FTAP 6802 F.T.A.FTPYME SANTANDER II Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 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 129393000.00 131625000.00 4065000.00 4066000.00 103808000.00 103427000.00 98576000.00 102943000.00 95456000.00 99581000.00 0.00 0.00 31000.00 33000.00 2000.00 2000.00 4770000.00 4936000.00 1000.00 10000.00 -1684000.00 -1619000.00 0.00 5232000.00 484000.00 5232000.00 484000.00 0.00 0.00 0.00 0.00 21520000.00 24132000.00 21520000.00 24132000.00 129393000.00 131625000.00 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 124348000.00 131333000.00 0.00 0.00 117809000.00 123521000.00 99771000.00 105485000.00 99597000.00 46804000.00 58500000.00 0.00 174000.00 181000.00 0.00 0.00 18017000.00 18017000.00 18001000.00 18001000.00 0.00 0.00 16000.00 16000.00 0.00 0.00 0.00 0.00 0.00 0.00 21000.00 19000.00 21000.00 19000.00 6539000.00 7812000.00 6508000.00 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-10000.00 186000.00 78000.00 186000.00 78000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1431000.00 -167000.00 -1431000.00 -167000.00 129000.00 136000.00 129000.00 136000.00 155000.00 199000.00 155000.00 199000.00 -222000.00 -231000.00 -222000.00 -231000.00 385000.00 429000.00 385000.00 429000.00 -169000.00 -227000.00 -169000.00 -227000.00 -15000.00 -15000.00 -20000.00 -19000.00 -20000.00 -19000.00 -1478000.00 -227000.00 -1478000.00 -227000.00 -18000.00 -18000.00 -18000.00 -18000.00 -6000.00 -12000.00 -6000.00 -12000.00 -1454000.00 -197000.00 -1454000.00 -197000.00 -82000.00 -76000.00 -82000.00 -76000.00 -90000.00 -76000.00 -90000.00 -76000.00 8000.00 8000.00 -1181000.00 -1083000.00 -1181000.00 -1083000.00 -1181000.00 -1131000.00 -1181000.00 -1131000.00 3028000.00 4640000.00 3028000.00 4640000.00 1010000.00 848000.00 1010000.00 848000.00 26000.00 59000.00 26000.00 59000.00 2000.00 20000.00 2000.00 20000.00 461000.00 461000.00 -5708000.00 -6698000.00 -5708000.00 -6698000.00 0.00 48000.00 0.00 48000.00 48000.00 48000.00 -2612000.00 -1250000.00 -2612000.00 -1250000.00 24132000.00 34733000.00 24132000.00 34733000.00 21520000.00 33483000.00 21520000.00 33483000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 4965000.00 399000.00 4965000.00 399000.00 4965000.00 399000.00 4965000.00 399000.00 -212000.00 -209000.00 -212000.00 -209000.00 -4753000.00 -190000.00 -4753000.00 -190000.00 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 4.76 0.14 9.52 4.72 0.14 10.88 7.48 0.43 0.00 57.00 13000.00 1000.00 14000.00 4418000.00 4432000.00 23.00 26000.00 1000.00 27000.00 1224000.00 1251000.00 19.00 22000.00 1000.00 3000.00 26000.00 604000.00 630000.00 2.00 4000.00 4000.00 4000.00 11.00 61000.00 2000.00 63000.00 45000.00 108000.00 227.00 4034000.00 33000.00 4067000.00 4067000.00 339.00 4160000.00 3000.00 38000.00 4201000.00 6291000.00 0.00 10492000.00 57.00 13000.00 1000.00 14000.00 4418000.00 4432000.00 14189000.00 14189000.00 31.24 23.00 26000.00 1000.00 27000.00 1224000.00 1251000.00 3886000.00 3886000.00 32.19 19.00 22000.00 1000.00 4000.00 27000.00 604000.00 631000.00 4247000.00 4247000.00 14.86 2.00 4000.00 4000.00 4000.00 460000.00 460000.00 0.87 11.00 61000.00 2000.00 63000.00 45000.00 108000.00 1365000.00 1365000.00 7.91 227.00 4034000.00 32000.00 4066000.00 0.00 4066000.00 55387000.00 55092000.00 7.34 339.00 4160000.00 3000.00 38000.00 4201000.00 6291000.00 0.00 10492000.00 79534000.00 13.19 4184000.00 4290000.00 15538000.00 787000.00 764000.00 48144000.00 1035000.00 1131000.00 35572000.00 4750000.00 3579000.00 70416000.00 12758000.00 14177000.00 75438000.00 32150000.00 31842000.00 356617000.00 44562000.00 48734000.00 1198275000.00 100226000.00 104517000.00 1800000000.00 9.55 9.74 14.00 15.73 15.49 1.00 1609.00 62669000.00 1653.00 63884000.00 9650.00 635205000.00 390.00 28771000.00 415.00 30884000.00 2216.00 266883000.00 78.00 6624000.00 85.00 7456000.00 1446.00 198828000.00 5.00 660000.00 11.00 1311000.00 856.00 121525000.00 2.00 590000.00 1.00 124000.00 537.00 86393000.00 1.00 65000.00 366.00 66416000.00 241.00 47729000.00 1.00 64000.00 1.00 66000.00 1034.00 377021000.00 2086.00 99443000.00 2166.00 103725000.00 16346.00 1800000000.00 36.34 36.93 52.36 0.60 0.59 3.11 7.50 9.95 9.97 0.00 0.00 2.11 384.00 14940000.00 402.00 15571000.00 2574.00 243472000.00 67.00 2511000.00 70.00 2660000.00 580.00 60759000.00 31.00 1112000.00 32.00 1234000.00 253.00 21766000.00 64.00 3181000.00 66.00 3284000.00 465.00 55130000.00 181.00 8120000.00 188.00 8448000.00 1522.00 186167000.00 47.00 2383000.00 49.00 2466000.00 405.00 43649000.00 165.00 6642000.00 169.00 6884000.00 1048.00 94673000.00 81.00 2697000.00 85.00 2786000.00 721.00 60140000.00 379.00 20572000.00 386.00 21592000.00 2403.00 274125000.00 12.00 1102000.00 58.00 2373000.00 62.00 2441000.00 373.00 30321000.00 81.00 3880000.00 83.00 3989000.00 555.00 50777000.00 245.00 17960000.00 260.00 18792000.00 2715.00 376064000.00 1.00 37000.00 1.00 38000.00 27.00 1398000.00 60.00 2093000.00 61.00 2153000.00 470.00 43875000.00 12.00 730000.00 12.00 746000.00 144.00 19162000.00 12.00 421000.00 13.00 439000.00 132.00 14996000.00 151.00 6357000.00 157.00 6637000.00 1295.00 132176000.00 68.00 4217000.00 72.00 4357000.00 652.00 90248000.00 2087.00 100226000.00 2168.00 104517000.00 16346.00 1800000000.00 2087.00 100226000.00 2168.00 104517000.00 16346.00 1800000000.00 4.55 4.44 5.10 0.73 0.73 3600 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 70000.00 41097000.00 585.00 80000.00 46804000.00 585.00 100000.00 58500000.00 ES0338048020 BONOS SERIE C 810.00 810.00 810.00 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 99597000.00 18000.00 105304000.00 18000.00 1800000000.00 ES0338048046 BONOS SERIE E S E3M 1.50 1.19 141000.00 S 58500000.00 58641000.00 ES0338048038 BONOS SERIE D NS E3M 0.70 0.39 33000.00 S 41097000.00 41130000.00 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 174000.00 0.00 99597000.00 0.00 99771000.00 0.00 0.86 0.82 2.37 ES0338048046 BONOS SERIE E 176000.00 21457000.00 20760000.00 ES0338048020 BONOS SERIE C 81000000.00 18150000.00 6698000.00 76102000.00 56000.00 18150000.00 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 ES0338048038 BONOS SERIE D 5708000.00 17403000.00 46000.00 16493000.00 175000.00 16289000.00 5708000.00 1700403000.00 222000.00 197998000.00 6698000.00 1678102000.00 231000.00 197097000.00 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 ES0338048012 BONOS SERIE B(G) 20140605 SYP --- --- AAA ES0338048004 BONOS SERIE A 20140605 SYP --- --- AAA 4186000.00 4290000.00 15538000.00 787000.00 764000.00 48144000.00 1035000.00 1131000.00 35572000.00 4750000.00 3579000.00 12758000.00 14177000.00 145854000.00 32148000.00 31842000.00 356617000.00 43933000.00 49521000.00 1198275000.00 99597000.00 105304000.00 1800000000.00 9.55 9.74 14.00 18000000.00 18000000.00 27000000.00 18000000.00 18000000.00 18000000.00 17.96 17.09 1.50 SANTANDER SANTANDER 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 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 41.19 44.41 68.25 5232000.00 484000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 4881000.00 282000.00 4.87 0.27 0.40 4881000.00 282000.00 4.87 0.27 0.40 Capítulo V 12.00 4049000.00 4295000.00 4.04 4.11 4.31 2287000.00 2266000.00 2.28 2.17 2.28 6336000.00 6561000.00 6.32 6.28 6.59 Capítulo IV.3.2 (pag.87) FTPymes Santander 2_Mar19.pdf 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