FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20190930 224478000.00 251919000.00 224478000.00 251919000.00 219493000.00 246323000.00 219023000.00 245988000.00 750000.00 537000.00 -280000.00 -202000.00 4985000.00 5596000.00 4985000.00 5596000.00 0.00 0.00 72591000.00 79251000.00 2621000.00 3219000.00 42947000.00 46735000.00 42757000.00 46670000.00 40949000.00 44669000.00 0.00 94000.00 97000.00 2000.00 2000.00 2732000.00 3053000.00 2000.00 1000.00 -1022000.00 -1152000.00 0.00 190000.00 65000.00 190000.00 65000.00 0.00 0.00 0.00 0.00 27023000.00 29297000.00 27023000.00 29297000.00 297069000.00 331170000.00 246185000.00 275601000.00 0.00 0.00 246185000.00 275601000.00 227434000.00 256850000.00 70834000.00 100250000.00 156600000.00 156600000.00 0.00 0.00 0.00 0.00 18751000.00 18751000.00 18751000.00 18751000.00 0.00 0.00 0.00 0.00 45899000.00 49973000.00 0.00 0.00 41050000.00 44783000.00 41034000.00 44765000.00 40949000.00 44669000.00 0.00 85000.00 96000.00 0.00 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7.00 312000.00 7.00 337000.00 19.00 1764000.00 91.00 2997000.00 94.00 3302000.00 248.00 20993000.00 221.00 9103000.00 228.00 10085000.00 534.00 58404000.00 688.00 36637000.00 731.00 41444000.00 2628.00 343150000.00 1.00 18000.00 1.00 21000.00 14.00 1436000.00 92.00 3614000.00 97.00 4097000.00 290.00 29597000.00 46.00 2261000.00 50.00 2598000.00 124.00 15767000.00 29.00 1082000.00 31.00 1191000.00 81.00 8448000.00 335.00 14271000.00 352.00 15757000.00 1085.00 105527000.00 373.00 22213000.00 390.00 24958000.00 1015.00 140892000.00 5473.00 263454000.00 5752.00 294247000.00 16449.00 1875000000.00 5473.00 263454000.00 5752.00 294247000.00 16449.00 1875000000.00 1.22 1.16 0.60 ES0309364034 BONOS SERIE D 563.00 100000.00 56300000.00 563.00 100000.00 56300000.00 563.00 100000.00 56300000.00 ES0309364026 BONOS SERIE C 469.00 100000.00 46900000.00 469.00 100000.00 46900000.00 469.00 100000.00 46900000.00 ES0309364018 BONOS SERIE B 534.00 100000.00 53400000.00 534.00 100000.00 53400000.00 534.00 100000.00 53400000.00 ES0309364000 BONOS SERIE A 17184.00 7000.00 111783000.00 17184.00 8000.00 144919000.00 17184.00 100000.00 1718400000.00 18750.00 268383000.00 18750.00 301519000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.59 71000.00 S 56300000.00 56371000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.14 14000.00 S 46900000.00 46914000.00 ES0309364018 BONOS SERIE B S E3M 0.30 0.00 N 53400000.00 53400000.00 ES0309364000 BONOS SERIE A NS E3M 0.18 0.00 N 111783000.00 111783000.00 85000.00 0.00 268383000.00 0.00 268468000.00 0.00 0.14 0.14 2.31 ES0309364018 BONOS SERIE B 12889000.00 12889000.00 ES0309364034 BONOS SERIE D 90000.00 19150000.00 89000.00 18805000.00 ES0309364026 BONOS SERIE C 23000.00 12728000.00 20000.00 12643000.00 ES0309364000 BONOS SERIE A 10783000.00 1606617000.00 213865000.00 11416000.00 1563844000.00 213865000.00 10783000.00 1606617000.00 113000.00 258632000.00 11416000.00 1563844000.00 109000.00 258202000.00 ES0309364034 BONOS SERIE D 20190930 SYP AA A- BBB+ ES0309364034 BONOS SERIE D 20171201 MDY Aa2 Aa2 Baa3 ES0309364026 BONOS SERIE C 20190930 SYP AAA AA A+ ES0309364026 BONOS SERIE C 20150123 MDY Aa1 Aa1 A2 ES0309364018 BONOS SERIE B 20190930 SYP AAA AA AA ES0309364018 BONOS SERIE B 20150123 MDY Aa1 Aa1 Aa3 ES0309364000 BONOS SERIE A 20181231 SYP AAA AAA AAA ES0309364000 BONOS SERIE A 20150123 MDY Aa1 Aa1 Aaa 3076000.00 3334000.00 1255000.00 1145000.00 70000.00 2604000.00 2219000.00 189000.00 5472000.00 3727000.00 7459000.00 10524000.00 552000.00 64495000.00 70410000.00 22397000.00 184022000.00 210160000.00 1851792000.00 268383000.00 301519000.00 1875000000.00 11.08 11.69 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 18750000.00 6.99 6.22 1.50 SANTANDER SANTANDER SANTANDER P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 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 41.64 48.05 91.65 5176000.00 5596000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 497000.00 426000.00 0.19 0.14 0.12 497000.00 426000.00 0.19 0.14 0.12 Modulo Adicional 18.00 2751000.00 2858000.00 1.04 0.97 1.03 2751000.00 2858000.00 1.04 0.97 1.03 Modulo Adicional Triggers Santander Hipotecario 1 - 30 de septiembre 2019-.pdf 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SANTANDER DE TITULIZACIÓN 150000.00 365 0.000 15000.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S 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 20170101 20170401 20170701 20171001 20180101 20180401 20180701 20181001 20190101 20190401 20190701 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 13001000.00 13072000.00 11505000.00 11838000.00 12127000.00 12128000.00 12030000.00 10092000.00 11936000.00 11011000.00 11189000.00 -31000.00 -34000.00 -29000.00 -48000.00 -27000.00 -33000.00 -27000.00 -39000.00 -38000.00 -29000.00 -25000.00 -106000.00 -67000.00 -85000.00 0.00 16000.00 16000.00 48000.00 85000.00 82000.00 82000.00 32000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -12572000.00 -12686000.00 -11180000.00 -11216000.00 -11860000.00 -11860000.00 -11524000.00 -9748000.00 -11534000.00 -11044000.00 -10896000.00 -21000.00 -20000.00 -20000.00 -20000.00 -19000.00 -20000.00 -20000.00 -20000.00 -21000.00 -20000.00 -21000.00 0.00 0.00 0.00 0.00 0.00 0.00 271000.00 265000.00 191000.00 554000.00 237000.00 231000.00 507000.00 370000.00 425000.00 769000.00 279000.00 271000.00 265000.00 191000.00 554000.00 237000.00 231000.00 507000.00 370000.00 425000.00 769000.00 279000.00