FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20201231 186344000.00 216281000.00 186344000.00 216281000.00 181315000.00 210904000.00 180451000.00 210286000.00 1073000.00 824000.00 -209000.00 -206000.00 5029000.00 5377000.00 5029000.00 5377000.00 0.00 0.00 67843000.00 72201000.00 2363000.00 2635000.00 38291000.00 41691000.00 38259000.00 41677000.00 36107000.00 39713000.00 55000.00 71000.00 1000.00 2000.00 2569000.00 2517000.00 34000.00 2000.00 -507000.00 -628000.00 32000.00 14000.00 32000.00 14000.00 0.00 0.00 0.00 0.00 27189000.00 27875000.00 27189000.00 27875000.00 254187000.00 288482000.00 208302000.00 238548000.00 0.00 0.00 208302000.00 238548000.00 189551000.00 219797000.00 32951000.00 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 40856000.00 44557000.00 0.00 0.00 36171000.00 39799000.00 36161000.00 39786000.00 36107000.00 39713000.00 0.00 0.00 54000.00 73000.00 0.00 0.00 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163000.00 521000.00 738000.00 -8088000.00 -8874000.00 -33852000.00 -42009000.00 0.00 0.00 -1000.00 -1000.00 0.00 -1000.00 -1000.00 1017000.00 852000.00 -686000.00 -1422000.00 26172000.00 27023000.00 27875000.00 29297000.00 27189000.00 27875000.00 27189000.00 27875000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 595000.00 259000.00 41000.00 -29000.00 595000.00 259000.00 41000.00 -29000.00 -49000.00 133000.00 -389000.00 -190000.00 -546000.00 -392000.00 348000.00 219000.00 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 1.65 0.33 0.40 7.46 1.32 0.29 25.18 7.61 0.54 37.00 8000.00 8000.00 2990000.00 2998000.00 18.00 2000.00 2000.00 548000.00 550000.00 17.00 7000.00 1000.00 5000.00 13000.00 887000.00 900000.00 6.00 8000.00 8000.00 56000.00 64000.00 2.00 3000.00 3000.00 52000.00 55000.00 160.00 2551000.00 33000.00 15000.00 2599000.00 78000.00 2677000.00 240.00 2577000.00 36000.00 20000.00 2633000.00 4611000.00 0.00 7244000.00 37.00 8000.00 8000.00 2990000.00 2998000.00 4933000.00 4156000.00 60.77 18.00 2000.00 2000.00 548000.00 550000.00 1903000.00 821000.00 28.90 17.00 7000.00 1000.00 5000.00 13000.00 887000.00 900000.00 1878000.00 514000.00 47.92 6.00 8000.00 8000.00 56000.00 64000.00 657000.00 252000.00 9.74 2.00 3000.00 3000.00 52000.00 55000.00 192000.00 28.65 160.00 2551000.00 33000.00 15000.00 2599000.00 78000.00 2677000.00 15184000.00 522000.00 17.63 240.00 2577000.00 36000.00 20000.00 2633000.00 4611000.00 0.00 7244000.00 24747000.00 29.27 2312000.00 2837000.00 9294000.00 1543000.00 1305000.00 1799000.00 5398000.00 2712000.00 4727000.00 3620000.00 7674000.00 7748000.00 5082000.00 4776000.00 9997000.00 57186000.00 62585000.00 105270000.00 145059000.00 171451000.00 1736165000.00 220200000.00 253340000.00 1875000000.00 10.15 10.88 25.00 18.03 17.05 1.00 3062.00 94007000.00 2871.00 90583000.00 10.00 3175000.00 1601.00 96194000.00 1841.00 112702000.00 7.00 1097000.00 367.00 26134000.00 588.00 43012000.00 2520.00 272182000.00 35.00 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30278000.00 680.00 35400000.00 2628.00 343150000.00 1.00 13000.00 1.00 17000.00 14.00 1436000.00 83.00 2974000.00 91.00 3465000.00 290.00 29597000.00 42.00 1813000.00 45.00 2203000.00 124.00 15767000.00 26.00 1015000.00 30.00 1189000.00 81.00 8448000.00 311.00 12035000.00 330.00 13776000.00 1085.00 105527000.00 338.00 18398000.00 365.00 21352000.00 1015.00 140892000.00 5079.00 220200000.00 5388.00 253340000.00 16449.00 1875000000.00 5079.00 220200000.00 5388.00 253340000.00 16449.00 1875000000.00 1.34 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 69058000.00 17184.00 6000.00 102910000.00 17184.00 100000.00 1718400000.00 18750.00 225658000.00 18750.00 259510000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.44 54000.00 S 56300000.00 56354000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.00 N 46900000.00 46900000.00 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 69058000.00 69058000.00 54000.00 0.00 225658000.00 0.00 225712000.00 0.00 0.11 0.13 2.31 ES0309364018 BONOS SERIE B 12895000.00 12889000.00 ES0309364034 BONOS SERIE D 74000.00 19564000.00 85000.00 19234000.00 ES0309364026 BONOS SERIE C 8000.00 12804000.00 16000.00 12744000.00 ES0309364000 BONOS SERIE A 8088000.00 1649342000.00 213865000.00 8874000.00 1615491000.00 213865000.00 8088000.00 1649342000.00 82000.00 259128000.00 8874000.00 1615491000.00 101000.00 258732000.00 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 2312000.00 2837000.00 9294000.00 1543000.00 1305000.00 1799000.00 5398000.00 2712000.00 4727000.00 3620000.00 7674000.00 7748000.00 5082000.00 4776000.00 9997000.00 57186000.00 62585000.00 105270000.00 150517000.00 177621000.00 1736165000.00 225658000.00 259510000.00 1875000000.00 10.15 10.88 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 8.31 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 30.60 39.64 91.65 5061000.00 5390000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 553000.00 478000.00 0.25 0.19 0.19 553000.00 478000.00 0.25 0.19 0.19 Modulo Adicional 18.00 547.00 2614000.00 2521000.00 1.19 1.00 1.20 1715000.00 0.78 0.76 4329000.00 2521000.00 1.97 1.00 1.96 Modulo Adicional Hipotecario 1_Dic20.pdf 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SANTANDER DE TITULIZACION 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 20201015 20200715 20200415 20200115 20191015 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 8436000.00 8721000.00 8295000.00 10134000.00 9582000.00 -49000.00 -25000.00 -36000.00 -25000.00 -47000.00 87000.00 169000.00 89000.00 25000.00 44000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -8170000.00 -8578000.00 -7807000.00 -9694000.00 -8974000.00 -15000.00 -24000.00 -17000.00 -17000.00 -18000.00 0.00 0.00 0.00 0.00 0.00 289000.00 263000.00 525000.00 423000.00 586000.00 289000.00 263000.00 525000.00 423000.00 586000.00