FTAP 10552 F.T. RMBS SANTANDER 4 Santander de Titulizacion S.G.F.T., S.A NO NO 20191231 Las modificaciones como consecuencia del trabajo de auditoría afectan a las casillas: 2320 y 2331 del estado S03 y 0776, 1776 y 2776 del estado S053.A. 1824981000.00 1981599000.00 1824981000.00 1981599000.00 1824981000.00 1981599000.00 1803250000.00 1972896000.00 0.00 34880000.00 20805000.00 0.00 -13149000.00 -12102000.00 0.00 0.00 0.00 0.00 0.00 344579000.00 348214000.00 12566000.00 10209000.00 197942000.00 206793000.00 197942000.00 206793000.00 175149000.00 187642000.00 1039000.00 1198000.00 48000.00 54000.00 34663000.00 42714000.00 178000.00 75000.00 -13135000.00 -24890000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 134071000.00 131212000.00 134071000.00 131212000.00 2169560000.00 2329813000.00 1992601000.00 2140876000.00 0.00 0.00 1992601000.00 2140876000.00 1992601000.00 2140876000.00 1261104000.00 1424391000.00 737500000.00 737500000.00 -6003000.00 -21015000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 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0.00 -80000.00 -62000.00 -221000.00 -167000.00 5745000.00 3326000.00 6656000.00 -6855000.00 5745000.00 3326000.00 6656000.00 -6855000.00 0.00 0.00 0.00 0.00 -399000.00 -207000.00 -1760000.00 -1465000.00 -8229000.00 -5570000.00 -14987000.00 -2311000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3042000.00 2215000.00 9732000.00 9992000.00 3432000.00 2720000.00 11329000.00 11840000.00 4350000.00 4359000.00 16928000.00 18533000.00 -918000.00 -1639000.00 -5599000.00 -6693000.00 0.00 0.00 0.00 0.00 0.00 -111000.00 -119000.00 -455000.00 -496000.00 -111000.00 -119000.00 -455000.00 -496000.00 0.00 0.00 0.00 0.00 -279000.00 -386000.00 -1142000.00 -1352000.00 0.00 0.00 0.00 0.00 -319000.00 -386000.00 -1292000.00 -1352000.00 40000.00 0.00 150000.00 1057000.00 2641000.00 -6873000.00 -12983000.00 0.00 0.00 1058000.00 2641000.00 -6872000.00 -12983000.00 24042000.00 43285000.00 94822000.00 95878000.00 18393000.00 0.00 67436000.00 70271000.00 401000.00 0.00 2183000.00 2850000.00 5000.00 1260000.00 593000.00 1569000.00 693000.00 789000.00 3874000.00 4546000.00 -42476000.00 -42693000.00 -175780000.00 -188097000.00 -1000.00 0.00 -1000.00 0.00 0.00 0.00 0.00 -1000.00 0.00 -1000.00 4099000.00 4856000.00 2859000.00 -2991000.00 129972000.00 126356000.00 131212000.00 134203000.00 134071000.00 131212000.00 134071000.00 131212000.00 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 0.00 0.00 0.00 0.00 0.00 3.40 0.40 12.65 4.39 2.85 0.17 4.29 4.55 419.00 165000.00 26000.00 191000.00 89063000.00 89254000.00 104.00 106000.00 22000.00 128000.00 13653000.00 13781000.00 189.00 112000.00 31000.00 220000.00 363000.00 23710000.00 24073000.00 95.00 359000.00 31000.00 59000.00 449000.00 5587000.00 6036000.00 59.00 107000.00 46000.00 54000.00 207000.00 3461000.00 3668000.00 1130.00 34085000.00 70000.00 403000.00 34558000.00 2122000.00 36680000.00 1996.00 34934000.00 226000.00 736000.00 35896000.00 137596000.00 0.00 173492000.00 419.00 165000.00 26000.00 191000.00 89063000.00 89254000.00 59800000.00 13420000.00 149.25 104.00 106000.00 22000.00 128000.00 13653000.00 13781000.00 17576000.00 3211000.00 78.41 189.00 112000.00 31000.00 220000.00 363000.00 23710000.00 24073000.00 27060000.00 2369000.00 88.96 95.00 359000.00 31000.00 59000.00 449000.00 5587000.00 6036000.00 11871000.00 1155000.00 50.85 59.00 107000.00 46000.00 54000.00 207000.00 3461000.00 3668000.00 6767000.00 332000.00 54.20 1130.00 34085000.00 70000.00 403000.00 34558000.00 2122000.00 36680000.00 124428000.00 9568000.00 29.48 1996.00 34934000.00 226000.00 736000.00 35896000.00 137596000.00 0.00 173492000.00 247502000.00 70.10 32191000.00 41232000.00 117000.00 154000.00 290000.00 151000.00 15000.00 1034000.00 506000.00 81000.00 1327000.00 1253000.00 597000.00 35953000.00 25390000.00 9428000.00 1977030000.00 2155371000.00 2939879000.00 2047942000.00 2224057000.00 2950000000.00 20.95 21.78 25.44 11.51 10.50 7.05 343.00 16519000.00 220.00 11324000.00 14.00 1266000.00 1064.00 94422000.00 596.00 56003000.00 41.00 5862000.00 9148.00 1029929000.00 8571.00 989054000.00 1977.00 260591000.00 3858.00 508021000.00 5151.00 698007000.00 11823.00 1689890000.00 1154.00 159740000.00 1301.00 183209000.00 2786.00 435577000.00 1012.00 146882000.00 1042.00 156810000.00 1231.00 206183000.00 397.00 59352000.00 613.00 94595000.00 1350.00 226560000.00 215.00 33077000.00 210.00 35055000.00 725.00 124071000.00 17191.00 2047942000.00 17704.00 2224057000.00 19947.00 2950000000.00 86.35 89.50 102.56 0.81 0.78 1.53 7.50 7.50 7.50 0.00 0.00 0.11 3773.00 415314000.00 3877.00 447298000.00 4308.00 577824000.00 408.00 49737000.00 418.00 53933000.00 438.00 66552000.00 401.00 39071000.00 413.00 42589000.00 450.00 54362000.00 420.00 59354000.00 439.00 65169000.00 489.00 85557000.00 1154.00 119252000.00 1183.00 127975000.00 1329.00 168415000.00 336.00 36534000.00 344.00 39024000.00 378.00 50166000.00 1021.00 102269000.00 1049.00 110885000.00 1146.00 143270000.00 711.00 72696000.00 739.00 79610000.00 854.00 108585000.00 2025.00 309429000.00 2095.00 336505000.00 2697.00 494885000.00 24.00 2640000.00 24.00 2739000.00 30.00 4043000.00 375.00 33090000.00 382.00 35514000.00 411.00 44751000.00 978.00 93839000.00 1011.00 102345000.00 1083.00 128397000.00 2575.00 373330000.00 2674.00 412065000.00 2986.00 548636000.00 34.00 3650000.00 34.00 3939000.00 34.00 4540000.00 384.00 38106000.00 398.00 41353000.00 434.00 53031000.00 112.00 14178000.00 117.00 15456000.00 135.00 21355000.00 90.00 11252000.00 91.00 12024000.00 101.00 15695000.00 1966.00 217133000.00 2009.00 234422000.00 2192.00 299753000.00 404.00 57068000.00 407.00 61212000.00 452.00 80183000.00 17191.00 2047942000.00 17704.00 2224057000.00 19947.00 2950000000.00 17191.00 2047942000.00 17704.00 2224057000.00 19947.00 2950000000.00 0.33 0.32 0.28 ES0305078026 SERIE C 1475.00 100000.00 147500000.00 1475.00 100000.00 147500000.00 1475.00 100000.00 147500000.00 ES0305078018 SERIE B 5900.00 100000.00 590000000.00 5900.00 100000.00 590000000.00 5900.00 100000.00 590000000.00 ES0305078000 SERIE A 23600.00 61000.00 1436253000.00 23600.00 68000.00 1612033000.00 23600.00 100000.00 2360000000.00 30975.00 2173753000.00 30975.00 2349533000.00 30975.00 3097500000.00 ES0305078026 SERIE C S E3M 0.65 0.26 17000.00 1432000.00 S 147500000.00 148949000.00 -6003000.00 ES0305078018 SERIE B S E3M 0.63 0.24 62000.00 S 590000000.00 590062000.00 ES0305078000 SERIE A NS E3M 0.60 0.21 131000.00 S 1436253000.00 1436384000.00 210000.00 1432000.00 2173753000.00 0.00 2175395000.00 -6003000.00 0.21 0.29 ES0305078026 SERIE C 1547000.00 1547000.00 ES0305078018 SERIE B 294000.00 12225000.00 464000.00 10513000.00 ES0305078000 SERIE A 42476000.00 923747000.00 624000.00 37882000.00 42693000.00 747967000.00 1175000.00 33853000.00 42476000.00 923747000.00 918000.00 51654000.00 42693000.00 747967000.00 1639000.00 45913000.00 ES0305078026 SERIE C SCP C C C ES0305078018 SERIE B SYP CCC CCC CCC ES0305078018 SERIE B SCP CC CC CC ES0305078000 SERIE A SYP A+ A+ A+ ES0305078026 SERIE C 20181231 SYP D D CC ES0305078026 SERIE C 20181231 DBRS C C C ES0305078018 SERIE B 20181231 DBRS B (low) B (low) CCC ES0305078000 SERIE A 20181231 SCP AA+ AA+ AA- ES0305078000 SERIE A 20181231 DBRS AA AA A(high) 32191000.00 41232000.00 117000.00 154000.00 290000.00 151000.00 1034000.00 506000.00 15000.00 1327000.00 1253000.00 678000.00 35953000.00 25390000.00 9428000.00 2102841000.00 2280847000.00 3087379000.00 2173753000.00 2349533000.00 3097500000.00 20.95 21.78 25.00 123833000.00 121017000.00 147500000.00 147500000.00 147500000.00 147500000.00 5.70 5.15 4.76 SANTANDER SANTANDER SANTANDER A- lp/ A lp A- lp/ A lp A- lp/ A lp BBB+ / BBB (high) BBB+ / BBB (high) BBB+ / BBB (high) 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 66.02 68.58 76.19 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 20919000.00 18581000.00 1.02 0.84 1.09 20919000.00 18581000.00 1.02 0.84 1.09 GLOSARIO PAG 136 18.00 547.00 31473000.00 32683000.00 1.54 1.47 1.56 18384000.00 14982000.00 0.90 0.67 0.90 49857000.00 47665000.00 2.43 2.14 2.46 GLOSARIO PAG 136 RMBS 4 dic19.pdf 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