FTAP 6802 F.T.A.FTPYME SANTANDER II Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 141979000.00 172036000.00 4464000.00 4512000.00 115210000.00 132791000.00 109280000.00 126045000.00 105886000.00 121697000.00 32000.00 40000.00 2000.00 3000.00 5315000.00 6296000.00 1000.00 1000.00 -1956000.00 -1992000.00 5930000.00 6746000.00 5930000.00 6746000.00 0.00 0.00 0.00 0.00 22305000.00 34733000.00 22305000.00 34733000.00 141979000.00 172036000.00 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 136237000.00 165465000.00 0.00 0.00 128576000.00 157596000.00 110540000.00 128784000.00 110355000.00 11596000.00 117000000.00 185000.00 188000.00 18017000.00 18016000.00 18001000.00 18000000.00 16000.00 16000.00 0.00 0.00 19000.00 10796000.00 19000.00 19000.00 10777000.00 7661000.00 7869000.00 7649000.00 7852000.00 14000.00 14000.00 5000.00 5000.00 10121000.00 10660000.00 -2491000.00 -2827000.00 12000.00 17000.00 5742000.00 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2793000.00 470.00 43875000.00 13.00 729000.00 16.00 923000.00 144.00 19162000.00 14.00 455000.00 18.00 532000.00 132.00 14996000.00 169.00 7273000.00 194.00 8114000.00 1295.00 132176000.00 77.00 4665000.00 91.00 5492000.00 652.00 90248000.00 2391.00 111201000.00 2826.00 127993000.00 16346.00 1800000000.00 2391.00 111201000.00 2826.00 127993000.00 16346.00 1800000000.00 4.89 4.54 5.10 0.80 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 89000.00 51855000.00 585.00 100000.00 58500000.00 585.00 100000.00 58500000.00 ES0338048020 BONOS SERIE C 810.00 810.00 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 110355000.00 18000.00 128596000.00 18000.00 1800000000.00 ES0338048046 BONOS SERIE E S E3M 1.50 1.18 144000.00 S 58500000.00 58644000.00 ES0338048038 BONOS SERIE D NS E3M 0.70 0.38 41000.00 S 51855000.00 51896000.00 ES0338048020 BONOS SERIE C NS E3M 0.30 0.00 N ES0338048012 BONOS SERIE B(G) NS E3M 0.00 0.00 N ES0338048004 BONOS SERIE A NS E3M 0.20 0.00 N 185000.00 0.00 110355000.00 0.00 110540000.00 0.00 0.80 0.70 2.37 ES0338048046 BONOS SERIE E 173000.00 21104000.00 173000.00 19978000.00 ES0338048020 BONOS SERIE C 81000000.00 18150000.00 7388000.00 40324000.00 18009000.00 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 ES0338048038 BONOS SERIE D 5805000.00 6645000.00 54000.00 16397000.00 54000.00 15805000.00 5805000.00 1689645000.00 227000.00 197549000.00 7388000.00 1642325000.00 227000.00 195690000.00 ES0338048046 BONOS SERIE E 20180930 SYP BBB+ BBB- BBB- ES0338048038 BONOS SERIE D 20180930 SYP AA AA- A ES0338048020 BONOS SERIE C 20151027 SYP --- AA+ AA ES0338048012 BONOS SERIE B(G) 20140605 SYP --- --- AAA ES0338048004 BONOS SERIE A 20140605 SYP --- --- AAA 5607000.00 9017000.00 15538000.00 473000.00 832000.00 48144000.00 1277000.00 1258000.00 35572000.00 2655000.00 1573000.00 11280000.00 4937000.00 145854000.00 32408000.00 34975000.00 356617000.00 56655000.00 76004000.00 1198275000.00 110355000.00 128596000.00 1800000000.00 9.77 10.07 14.00 18000000.00 18000000.00 27000000.00 18000000.00 18000000.00 18000000.00 16.31 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 46.91 9.00 68.25 5931.00 6745.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 326000.00 1170000.00 0.29 0.91 0.24 326000.00 1170000.00 0.29 0.91 0.24 Capítulo V 12.00 4901000.00 5126000.00 4.41 4.00 4.57 2279000.00 2400000.00 2.05 1.88 2.07 7180000.00 7526000.00 6.46 5.88 6.64 Capítulo IV.3.2 (pag.87) FTPymes Santander 2_Sep2018.pdf 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