FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20190630 233341000.00 251919000.00 233341000.00 251919000.00 228281000.00 246323000.00 227862000.00 245988000.00 678000.00 537000.00 -259000.00 -202000.00 5060000.00 5596000.00 5060000.00 5596000.00 0.00 0.00 74494000.00 79251000.00 2924000.00 3219000.00 42817000.00 46735000.00 42745000.00 46670000.00 40950000.00 44669000.00 0.00 95000.00 97000.00 2000.00 2000.00 2743000.00 3053000.00 2000.00 1000.00 -1047000.00 -1152000.00 0.00 72000.00 65000.00 72000.00 65000.00 0.00 0.00 0.00 0.00 28753000.00 29297000.00 28753000.00 29297000.00 307835000.00 331170000.00 256968000.00 275601000.00 0.00 0.00 256968000.00 275601000.00 238217000.00 256850000.00 81616000.00 100250000.00 156601000.00 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 45807000.00 49973000.00 0.00 0.00 41064000.00 44783000.00 41046000.00 44765000.00 40950000.00 44669000.00 0.00 96000.00 96000.00 0.00 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2520.00 272182000.00 1.00 92000.00 128.00 11461000.00 13898.00 1596588000.00 8.00 955000.00 12.00 1614000.00 1.00 75000.00 2.00 344000.00 1.00 20000.00 2.00 182000.00 5541.00 272233000.00 5752.00 294247000.00 16449.00 1875000000.00 24.44 50.41 90.93 0.64 0.60 3.02 6.65 6.65 3.38 0.00 0.00 3.16 878.00 34667000.00 908.00 37272000.00 2642.00 241894000.00 219.00 10596000.00 226.00 11368000.00 524.00 61062000.00 82.00 3231000.00 85.00 3457000.00 207.00 20660000.00 71.00 4204000.00 73.00 4426000.00 198.00 25459000.00 276.00 13708000.00 289.00 14896000.00 808.00 86954000.00 150.00 6665000.00 154.00 7395000.00 386.00 43132000.00 333.00 15425000.00 338.00 16380000.00 758.00 82217000.00 174.00 7833000.00 184.00 8635000.00 463.00 46616000.00 1458.00 80307000.00 1514.00 86628000.00 4425.00 541028000.00 7.00 320000.00 7.00 337000.00 19.00 1764000.00 91.00 2996000.00 94.00 3302000.00 248.00 20993000.00 224.00 9440000.00 228.00 10085000.00 534.00 58404000.00 694.00 37871000.00 731.00 41444000.00 2628.00 343150000.00 1.00 20000.00 1.00 21000.00 14.00 1436000.00 92.00 3709000.00 97.00 4097000.00 290.00 29597000.00 49.00 2456000.00 50.00 2598000.00 124.00 15767000.00 29.00 1117000.00 31.00 1191000.00 81.00 8448000.00 337.00 14749000.00 352.00 15757000.00 1085.00 105527000.00 376.00 22919000.00 390.00 24958000.00 1015.00 140892000.00 5541.00 272233000.00 5752.00 294247000.00 16449.00 1875000000.00 5541.00 272233000.00 5752.00 294247000.00 16449.00 1875000000.00 1.21 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 122567000.00 17184.00 8000.00 144919000.00 17184.00 100000.00 1718400000.00 18750.00 279167000.00 18750.00 301519000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.64 77000.00 S 56300000.00 56377000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.19 19000.00 S 46900000.00 46919000.00 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 122567000.00 122567000.00 96000.00 0.00 279167000.00 0.00 279263000.00 0.00 0.16 0.14 2.31 ES0309364018 BONOS SERIE B 12889000.00 12889000.00 ES0309364034 BONOS SERIE D 90000.00 19059000.00 88000.00 18717000.00 ES0309364026 BONOS SERIE C 23000.00 12705000.00 20000.00 12623000.00 ES0309364000 BONOS SERIE A 10931000.00 1595834000.00 213865000.00 11751000.00 1552428000.00 213865000.00 10931000.00 1595834000.00 113000.00 258518000.00 11751000.00 1552428000.00 108000.00 258094000.00 ES0309364034 BONOS SERIE D 20141205 SYP A- A- BBB+ ES0309364034 BONOS SERIE D 20171201 MDY Aa2 Aa2 Baa3 ES0309364026 BONOS SERIE C 20181231 SYP AA AA A+ ES0309364026 BONOS SERIE C 20150123 MDY Aa1 Aa1 A2 ES0309364018 BONOS SERIE B 20181231 SYP AA 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 2963000.00 3334000.00 1026000.00 1145000.00 70000.00 2494000.00 2219000.00 189000.00 4394000.00 3727000.00 9534000.00 10524000.00 552000.00 66314000.00 70410000.00 22397000.00 192442000.00 210160000.00 1851792000.00 279167000.00 301519000.00 1875000000.00 11.29 11.69 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 18750000.00 6.72 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 0 0.00 0.00 0.00 0.00 0.00 0.00 S S S 43.89 48.05 91.65 5132000.00 5596000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 648000.00 426000.00 0.24 0.14 0.13 648000.00 426000.00 0.24 0.14 0.13 Modulo Adicional 18.00 2773000.00 2858000.00 1.02 0.97 0.97 2773000.00 2858000.00 1.02 0.97 0.97 Modulo Adicional Hipotecario 1_Junio19.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 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 11781000.00 -31000.00 -34000.00 -29000.00 -48000.00 -27000.00 -33000.00 -27000.00 -39000.00 -38000.00 -35000.00 -106000.00 -67000.00 -85000.00 0.00 16000.00 16000.00 48000.00 85000.00 82000.00 82000.00 -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 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