FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20210930 164491000.00 186344000.00 164491000.00 186344000.00 160006000.00 181315000.00 159338000.00 180451000.00 0.00 0.00 868000.00 1073000.00 0.00 0.00 -200000.00 -209000.00 0.00 0.00 4485000.00 5029000.00 4485000.00 5029000.00 0.00 0.00 62962000.00 67843000.00 2170000.00 2363000.00 35485000.00 38291000.00 35404000.00 38259000.00 33414000.00 36107000.00 42000.00 55000.00 1000.00 1000.00 2316000.00 2569000.00 165000.00 34000.00 -534000.00 -507000.00 0.00 0.00 81000.00 32000.00 81000.00 32000.00 0.00 0.00 0.00 0.00 25307000.00 27189000.00 25307000.00 27189000.00 227453000.00 254187000.00 185428000.00 208302000.00 0.00 0.00 185428000.00 208302000.00 166677000.00 189551000.00 10077000.00 32951000.00 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 37540000.00 40856000.00 0.00 0.00 33471000.00 36171000.00 33463000.00 36161000.00 33414000.00 36107000.00 0.00 0.00 49000.00 54000.00 0.00 0.00 8000.00 10000.00 0.00 8000.00 10000.00 0.00 0.00 0.00 0.00 4069000.00 4685000.00 4044000.00 4675000.00 16000.00 12000.00 5000.00 5000.00 4658000.00 4658000.00 -635000.00 0.00 25000.00 10000.00 4485000.00 5029000.00 4485000.00 5029000.00 227453000.00 254187000.00 227000.00 298000.00 738000.00 1002000.00 227000.00 298000.00 738000.00 1002000.00 0.00 -69000.00 -108000.00 -205000.00 -366000.00 -59000.00 -91000.00 -175000.00 -310000.00 -10000.00 -17000.00 -30000.00 -56000.00 0.00 92000.00 111000.00 190000.00 340000.00 250000.00 301000.00 723000.00 976000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -663000.00 -171000.00 -1032000.00 -1236000.00 -17000.00 -25000.00 -24000.00 -32000.00 -2000.00 -2000.00 -7000.00 -7000.00 0.00 0.00 -15000.00 -23000.00 -17000.00 -25000.00 0.00 -646000.00 -146000.00 -1008000.00 -1204000.00 -19000.00 -19000.00 -62000.00 -56000.00 -6000.00 -6000.00 -18000.00 -18000.00 0.00 -609000.00 -109000.00 -879000.00 -1087000.00 0.00 -12000.00 -12000.00 -49000.00 -43000.00 -108000.00 -64000.00 -117000.00 199000.00 -108000.00 -64000.00 -117000.00 199000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 31000.00 27000.00 -209000.00 61000.00 490000.00 -93000.00 635000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -110000.00 11000.00 -336000.00 -464000.00 209000.00 320000.00 660000.00 892000.00 211000.00 310000.00 729000.00 980000.00 -58000.00 -135000.00 -179000.00 -314000.00 311000.00 507000.00 965000.00 1372000.00 -245000.00 -338000.00 -824000.00 -1089000.00 0.00 0.00 -10000.00 -24000.00 -31000.00 -57000.00 0.00 -305000.00 -288000.00 -955000.00 -1286000.00 -20000.00 -19000.00 -58000.00 -57000.00 -6000.00 -6000.00 -18000.00 -18000.00 -279000.00 -263000.00 -879000.00 -1211000.00 -14000.00 -21000.00 -41000.00 -70000.00 0.00 0.00 0.00 0.00 -15000.00 -26000.00 -95000.00 -85000.00 1000.00 5000.00 54000.00 15000.00 -799000.00 -210000.00 -1546000.00 -1239000.00 -800000.00 -210000.00 -1546000.00 -1238000.00 6006000.00 6124000.00 17818000.00 18804000.00 1636000.00 1983000.00 6108000.00 5070000.00 3000.00 6000.00 94000.00 174000.00 0.00 2000.00 1000.00 80000.00 0.00 118000.00 398000.00 -8445000.00 -8443000.00 -25567000.00 -25764000.00 1000.00 0.00 0.00 -1000.00 1000.00 -1000.00 -909000.00 -199000.00 -1882000.00 -1703000.00 26216000.00 26371000.00 27189000.00 27875000.00 25307000.00 26172000.00 25307000.00 26172000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -69000.00 81000.00 -354000.00 -554000.00 -69000.00 81000.00 -354000.00 -554000.00 -91000.00 -110000.00 -190000.00 -340000.00 160000.00 29000.00 544000.00 894000.00 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 1.63 0.37 0.40 7.36 1.65 0.33 0.40 7.46 0.54 43.00 0.00 3117000.00 3117000.00 10.00 6000.00 6000.00 318000.00 324000.00 12.00 5000.00 3000.00 8000.00 729000.00 737000.00 4.00 6000.00 1000.00 1000.00 8000.00 74000.00 82000.00 6.00 14000.00 14000.00 65000.00 79000.00 177.00 2291000.00 164000.00 12000.00 2467000.00 0.00 2467000.00 252.00 2322000.00 165000.00 16000.00 2503000.00 4303000.00 0.00 6806000.00 43.00 0.00 3117000.00 3117000.00 5697000.00 4163000.00 54.71 10.00 6000.00 6000.00 318000.00 324000.00 1003000.00 492000.00 32.30 12.00 5000.00 3000.00 8000.00 729000.00 737000.00 2005000.00 167000.00 36.76 4.00 6000.00 1000.00 1000.00 8000.00 74000.00 82000.00 348000.00 23.56 6.00 14000.00 14000.00 65000.00 79000.00 832000.00 427000.00 9.50 177.00 2291000.00 164000.00 12000.00 2467000.00 2467000.00 17718000.00 753000.00 13.92 252.00 2322000.00 165000.00 16000.00 2503000.00 4303000.00 0.00 6806000.00 27603000.00 24.66 2866000.00 2312000.00 9294000.00 2229000.00 1543000.00 1799000.00 3526000.00 5398000.00 4727000.00 3647000.00 3620000.00 7748000.00 6241000.00 5082000.00 9997000.00 60317000.00 57186000.00 105270000.00 117110000.00 145059000.00 1736165000.00 195936000.00 220200000.00 1875000000.00 9.55 10.15 25.00 18.77 18.03 1.00 3137.00 94425000.00 3062.00 94007000.00 10.00 3175000.00 1407.00 83004000.00 1601.00 96194000.00 7.00 1097000.00 234.00 16122000.00 367.00 26134000.00 2520.00 272182000.00 19.00 1788000.00 35.00 3076000.00 13898.00 1596588000.00 3.00 179000.00 4.00 352000.00 12.00 1614000.00 2.00 174000.00 2.00 78000.00 2.00 344000.00 1.00 78000.00 1.00 87000.00 6.00 166000.00 7.00 272000.00 4809.00 195936000.00 5079.00 220200000.00 16449.00 1875000000.00 41.81 44.24 90.93 0.37 0.52 3.02 6.65 6.65 3.38 0.00 0.00 3.16 771.00 24909000.00 812.00 28068000.00 2642.00 241894000.00 189.00 7542000.00 203.00 8708000.00 524.00 61062000.00 73.00 2214000.00 79.00 2626000.00 207.00 20660000.00 61.00 3094000.00 63.00 3451000.00 198.00 25459000.00 239.00 10107000.00 251.00 11162000.00 808.00 86954000.00 127.00 4390000.00 134.00 5012000.00 386.00 43132000.00 286.00 11102000.00 299.00 12177000.00 758.00 82217000.00 158.00 5869000.00 167.00 6472000.00 463.00 46616000.00 1279.00 58519000.00 1349.00 65685000.00 4425.00 541028000.00 7.00 240000.00 7.00 267000.00 19.00 1764000.00 77.00 2057000.00 82.00 2387000.00 248.00 20993000.00 192.00 6855000.00 206.00 7659000.00 534.00 58404000.00 594.00 26710000.00 626.00 30278000.00 2628.00 343150000.00 1.00 9000.00 1.00 13000.00 14.00 1436000.00 75.00 2531000.00 83.00 2974000.00 290.00 29597000.00 41.00 1718000.00 42.00 1813000.00 124.00 15767000.00 25.00 881000.00 26.00 1015000.00 81.00 8448000.00 299.00 10716000.00 311.00 12035000.00 1085.00 105527000.00 315.00 16473000.00 338.00 18398000.00 1015.00 140892000.00 4809.00 195936000.00 5079.00 220200000.00 16449.00 1875000000.00 4809.00 195936000.00 5079.00 220200000.00 16449.00 1875000000.00 1.42 1.34 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 3000.00 43491000.00 17184.00 4000.00 69058000.00 17184.00 100000.00 1718400000.00 18750.00 200091000.00 18750.00 225658000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.40 49000.00 S 56300000.00 56349000.00 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 43491000.00 43491000.00 49000.00 0.00 200091000.00 0.00 200140000.00 0.00 0.11 0.11 2.31 ES0309364026 BONOS SERIE C 12804000.00 29000.00 12796000.00 ES0309364018 BONOS SERIE B 12895000.00 6000.00 12895000.00 ES0309364034 BONOS SERIE D 58000.00 19744000.00 100000.00 19490000.00 ES0309364000 BONOS SERIE A 8445000.00 1674909000.00 213865000.00 8443000.00 1641256000.00 213865000.00 8445000.00 1674909000.00 58000.00 259308000.00 8443000.00 1641256000.00 135000.00 259046000.00 ES0309364034 BONOS SERIE D 20210630 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 2866000.00 2312000.00 9294000.00 2229000.00 1543000.00 1799000.00 3526000.00 5398000.00 4727000.00 3647000.00 3620000.00 7748000.00 6241000.00 5082000.00 9997000.00 60317000.00 57186000.00 105270000.00 121265000.00 150517000.00 1736165000.00 200091000.00 225658000.00 1875000000.00 9.55 10.15 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 9.37 8.31 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 21.73 30.60 91.65 4566000.00 5061000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 277000.00 553000.00 0.14 0.25 0.19 277000.00 553000.00 0.14 0.25 0.19 Modulo Adicional 18.00 547.00 2437000.00 2614000.00 1.24 1.19 1.19 1835000.00 1715000.00 0.94 0.78 0.88 4272000.00 4329000.00 2.18 1.97 2.07 Modulo Adicional Hipotecario 1_Sep21.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 20210715 20210415 20210115 20201015 20200715 20200415 20200115 20191015 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 8751000.00 8403000.00 9449000.00 8436000.00 8721000.00 8295000.00 10134000.00 9582000.00 -25000.00 -36000.00 -26000.00 -49000.00 -25000.00 -36000.00 -25000.00 -47000.00 66000.00 37000.00 38000.00 87000.00 169000.00 89000.00 25000.00 44000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -8503000.00 -8226000.00 -9017000.00 -8170000.00 -8578000.00 -7807000.00 -9694000.00 -8974000.00 -10000.00 -10000.00 -12000.00 -15000.00 -24000.00 -17000.00 -17000.00 -18000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 279000.00 168000.00 432000.00 289000.00 263000.00 525000.00 423000.00 586000.00 279000.00 168000.00 432000.00 289000.00 263000.00 525000.00 423000.00 586000.00