FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20191231 Las modificaciones, como consecuencia del trabajo de auditoría, afectan a las casillas: 0153, 0155, 0157 del estado S01 y 2228, 2230 y 2239 del estado S02 y 2358 y 2360 del estado S04 y 0472 y 0527 del estado S051B y 2776 del estado S053.A 216281000.00 251919000.00 216281000.00 251919000.00 210904000.00 246323000.00 210286000.00 245988000.00 824000.00 537000.00 -206000.00 -202000.00 5377000.00 5596000.00 5377000.00 5596000.00 0.00 0.00 72201000.00 79251000.00 2635000.00 3219000.00 41691000.00 46735000.00 41677000.00 46670000.00 39713000.00 44669000.00 0.00 71000.00 97000.00 2000.00 2000.00 2517000.00 3053000.00 2000.00 1000.00 -628000.00 -1152000.00 0.00 14000.00 65000.00 14000.00 65000.00 0.00 0.00 0.00 0.00 27875000.00 29297000.00 27875000.00 29297000.00 288482000.00 331170000.00 238548000.00 275601000.00 0.00 0.00 238548000.00 275601000.00 219797000.00 256850000.00 63197000.00 100250000.00 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 44557000.00 49973000.00 0.00 0.00 39799000.00 44783000.00 39786000.00 44765000.00 39713000.00 44669000.00 0.00 73000.00 96000.00 0.00 13000.00 18000.00 13000.00 18000.00 0.00 0.00 0.00 0.00 4758000.00 5190000.00 4745000.00 5164000.00 14000.00 16000.00 5000.00 5000.00 4726000.00 5143000.00 0.00 0.00 13000.00 26000.00 5377000.00 5596000.00 5377000.00 5596000.00 288482000.00 331170000.00 408000.00 480000.00 1728000.00 2052000.00 408000.00 480000.00 1728000.00 2052000.00 -105000.00 -133000.00 -494000.00 -594000.00 -88000.00 -112000.00 -417000.00 -440000.00 -17000.00 -21000.00 -77000.00 -81000.00 -73000.00 -132000.00 93000.00 190000.00 215000.00 171000.00 440000.00 1424000.00 1673000.00 0.00 0.00 0.00 0.00 -1513000.00 -553000.00 -1811000.00 -878000.00 -3000.00 -15000.00 -33000.00 -34000.00 -2000.00 -2000.00 -9000.00 -9000.00 -1000.00 -13000.00 -24000.00 -25000.00 -1510000.00 -538000.00 -1778000.00 -844000.00 -19000.00 -19000.00 -74000.00 -80000.00 -6000.00 -6000.00 -24000.00 -24000.00 -1474000.00 -492000.00 -1637000.00 -679000.00 -11000.00 -21000.00 -43000.00 -61000.00 457000.00 154000.00 495000.00 285000.00 457000.00 154000.00 495000.00 285000.00 0.00 0.00 0.00 0.00 -75000.00 -68000.00 -108000.00 -332000.00 960000.00 27000.00 0.00 -748000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -330000.00 -32000.00 -777000.00 -863000.00 353000.00 426000.00 1515000.00 1567000.00 428000.00 471000.00 1795000.00 2019000.00 -101000.00 -111000.00 -440000.00 -437000.00 477000.00 554000.00 2077000.00 2293000.00 -432000.00 -469000.00 -1836000.00 -2143000.00 1000.00 -19000.00 -20000.00 -81000.00 -80000.00 0.00 -85000.00 -611000.00 -395000.00 -2154000.00 -2164000.00 -19000.00 -19000.00 -76000.00 -82000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -586000.00 -370000.00 -2054000.00 -2058000.00 0.00 -72000.00 -63000.00 -138000.00 -266000.00 0.00 0.00 0.00 0.00 -79000.00 -63000.00 -164000.00 -266000.00 7000.00 0.00 26000.00 1182000.00 1585000.00 -645000.00 -20378000.00 0.00 0.00 1182000.00 1586000.00 -644000.00 -576000.00 6890000.00 7281000.00 27229000.00 29662000.00 2986000.00 3757000.00 13084000.00 14337000.00 8000.00 60000.00 211000.00 379000.00 9000.00 29000.00 103000.00 49000.00 163000.00 96000.00 738000.00 462000.00 -8874000.00 -9637000.00 -42009000.00 -45465000.00 0.00 -1000.00 -1000.00 -19802000.00 0.00 0.00 -19802000.00 0.00 -1000.00 -1000.00 852000.00 1553000.00 -1422000.00 -21241000.00 27023000.00 27744000.00 29297000.00 50538000.00 27875000.00 29297000.00 27875000.00 29297000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 259000.00 -479000.00 -29000.00 -410000.00 259000.00 -479000.00 -29000.00 -410000.00 133000.00 -93000.00 -190000.00 -215000.00 -392000.00 572000.00 219000.00 625000.00 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 1.32 0.29 25.18 7.61 1.22 0.18 0.18 7.60 0.54 62.00 1000.00 1000.00 2000.00 3660000.00 3662000.00 14.00 11000.00 1000.00 12000.00 881000.00 893000.00 10.00 7000.00 2000.00 9000.00 465000.00 474000.00 4.00 12000.00 12000.00 78000.00 90000.00 4.00 10000.00 1000.00 1000.00 12000.00 159000.00 171000.00 169.00 2488000.00 1000.00 17000.00 2506000.00 122000.00 2628000.00 263.00 2529000.00 4000.00 20000.00 2553000.00 5365000.00 0.00 7918000.00 62.00 1000.00 1000.00 2000.00 3660000.00 3662000.00 7712000.00 4504000.00 47.48 14.00 11000.00 1000.00 12000.00 881000.00 893000.00 1704000.00 343000.00 52.41 10.00 7000.00 2000.00 9000.00 465000.00 474000.00 1187000.00 136000.00 39.93 4.00 12000.00 12000.00 78000.00 90000.00 616000.00 616000.00 14.61 4.00 10000.00 1000.00 1000.00 12000.00 159000.00 171000.00 409000.00 41.81 169.00 2488000.00 1000.00 17000.00 2506000.00 122000.00 2628000.00 16702000.00 2803000.00 15.73 263.00 2529000.00 4000.00 20000.00 2553000.00 5365000.00 0.00 7918000.00 28330000.00 27.95 2837000.00 3334000.00 1305000.00 1145000.00 70000.00 2712000.00 2219000.00 189000.00 7674000.00 3727000.00 32000.00 4776000.00 10524000.00 520000.00 62585000.00 70410000.00 22397000.00 171451000.00 202888000.00 1851792000.00 253340000.00 294247000.00 1875000000.00 10.88 11.69 25.00 17.05 16.06 1.00 2871.00 90583000.00 2666.00 85900000.00 10.00 3175000.00 1841.00 112702000.00 2112.00 132191000.00 7.00 1097000.00 588.00 43012000.00 835.00 63483000.00 2520.00 272182000.00 67.00 5662000.00 128.00 11461000.00 13898.00 1596588000.00 9.00 757000.00 8.00 955000.00 12.00 1614000.00 3.00 216000.00 1.00 75000.00 2.00 344000.00 1.00 87000.00 8.00 321000.00 2.00 182000.00 5388.00 253340000.00 5752.00 294247000.00 16449.00 1875000000.00 47.45 50.41 90.93 0.59 0.60 3.02 6.65 6.65 3.38 0.00 0.00 3.16 854.00 32204000.00 908.00 37272000.00 2642.00 241894000.00 214.00 9856000.00 226.00 11368000.00 524.00 61062000.00 81.00 3026000.00 85.00 3457000.00 207.00 20660000.00 67.00 3863000.00 73.00 4426000.00 198.00 25459000.00 267.00 12643000.00 289.00 14896000.00 808.00 86954000.00 142.00 5876000.00 154.00 7395000.00 386.00 43132000.00 322.00 14065000.00 338.00 16380000.00 758.00 82217000.00 170.00 7379000.00 184.00 8635000.00 463.00 46616000.00 1416.00 75161000.00 1514.00 86628000.00 4425.00 541028000.00 7.00 302000.00 7.00 337000.00 19.00 1764000.00 89.00 2777000.00 94.00 3302000.00 248.00 20993000.00 217.00 8786000.00 228.00 10085000.00 534.00 58404000.00 680.00 35400000.00 731.00 41444000.00 2628.00 343150000.00 1.00 17000.00 1.00 21000.00 14.00 1436000.00 91.00 3465000.00 97.00 4097000.00 290.00 29597000.00 45.00 2203000.00 50.00 2598000.00 124.00 15767000.00 30.00 1189000.00 31.00 1191000.00 81.00 8448000.00 330.00 13776000.00 352.00 15757000.00 1085.00 105527000.00 365.00 21352000.00 390.00 24958000.00 1015.00 140892000.00 5388.00 253340000.00 5752.00 294247000.00 16449.00 1875000000.00 5388.00 253340000.00 5752.00 294247000.00 16449.00 1875000000.00 1.25 1.16 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 6000.00 102910000.00 17184.00 8000.00 144919000.00 17184.00 100000.00 1718400000.00 18750.00 259510000.00 18750.00 301519000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.53 65000.00 S 56300000.00 56365000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.08 8000.00 S 46900000.00 46908000.00 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 102910000.00 102910000.00 73000.00 0.00 259510000.00 0.00 259583000.00 0.00 0.13 0.14 2.31 ES0309364018 BONOS SERIE B 12889000.00 12889000.00 ES0309364034 BONOS SERIE D 85000.00 19234000.00 90000.00 18895000.00 ES0309364026 BONOS SERIE C 16000.00 12744000.00 21000.00 12664000.00 ES0309364000 BONOS SERIE A 8874000.00 1615491000.00 213865000.00 9637000.00 1573481000.00 213865000.00 8874000.00 1615491000.00 101000.00 258732000.00 9637000.00 1573481000.00 111000.00 258313000.00 ES0309364034 BONOS SERIE D 20190930 SYP AA A- BBB+ ES0309364034 BONOS SERIE D 20171201 MDY Aa2 Aa2 Baa3 ES0309364026 BONOS SERIE C 20190930 SYP AAA AA A+ ES0309364026 BONOS SERIE C 20150123 MDY Aa1 Aa1 A2 ES0309364018 BONOS SERIE B 20190930 SYP AAA AA 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 2837000.00 3334000.00 1305000.00 1145000.00 70000.00 2712000.00 2219000.00 189000.00 7674000.00 3727000.00 4776000.00 10524000.00 552000.00 62585000.00 70410000.00 22397000.00 177621000.00 210160000.00 1851792000.00 259510000.00 301519000.00 1875000000.00 10.88 11.69 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 7.23 6.22 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 39.64 48.05 91.65 5390000.00 5596000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 478000.00 426000.00 0.19 0.14 0.17 478000.00 426000.00 0.19 0.14 0.17 Modulo Adicional 18.00 2521000.00 2858000.00 1.00 0.97 1.03 2521000.00 2858000.00 1.00 0.97 1.03 Modulo Adicional Hipotecario 1_Dic2019.pdf 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SANTANDER DE TITULIZACIÓN 150000.00 365 0.000 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 20170101 20170401 20170701 20171001 20180101 20180401 20180701 20181001 20190101 20190401 20190701 20191001 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 13001000.00 13072000.00 11505000.00 11838000.00 12127000.00 12128000.00 12030000.00 10092000.00 11936000.00 11011000.00 11189000.00 9582000.00 -31000.00 -34000.00 -29000.00 -48000.00 -27000.00 -33000.00 -27000.00 -39000.00 -38000.00 -29000.00 -25000.00 -47000.00 -106000.00 -67000.00 -85000.00 0.00 16000.00 16000.00 48000.00 85000.00 82000.00 82000.00 32000.00 44000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -12572000.00 -12686000.00 -11180000.00 -11216000.00 -11860000.00 -11860000.00 -11524000.00 -9748000.00 -11534000.00 -11044000.00 -10896000.00 -8974000.00 -21000.00 -20000.00 -20000.00 -20000.00 -19000.00 -20000.00 -20000.00 -20000.00 -21000.00 -20000.00 -21000.00 -18000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 271000.00 265000.00 191000.00 554000.00 237000.00 231000.00 507000.00 370000.00 425000.00 769000.00 279000.00 586000.00 271000.00 265000.00 191000.00 554000.00 237000.00 231000.00 507000.00 370000.00 425000.00 769000.00 279000.00 586000.00