FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20200930 193595000.00 216281000.00 193595000.00 216281000.00 189112000.00 210904000.00 188501000.00 210286000.00 767000.00 824000.00 -156000.00 -206000.00 4483000.00 5377000.00 4483000.00 5377000.00 0.00 0.00 68123000.00 72201000.00 2356000.00 2635000.00 39595000.00 41691000.00 39524000.00 41677000.00 37327000.00 39713000.00 66000.00 71000.00 1000.00 2000.00 2645000.00 2517000.00 31000.00 2000.00 -546000.00 -628000.00 71000.00 14000.00 71000.00 14000.00 0.00 0.00 0.00 0.00 26172000.00 27875000.00 26172000.00 27875000.00 261718000.00 288482000.00 215169000.00 238548000.00 0.00 0.00 215169000.00 238548000.00 196418000.00 219797000.00 39818000.00 63197000.00 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 42066000.00 44557000.00 0.00 0.00 37410000.00 39799000.00 37397000.00 39786000.00 37327000.00 39713000.00 0.00 0.00 70000.00 73000.00 0.00 0.00 13000.00 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260000.00 398000.00 575000.00 -8443000.00 -10783000.00 -25764000.00 -33135000.00 0.00 0.00 -1000.00 -1000.00 -1000.00 -1000.00 -199000.00 -1730000.00 -1703000.00 -2274000.00 26371000.00 28753000.00 27875000.00 29297000.00 26172000.00 27023000.00 26172000.00 27023000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 81000.00 75000.00 -554000.00 -289000.00 81000.00 75000.00 -554000.00 -289000.00 -110000.00 -150000.00 -340000.00 -322000.00 29000.00 75000.00 894000.00 611000.00 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 1.49 0.31 3.87 7.48 1.32 0.29 25.18 7.61 0.54 40.00 4000.00 4000.00 3180000.00 3184000.00 16.00 9000.00 2000.00 11000.00 463000.00 474000.00 20.00 10000.00 3000.00 13000.00 581000.00 594000.00 6.00 7000.00 7000.00 100000.00 107000.00 10.00 8000.00 1000.00 9000.00 44000.00 53000.00 154.00 2620000.00 31000.00 16000.00 2667000.00 42000.00 2709000.00 246.00 2658000.00 33000.00 20000.00 2711000.00 4410000.00 0.00 7121000.00 40.00 4000.00 4000.00 3180000.00 3184000.00 4805000.00 3786000.00 66.26 16.00 9000.00 2000.00 11000.00 463000.00 474000.00 1604000.00 864000.00 29.55 20.00 10000.00 3000.00 13000.00 581000.00 594000.00 2152000.00 900000.00 27.60 6.00 7000.00 7000.00 100000.00 107000.00 745000.00 173000.00 14.36 10.00 8000.00 1000.00 9000.00 44000.00 53000.00 556000.00 180000.00 9.53 154.00 2620000.00 31000.00 16000.00 2667000.00 42000.00 2709000.00 14734000.00 636000.00 18.39 246.00 2658000.00 33000.00 20000.00 2711000.00 4410000.00 0.00 7121000.00 24596000.00 28.95 2330000.00 2837000.00 1476000.00 1305000.00 70000.00 3908000.00 2712000.00 189000.00 5437000.00 7674000.00 32000.00 5151000.00 4776000.00 520000.00 58391000.00 62585000.00 22397000.00 152547000.00 171451000.00 1851792000.00 229240000.00 253340000.00 1875000000.00 10.35 10.88 25.00 17.79 17.05 1.00 3027.00 93515000.00 2871.00 90583000.00 10.00 3175000.00 1672.00 101602000.00 1841.00 112702000.00 7.00 1097000.00 412.00 29257000.00 588.00 43012000.00 2520.00 272182000.00 45.00 3905000.00 67.00 5662000.00 13898.00 1596588000.00 4.00 397000.00 9.00 757000.00 12.00 1614000.00 3.00 197000.00 3.00 216000.00 2.00 344000.00 1.00 87000.00 1.00 87000.00 7.00 280000.00 8.00 321000.00 5171.00 229240000.00 5388.00 253340000.00 16449.00 1875000000.00 45.06 47.45 90.93 0.53 0.59 3.02 6.65 6.65 3.38 0.00 0.00 3.16 825.00 29168000.00 854.00 32204000.00 2642.00 241894000.00 204.00 8998000.00 214.00 9856000.00 524.00 61062000.00 79.00 2733000.00 81.00 3026000.00 207.00 20660000.00 65.00 3552000.00 67.00 3863000.00 198.00 25459000.00 254.00 11489000.00 267.00 12643000.00 808.00 86954000.00 135.00 5199000.00 142.00 5876000.00 386.00 43132000.00 305.00 12652000.00 322.00 14065000.00 758.00 82217000.00 168.00 6700000.00 170.00 7379000.00 463.00 46616000.00 1367.00 68298000.00 1416.00 75161000.00 4425.00 541028000.00 7.00 276000.00 7.00 302000.00 19.00 1764000.00 86.00 2511000.00 89.00 2777000.00 248.00 20993000.00 211.00 8115000.00 217.00 8786000.00 534.00 58404000.00 648.00 31651000.00 680.00 35400000.00 2628.00 343150000.00 1.00 14000.00 1.00 17000.00 14.00 1436000.00 85.00 3141000.00 91.00 3465000.00 290.00 29597000.00 42.00 1872000.00 45.00 2203000.00 124.00 15767000.00 27.00 1054000.00 30.00 1189000.00 81.00 8448000.00 315.00 12461000.00 330.00 13776000.00 1085.00 105527000.00 347.00 19356000.00 365.00 21352000.00 1015.00 140892000.00 5171.00 229240000.00 5388.00 253340000.00 16449.00 1875000000.00 5171.00 229240000.00 5388.00 253340000.00 16449.00 1875000000.00 1.31 1.25 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 4000.00 77145000.00 17184.00 6000.00 102910000.00 17184.00 100000.00 1718400000.00 18750.00 233745000.00 18750.00 259510000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.52 63000.00 S 56300000.00 56363000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.07 7000.00 S 46900000.00 46907000.00 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 77145000.00 77145000.00 70000.00 0.00 233745000.00 0.00 233815000.00 0.00 0.13 0.13 2.31 ES0309364034 BONOS SERIE D 100000.00 19490000.00 90000.00 19150000.00 ES0309364026 BONOS SERIE C 29000.00 12796000.00 23000.00 12728000.00 ES0309364018 BONOS SERIE B 6000.00 12895000.00 12889000.00 ES0309364000 BONOS SERIE A 8443000.00 1641256000.00 213865000.00 10783000.00 1606617000.00 213865000.00 8443000.00 1641256000.00 135000.00 259046000.00 10783000.00 1606617000.00 113000.00 258632000.00 ES0309364034 BONOS SERIE D 20190930 SYP AA AA BBB+ ES0309364034 BONOS SERIE D 20171201 MDY Aa2 Aa2 Baa3 ES0309364026 BONOS SERIE C 20190930 SYP AAA AAA A+ ES0309364026 BONOS SERIE C 20150123 MDY Aa1 Aa1 A2 ES0309364018 BONOS SERIE B 20190930 SYP AAA AAA 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 2330000.00 2837000.00 1476000.00 1305000.00 70000.00 3908000.00 2712000.00 189000.00 5437000.00 7674000.00 5151000.00 4776000.00 552000.00 58391000.00 62585000.00 22397000.00 157052000.00 177621000.00 1851792000.00 233745000.00 259510000.00 1875000000.00 10.35 10.88 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 8.02 7.23 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 32.99 39.64 91.65 4553000.00 5390000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 441000.00 478000.00 0.19 0.19 0.19 441000.00 478000.00 0.19 0.19 0.19 Modulo Adicional 18.00 547.00 2689000.00 2521000.00 1.17 1.00 1.12 1715000.00 0.75 0.73 4404000.00 2521000.00 1.92 1.00 1.85 Modulo Adicional Hipotecario 1_Sep20.pdf 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SANTANDER DE TITULIZACIËN 365 0.025 15000.00 Trimestral S SANTANDER 6000.00 Trimestral S N S N SANTANDER MODULO ADICIONAL 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 20200715 20200415 20200115 20191015 18750000.00 18750000.00 18750000.00 18750000.00 8721000.00 8295000.00 10134000.00 9582000.00 -25000.00 -36000.00 -25000.00 -47000.00 169000.00 89000.00 25000.00 44000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -8578000.00 -7807000.00 -9694000.00 -8974000.00 -24000.00 -17000.00 -17000.00 -18000.00 0.00 0.00 0.00 0.00 263000.00 525000.00 423000.00 586000.00 263000.00 525000.00 423000.00 586000.00