FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO SI 20211231 Como consecuencia del trabajo de Auditoria, hemos cambiado las casillas 2208, 2232, 0208 y 0232 del estado S02 0.00 186344000.00 0.00 186344000.00 0.00 181315000.00 180451000.00 1073000.00 -209000.00 0.00 5029000.00 5029000.00 0.00 0.00 220064000.00 67843000.00 2057000.00 2363000.00 191262000.00 38291000.00 186706000.00 38259000.00 184013000.00 36107000.00 33000.00 55000.00 1000.00 1000.00 3312000.00 2569000.00 164000.00 34000.00 -817000.00 -507000.00 4556000.00 32000.00 4556000.00 32000.00 0.00 0.00 0.00 0.00 26745000.00 27189000.00 26745000.00 27189000.00 220064000.00 254187000.00 0.00 208302000.00 0.00 0.00 0.00 208302000.00 0.00 189551000.00 0.00 32951000.00 0.00 156600000.00 0.00 0.00 0.00 0.00 0.00 18751000.00 0.00 18751000.00 0.00 0.00 0.00 0.00 215617000.00 40856000.00 0.00 0.00 211579000.00 36171000.00 192820000.00 36161000.00 36171000.00 36107000.00 156600000.00 0.00 0.00 49000.00 54000.00 0.00 0.00 18759000.00 10000.00 18751000.00 0.00 0.00 8000.00 10000.00 0.00 0.00 0.00 0.00 4038000.00 4685000.00 4029000.00 4675000.00 16000.00 12000.00 5000.00 5000.00 4008000.00 4658000.00 0.00 0.00 9000.00 10000.00 4447000.00 5029000.00 4447000.00 5029000.00 220064000.00 254187000.00 163000.00 304000.00 901000.00 1306000.00 163000.00 304000.00 901000.00 1306000.00 -66000.00 -79000.00 -271000.00 -445000.00 -57000.00 -67000.00 -232000.00 -377000.00 -9000.00 -12000.00 -39000.00 -68000.00 0.00 130000.00 49000.00 320000.00 389000.00 227000.00 274000.00 950000.00 1250000.00 0.00 0.00 0.00 0.00 -48000.00 -388000.00 -563000.00 -1624000.00 -4000.00 -3000.00 -28000.00 -35000.00 -3000.00 -2000.00 -10000.00 -9000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -18000.00 -26000.00 -44000.00 -385000.00 -535000.00 -1589000.00 -19000.00 -19000.00 -81000.00 -75000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -345000.00 -362000.00 -1432000.00 -19000.00 -15000.00 -68000.00 -58000.00 -49000.00 -14000.00 -166000.00 185000.00 -49000.00 -14000.00 -166000.00 185000.00 0.00 0.00 0.00 0.00 -12000.00 128000.00 -221000.00 189000.00 -118000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 11000.00 -54000.00 -325000.00 -518000.00 205000.00 303000.00 865000.00 1195000.00 171000.00 313000.00 900000.00 1293000.00 -58000.00 -82000.00 -237000.00 -396000.00 306000.00 394000.00 1271000.00 1766000.00 -204000.00 -307000.00 -1028000.00 -1396000.00 0.00 0.00 -10000.00 -15000.00 -41000.00 -72000.00 0.00 0.00 -158000.00 -315000.00 -1113000.00 -1601000.00 -19000.00 -20000.00 -77000.00 -77000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 0.00 0.00 -133000.00 -289000.00 -1012000.00 -1500000.00 0.00 -36000.00 -42000.00 -77000.00 -112000.00 -40000.00 -43000.00 -135000.00 -128000.00 4000.00 1000.00 58000.00 16000.00 1427000.00 1071000.00 -119000.00 -168000.00 1428000.00 1071000.00 -118000.00 -167000.00 6002000.00 6161000.00 23820000.00 24965000.00 2640000.00 2871000.00 8748000.00 7941000.00 4000.00 4000.00 98000.00 178000.00 0.00 0.00 1000.00 80000.00 102000.00 123000.00 102000.00 521000.00 -7320000.00 -8088000.00 -32887000.00 -33852000.00 -1000.00 0.00 -1000.00 -1000.00 -1000.00 0.00 -1000.00 -1000.00 1438000.00 1017000.00 -444000.00 -686000.00 25307000.00 26172000.00 27189000.00 27875000.00 26745000.00 27189000.00 26745000.00 27189000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 92000.00 595000.00 -262000.00 41000.00 92000.00 595000.00 -262000.00 41000.00 -130000.00 -49000.00 -320000.00 -389000.00 38000.00 -546000.00 582000.00 348000.00 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 1.77 0.38 0.27 7.38 1.65 0.33 0.40 7.46 0.54 29.00 41000.00 1000.00 42000.00 2010000.00 2052000.00 12.00 8000.00 8000.00 468000.00 476000.00 13.00 18000.00 3000.00 21000.00 844000.00 865000.00 2.00 1000.00 1000.00 21000.00 22000.00 4.00 8000.00 8000.00 67000.00 75000.00 179.00 2321000.00 164000.00 11000.00 2496000.00 32000.00 2528000.00 239.00 2397000.00 165000.00 14000.00 2576000.00 3442000.00 0.00 6018000.00 29.00 41000.00 1000.00 42000.00 2010000.00 2052000.00 3332000.00 2891000.00 61.58 12.00 8000.00 8000.00 468000.00 476000.00 1465000.00 827000.00 32.49 13.00 18000.00 3000.00 21000.00 844000.00 865000.00 2318000.00 1142000.00 37.32 2.00 1000.00 1000.00 21000.00 22000.00 79000.00 27.85 4.00 8000.00 8000.00 67000.00 75000.00 391000.00 19.18 179.00 2321000.00 164000.00 11000.00 2496000.00 32000.00 2528000.00 18373000.00 1784000.00 13.76 239.00 2397000.00 165000.00 14000.00 2576000.00 3442000.00 0.00 6018000.00 25958000.00 23.18 2922000.00 2312000.00 9294000.00 3019000.00 1543000.00 1799000.00 2519000.00 5398000.00 4727000.00 3632000.00 3620000.00 7748000.00 6714000.00 5082000.00 9997000.00 62710000.00 57186000.00 105270000.00 105809000.00 145059000.00 1736165000.00 187325000.00 220200000.00 1875000000.00 9.35 10.15 25.00 19.01 18.03 1.00 3155.00 93869000.00 3062.00 94007000.00 10.00 3175000.00 1317.00 77192000.00 1601.00 96194000.00 7.00 1097000.00 207.00 13980000.00 367.00 26134000.00 2520.00 272182000.00 18.00 1699000.00 35.00 3076000.00 13898.00 1596588000.00 4.00 294000.00 4.00 352000.00 12.00 1614000.00 1.00 56000.00 2.00 78000.00 2.00 344000.00 1.00 77000.00 1.00 87000.00 6.00 158000.00 7.00 272000.00 4709.00 187325000.00 5079.00 220200000.00 16449.00 1875000000.00 41.01 44.24 90.93 0.31 0.52 3.02 6.65 6.65 3.38 0.00 0.00 3.16 754.00 23785000.00 812.00 28068000.00 2642.00 241894000.00 180.00 7145000.00 203.00 8708000.00 524.00 61062000.00 72.00 2206000.00 79.00 2626000.00 207.00 20660000.00 59.00 2835000.00 63.00 3451000.00 198.00 25459000.00 234.00 9759000.00 251.00 11162000.00 808.00 86954000.00 125.00 4312000.00 134.00 5012000.00 386.00 43132000.00 279.00 10569000.00 299.00 12177000.00 758.00 82217000.00 155.00 5506000.00 167.00 6472000.00 463.00 46616000.00 1257.00 56073000.00 1349.00 65685000.00 4425.00 541028000.00 7.00 231000.00 7.00 267000.00 19.00 1764000.00 75.00 1963000.00 82.00 2387000.00 248.00 20993000.00 187.00 6476000.00 206.00 7659000.00 534.00 58404000.00 583.00 25547000.00 626.00 30278000.00 2628.00 343150000.00 1.00 8000.00 1.00 13000.00 14.00 1436000.00 75.00 2411000.00 83.00 2974000.00 290.00 29597000.00 39.00 1583000.00 42.00 1813000.00 124.00 15767000.00 24.00 875000.00 26.00 1015000.00 81.00 8448000.00 293.00 10338000.00 311.00 12035000.00 1085.00 105527000.00 310.00 15703000.00 338.00 18398000.00 1015.00 140892000.00 4709.00 187325000.00 5079.00 220200000.00 16449.00 1875000000.00 4709.00 187325000.00 5079.00 220200000.00 16449.00 1875000000.00 1.45 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 2000.00 36171000.00 17184.00 4000.00 69058000.00 17184.00 100000.00 1718400000.00 18750.00 192771000.00 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 36171000.00 36171000.00 49000.00 0.00 192771000.00 0.00 192820000.00 0.00 0.11 0.11 2.31 ES0309364026 BONOS SERIE C 12804000.00 8000.00 12804000.00 ES0309364018 BONOS SERIE B 12895000.00 12895000.00 ES0309364034 BONOS SERIE D 58000.00 19802000.00 74000.00 19564000.00 ES0309364000 BONOS SERIE A 7320000.00 1682229000.00 213865000.00 8088000.00 1649342000.00 213865000.00 7320000.00 1682229000.00 58000.00 259366000.00 8088000.00 1649342000.00 82000.00 259128000.00 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 2922000.00 2312000.00 9294000.00 3019000.00 1543000.00 1799000.00 2519000.00 5398000.00 4727000.00 3632000.00 3620000.00 7748000.00 6714000.00 5082000.00 9997000.00 62710000.00 57186000.00 105270000.00 111255000.00 150517000.00 1736165000.00 192771000.00 225658000.00 1875000000.00 9.35 10.15 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 9.73 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 18.76 30.60 91.65 4556000.00 5061000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 232000.00 553000.00 0.12 0.25 0.16 232000.00 553000.00 0.12 0.25 0.16 Modulo Adicional 18.00 547.00 2470000.00 2614000.00 1.32 1.19 1.28 1800000.00 1715000.00 0.96 0.78 0.93 4270000.00 4329000.00 2.28 1.97 2.21 Modulo Adicional Hipotecario 1_Dic21.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 20211015 20210715 20210415 20210115 20201015 20200715 20200415 20200115 20191015 18750000.00 0.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 7460000.00 8751000.00 8403000.00 9449000.00 8436000.00 8721000.00 8295000.00 10134000.00 9582000.00 -40000.00 -25000.00 -36000.00 -26000.00 -49000.00 -25000.00 -36000.00 -25000.00 -47000.00 101000.00 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 -18750000.00 -7378000.00 0.00 -8226000.00 -9017000.00 -8170000.00 -8578000.00 -7807000.00 -9694000.00 -8974000.00 -10000.00 -10000.00 -10000.00 -12000.00 -15000.00 -24000.00 -17000.00 -17000.00 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