FTAP 6802 F.T.A.FTPYME SANTANDER II Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 148740000.00 172036000.00 4476000.00 4512000.00 121184000.00 132791000.00 114433000.00 126045000.00 110521000.00 121697000.00 35000.00 40000.00 2000.00 3000.00 5910000.00 6296000.00 1000.00 1000.00 -2036000.00 -1992000.00 6751000.00 6746000.00 6751000.00 6746000.00 0.00 0.00 0.00 0.00 23080000.00 34733000.00 23080000.00 34733000.00 148740000.00 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 142176000.00 165465000.00 0.00 0.00 134380000.00 157596000.00 116345000.00 128784000.00 57660000.00 11596000.00 58500000.00 117000000.00 185000.00 188000.00 18016000.00 18016000.00 18000000.00 18000000.00 16000.00 16000.00 0.00 0.00 19000.00 10796000.00 19000.00 19000.00 10777000.00 7796000.00 7869000.00 7784000.00 7852000.00 14000.00 14000.00 5000.00 5000.00 10483000.00 10660000.00 -2718000.00 -2827000.00 12000.00 17000.00 6564000.00 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0.63 0.65 3.11 9.95 9.95 9.97 0.00 0.00 2.11 471.00 17269000.00 534.00 19196000.00 2574.00 243472000.00 82.00 2914000.00 90.00 3397000.00 580.00 60759000.00 39.00 1320000.00 44.00 1418000.00 253.00 21766000.00 74.00 3783000.00 80.00 4275000.00 465.00 55130000.00 222.00 9327000.00 249.00 10330000.00 1522.00 186167000.00 57.00 2662000.00 66.00 2952000.00 405.00 43649000.00 196.00 7456000.00 209.00 8075000.00 1048.00 94673000.00 100.00 3062000.00 112.00 3341000.00 721.00 60140000.00 430.00 23425000.00 459.00 25084000.00 2403.00 274125000.00 2.00 78000.00 12.00 1102000.00 74.00 2649000.00 79.00 2879000.00 373.00 30321000.00 97.00 4239000.00 109.00 4537000.00 555.00 50777000.00 336.00 22024000.00 394.00 24520000.00 2715.00 376064000.00 1.00 53000.00 2.00 57000.00 27.00 1398000.00 72.00 2423000.00 78.00 2793000.00 470.00 43875000.00 14.00 867000.00 16.00 923000.00 144.00 19162000.00 15.00 479000.00 18.00 532000.00 132.00 14996000.00 179.00 7550000.00 194.00 8114000.00 1295.00 132176000.00 84.00 4929000.00 91.00 5492000.00 652.00 90248000.00 2543.00 116431000.00 2826.00 127993000.00 16346.00 1800000000.00 2543.00 116431000.00 2826.00 127993000.00 16346.00 1800000000.00 4.78 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 99000.00 57660000.00 585.00 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 116160000.00 18000.00 128596000.00 18000.00 1800000000.00 ES0338048046 BONOS SERIE E S E3M 1.50 1.17 141000.00 S 58500000.00 58641000.00 ES0338048038 BONOS SERIE D NS E3M 0.70 0.37 44000.00 S 57660000.00 57704000.00 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 116160000.00 0.00 116345000.00 0.00 0.77 0.70 2.37 ES0338048046 BONOS SERIE E 171000.00 20931000.00 172000.00 19793000.00 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 840000.00 840000.00 54000.00 16343000.00 54000.00 15738000.00 ES0338048020 BONOS SERIE C 4898000.00 81000000.00 18150000.00 7657000.00 32459000.00 18009000.00 5738000.00 1683840000.00 225000.00 197322000.00 7657000.00 1634460000.00 226000.00 195438000.00 ES0338048046 BONOS SERIE E 20180630 SYP BBB- BBB- BBB- ES0338048038 BONOS SERIE D 20180630 SYP A 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 6650000.00 9017000.00 15538000.00 459000.00 832000.00 48144000.00 1342000.00 1258000.00 35572000.00 1420000.00 1573000.00 9947000.00 4937000.00 145854000.00 32742000.00 34975000.00 356617000.00 63600000.00 76004000.00 1198275000.00 116160000.00 128596000.00 1800000000.00 9.87 10.07 14.00 18000000.00 18000000.00 27000000.00 18000000.00 18000000.00 18000000.00 15.49 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 49.55 9.00 68.25 6751000.00 6745000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 778000.00 1170000.00 0.67 0.91 0.56 778000.00 1170000.00 0.67 0.91 0.56 Capítulo V 12.00 5132000.00 5126000.00 0.29 0.28 0.29 2282000.00 2400000.00 0.13 0.13 0.13 7414000.00 7526000.00 0.42 0.41 0.42 Capítulo IV.3.2 (pag.87) S06. FT PYME SANTANDER 2.pdf 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