santander de Titulizacion S.G.F.T., S.A NO NO 20180331 165362000.00 172036000.00 4546000.00 4512000.00 127333000.00 132791000.00 120390000.00 126045000.00 116209000.00 121697000.00 36000.00 40000.00 2000.00 3000.00 6217000.00 6296000.00 1000.00 1000.00 -2075000.00 -1992000.00 6943000.00 6746000.00 6943000.00 6746000.00 33483000.00 34733000.00 33483000.00 34733000.00 165362000.00 172036000.00 0.00 158601000.00 165465000.00 0.00 0.00 150921000.00 157596000.00 122081000.00 128784000.00 4898000.00 11596000.00 117000000.00 117000000.00 183000.00 188000.00 18015000.00 18016000.00 18000000.00 18000000.00 15000.00 16000.00 10825000.00 0.00 10825000.00 0.00 10796000.00 19000.00 10777000.00 7680000.00 7869000.00 7625000.00 7852000.00 14000.00 14000.00 5000.00 5000.00 10511000.00 10660000.00 -2905000.00 -2827000.00 55000.00 17000.00 6761000.00 6571000.00 6761000.00 6571000.00 165362000.00 172036000.00 202000.00 346000.00 202000.00 346000.00 202000.00 346000.00 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122426000.00 2826.00 127993000.00 16346.00 1800000000.00 2697.00 122426000.00 2826.00 127993000.00 16346.00 1800000000.00 4.65 4.54 5.10 0.81 4730 0.81 4730 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 6000.00 4898000.00 810.00 14000.00 11596000.00 810.00 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 121898000.00 18000.00 128596000.00 18000.00 1800000000.00 ES0338048046 BONOS SERIE E S E3M 1.50 1.17 139000.00 S 58500000.00 58639000.00 ES0338048038 BONOS SERIE D S E3M 0.70 0.37 44000.00 S 58500000.00 58544000.00 ES0338048020 BONOS SERIE C NS E3M 0.30 0.00 N 4898000.00 4898000.00 ES0338048012 BONOS SERIE B(G) NS E3M 0.00 0.00 N ES0338048004 BONOS SERIE A NS E3M 0.20 0.00 N 183000.00 0.00 121898000.00 0.00 122081000.00 0.00 0.74 0.70 2.37 ES0338048046 BONOS SERIE E 20760000.00 178000.00 20763000.00 ES0338048038 BONOS SERIE D 175000.00 16289000.00 58000.00 16114000.00 ES0338048012 BONOS SERIE B(G) 373500000.00 31226000.00 373501000.00 31226000.00 ES0338048004 BONOS SERIE A 1228500000.00 110672000.00 1228500000.00 110672000.00 ES0338048020 BONOS SERIE C 6698000.00 76102000.00 56000.00 18150000.00 7732000.00 71497000.00 18094000.00 6698000.00 1678102000.00 231000.00 197097000.00 7732000.00 1673498000.00 236000.00 196869000.00 ES0338048046 BONOS SERIE E 20161027 SYP BBB- BBB- BBB- ES0338048038 BONOS SERIE D 20161027 SYP A 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 7998000.00 9017000.00 15538000.00 394000.00 832000.00 48144000.00 1383000.00 1258000.00 35572000.00 1490000.00 1573000.00 6561000.00 4937000.00 145854000.00 35083000.00 34975000.00 356617000.00 68989000.00 76004000.00 1198275000.00 121898000.00 128596000.00 1800000000.00 9.97 10.07 14.00 18000000.00 18000000.00 27000000.00 18000000.00 18000000.00 18000000.00 14.77 14.06 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 4.01 9.00 68.25 6761000.00 6745000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1056000.00 1170000.00 0.86 0.91 1.15 1056000.00 1170000.00 0.86 0.91 1.15 Capítulo V 12.00 5161000.00 5126000.00 0.29 0.28 0.28 2408000.00 2400000.00 0.13 0.13 0.13 7569000.00 7526000.00 0.42 0.41 0.41 Capítulo IV.3.2 (pag.87) FT PYME SANTANDER 2.pdf 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