FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20210331 178630000.00 186344000.00 178630000.00 186344000.00 173670000.00 181315000.00 172859000.00 180451000.00 1006000.00 1073000.00 -195000.00 -209000.00 4960000.00 5029000.00 4960000.00 5029000.00 0.00 0.00 66262000.00 67843000.00 2365000.00 2363000.00 37589000.00 38291000.00 37555000.00 38259000.00 35443000.00 36107000.00 50000.00 55000.00 1000.00 1000.00 2527000.00 2569000.00 28000.00 34000.00 -494000.00 -507000.00 34000.00 32000.00 34000.00 32000.00 0.00 0.00 0.00 0.00 26308000.00 27189000.00 26308000.00 27189000.00 244892000.00 254187000.00 200012000.00 208302000.00 0.00 0.00 200012000.00 208302000.00 181261000.00 189551000.00 24661000.00 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 39920000.00 40856000.00 0.00 0.00 35499000.00 36171000.00 35491000.00 36161000.00 35443000.00 36107000.00 0.00 0.00 48000.00 54000.00 0.00 0.00 8000.00 10000.00 8000.00 10000.00 0.00 0.00 0.00 0.00 4421000.00 4685000.00 4404000.00 4675000.00 16000.00 12000.00 5000.00 5000.00 4383000.00 4658000.00 0.00 0.00 17000.00 10000.00 4960000.00 5029000.00 4960000.00 5029000.00 244892000.00 254187000.00 278000.00 367000.00 278000.00 367000.00 278000.00 367000.00 278000.00 367000.00 -68000.00 -109000.00 -68000.00 -109000.00 -58000.00 -92000.00 -58000.00 -92000.00 -10000.00 -17000.00 -10000.00 -17000.00 40000.00 90000.00 40000.00 90000.00 250000.00 348000.00 250000.00 348000.00 0.00 0.00 0.00 0.00 -216000.00 -1028000.00 -216000.00 -1028000.00 -4000.00 -4000.00 -4000.00 -4000.00 -3000.00 -3000.00 -3000.00 -3000.00 -1000.00 -1000.00 -1000.00 -1000.00 -212000.00 -1024000.00 -212000.00 -1024000.00 -23000.00 -18000.00 -23000.00 -18000.00 -6000.00 -6000.00 -6000.00 -6000.00 0.00 0.00 -157000.00 -978000.00 -157000.00 -978000.00 -26000.00 -22000.00 -26000.00 -22000.00 2000.00 69000.00 2000.00 69000.00 2000.00 69000.00 2000.00 69000.00 0.00 0.00 0.00 0.00 -36000.00 40000.00 -36000.00 40000.00 571000.00 571000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -212000.00 -201000.00 -212000.00 -201000.00 237000.00 277000.00 237000.00 277000.00 274000.00 354000.00 274000.00 354000.00 -64000.00 -86000.00 -64000.00 -86000.00 345000.00 430000.00 345000.00 430000.00 -306000.00 -405000.00 -306000.00 -405000.00 -12000.00 -16000.00 -12000.00 -16000.00 -457000.00 -448000.00 -457000.00 -448000.00 -19000.00 -19000.00 -19000.00 -19000.00 -6000.00 -6000.00 -6000.00 -6000.00 -432000.00 -423000.00 -432000.00 -423000.00 8000.00 -30000.00 8000.00 -30000.00 -43000.00 -38000.00 -43000.00 -38000.00 51000.00 8000.00 51000.00 8000.00 -669000.00 -1085000.00 -669000.00 -1085000.00 -669000.00 -1085000.00 -669000.00 -1085000.00 5920000.00 6540000.00 5920000.00 6540000.00 2360000.00 1699000.00 2360000.00 1699000.00 4000.00 3000.00 4000.00 3000.00 1000.00 1000.00 280000.00 280000.00 -8953000.00 -9608000.00 -8953000.00 -9608000.00 0.00 0.00 0.00 0.00 -881000.00 -1286000.00 -881000.00 -1286000.00 27189000.00 27875000.00 27189000.00 27875000.00 26308000.00 26589000.00 26308000.00 26589000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -29000.00 -47000.00 -29000.00 -47000.00 -29000.00 -47000.00 -29000.00 -47000.00 -40000.00 -90000.00 -40000.00 -90000.00 69000.00 137000.00 69000.00 137000.00 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 1.67 0.34 0.40 7.58 1.65 0.33 0.40 7.46 0.54 40.00 3000.00 1000.00 4000.00 2972000.00 2976000.00 13.00 8000.00 1000.00 9000.00 366000.00 375000.00 14.00 8000.00 3000.00 11000.00 829000.00 840000.00 4.00 6000.00 6000.00 74000.00 80000.00 6.00 6000.00 6000.00 10000.00 16000.00 159.00 2507000.00 28000.00 15000.00 2550000.00 93000.00 2643000.00 236.00 2538000.00 30000.00 18000.00 2586000.00 4344000.00 0.00 6930000.00 40.00 3000.00 1000.00 4000.00 2972000.00 2976000.00 4051000.00 3303000.00 73.46 13.00 8000.00 1000.00 9000.00 366000.00 375000.00 1231000.00 717000.00 30.46 14.00 8000.00 3000.00 11000.00 829000.00 840000.00 2068000.00 478000.00 40.62 4.00 6000.00 6000.00 74000.00 80000.00 364000.00 364000.00 21.98 6.00 6000.00 6000.00 10000.00 16000.00 525000.00 120000.00 3.05 159.00 2507000.00 28000.00 15000.00 2550000.00 93000.00 2643000.00 15500000.00 518000.00 17.05 236.00 2538000.00 30000.00 18000.00 2586000.00 4344000.00 0.00 6930000.00 23739000.00 29.19 2374000.00 2312000.00 9294000.00 1678000.00 1543000.00 1799000.00 5133000.00 5398000.00 4727000.00 3319000.00 3620000.00 7748000.00 5624000.00 5082000.00 9997000.00 56435000.00 57186000.00 105270000.00 137272000.00 145059000.00 1736165000.00 211835000.00 220200000.00 1875000000.00 9.96 10.15 25.00 18.28 18.03 1.00 3095.00 94364000.00 3062.00 94007000.00 10.00 3175000.00 1527.00 90917000.00 1601.00 96194000.00 7.00 1097000.00 326.00 23453000.00 367.00 26134000.00 2520.00 272182000.00 30.00 2480000.00 35.00 3076000.00 13898.00 1596588000.00 4.00 302000.00 4.00 352000.00 12.00 1614000.00 1.00 56000.00 2.00 78000.00 2.00 344000.00 1.00 87000.00 7.00 263000.00 7.00 272000.00 4990.00 211835000.00 5079.00 220200000.00 16449.00 1875000000.00 43.41 44.24 90.93 0.48 0.52 3.02 6.65 6.65 3.38 0.00 0.00 3.16 803.00 27115000.00 812.00 28068000.00 2642.00 241894000.00 196.00 8168000.00 203.00 8708000.00 524.00 61062000.00 78.00 2529000.00 79.00 2626000.00 207.00 20660000.00 62.00 3370000.00 63.00 3451000.00 198.00 25459000.00 249.00 10846000.00 251.00 11162000.00 808.00 86954000.00 131.00 4745000.00 134.00 5012000.00 386.00 43132000.00 292.00 11792000.00 299.00 12177000.00 758.00 82217000.00 163.00 6264000.00 167.00 6472000.00 463.00 46616000.00 1322.00 63001000.00 1349.00 65685000.00 4425.00 541028000.00 7.00 258000.00 7.00 267000.00 19.00 1764000.00 81.00 2257000.00 82.00 2387000.00 248.00 20993000.00 201.00 7308000.00 206.00 7659000.00 534.00 58404000.00 615.00 29131000.00 626.00 30278000.00 2628.00 343150000.00 1.00 11000.00 1.00 13000.00 14.00 1436000.00 81.00 2814000.00 83.00 2974000.00 290.00 29597000.00 42.00 1756000.00 42.00 1813000.00 124.00 15767000.00 25.00 946000.00 26.00 1015000.00 81.00 8448000.00 308.00 11669000.00 311.00 12035000.00 1085.00 105527000.00 333.00 17855000.00 338.00 18398000.00 1015.00 140892000.00 4990.00 211835000.00 5079.00 220200000.00 16449.00 1875000000.00 4990.00 211835000.00 5079.00 220200000.00 16449.00 1875000000.00 1.37 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 60104000.00 17184.00 4000.00 69058000.00 17184.00 100000.00 1718400000.00 18750.00 216704000.00 18750.00 225658000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.41 48000.00 S 56300000.00 56348000.00 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 60104000.00 60104000.00 48000.00 0.00 216704000.00 0.00 216752000.00 0.00 0.10 0.11 2.31 ES0309364026 BONOS SERIE C 12804000.00 10000.00 12754000.00 ES0309364018 BONOS SERIE B 12895000.00 12889000.00 ES0309364034 BONOS SERIE D 64000.00 19628000.00 76000.00 19311000.00 ES0309364000 BONOS SERIE A 8953000.00 1658295000.00 213865000.00 9608000.00 1625099000.00 213865000.00 8953000.00 1658295000.00 64000.00 259192000.00 9608000.00 1625099000.00 86000.00 258819000.00 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 2374000.00 2312000.00 9294000.00 1678000.00 1543000.00 1799000.00 5133000.00 5398000.00 4727000.00 3319000.00 3620000.00 7748000.00 5624000.00 5082000.00 9997000.00 56435000.00 57186000.00 105270000.00 142141000.00 150517000.00 1736165000.00 216704000.00 225658000.00 1875000000.00 9.96 10.15 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 8.85 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 27.73 30.60 91.65 4994000.00 5061000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 385000.00 553000.00 0.18 0.25 0.27 385000.00 553000.00 0.18 0.25 0.27 Modulo Adicional 18.00 547.00 2577000.00 2614000.00 1.22 1.19 1.21 1759000.00 1715000.00 0.83 0.78 0.79 4336000.00 4329000.00 2.05 1.97 2.00 Modulo Adicional Hipotecario 1_Mar21.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 20210115 20201015 20200715 20200415 20200115 20191015 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 9449000.00 8436000.00 8721000.00 8295000.00 10134000.00 9582000.00 -26000.00 -49000.00 -25000.00 -36000.00 -25000.00 -47000.00 38000.00 87000.00 169000.00 89000.00 25000.00 44000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -9017000.00 -8170000.00 -8578000.00 -7807000.00 -9694000.00 -8974000.00 -12000.00 -15000.00 -24000.00 -17000.00 -17000.00 -18000.00 0.00 0.00 0.00 0.00 0.00 0.00 432000.00 289000.00 263000.00 525000.00 423000.00 586000.00 432000.00 289000.00 263000.00 525000.00 423000.00 586000.00