FTAP 10468 FTA RMBS SANTANDER 3 Santander de Titulizacion S.G.F.T., S.A NO NO 20190930 3973547000.00 4222457000.00 3973547000.00 4222457000.00 3973547000.00 4222457000.00 3946728000.00 4207322000.00 0.00 49256000.00 31867000.00 0.00 -22437000.00 -16732000.00 0.00 0.00 0.00 0.00 0.00 755338000.00 777781000.00 28846000.00 26978000.00 423275000.00 440115000.00 423275000.00 440115000.00 375417000.00 392040000.00 2463000.00 2550000.00 85000.00 93000.00 82942000.00 95539000.00 275000.00 120000.00 -37907000.00 -50227000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 303217000.00 310688000.00 303217000.00 310688000.00 4728885000.00 5000238000.00 4348778000.00 4603704000.00 0.00 0.00 4348778000.00 4603704000.00 4348778000.00 4603704000.00 2469219000.00 2736678000.00 1882000000.00 1882000000.00 -2441000.00 -14974000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 380107000.00 396534000.00 0.00 0.00 379989000.00 396405000.00 379989000.00 396405000.00 375417000.00 392040000.00 0.00 0.00 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53600000.00 130.69 240.00 237000.00 43000.00 280000.00 29934000.00 30214000.00 35041000.00 7434000.00 86.22 352.00 236000.00 69000.00 373000.00 678000.00 35438000.00 36116000.00 47756000.00 9357000.00 75.63 125.00 244000.00 66000.00 109000.00 419000.00 8928000.00 9347000.00 21294000.00 2018000.00 43.89 56.00 353000.00 33000.00 40000.00 426000.00 2916000.00 3342000.00 6215000.00 450000.00 53.77 2724.00 82109000.00 107000.00 993000.00 83209000.00 1974000.00 85183000.00 329067000.00 48750000.00 25.89 4316.00 83469000.00 360000.00 1515000.00 85344000.00 234194000.00 0.00 319538000.00 558233000.00 57.24 80171000.00 93501000.00 605000.00 342000.00 190000.00 753000.00 583000.00 547000.00 2093000.00 1394000.00 3310000.00 2240000.00 510000.00 106449000.00 84943000.00 15632000.00 4261225000.00 4543917000.00 6482706000.00 4454343000.00 4726768000.00 6500000000.00 20.16 20.76 25.09 5.32 4.93 727.00 31384000.00 541.00 27294000.00 7.00 371000.00 2520.00 205083000.00 1671.00 134806000.00 7.00 1081000.00 14639.00 1603902000.00 13885.00 1550746000.00 1909.00 252239000.00 12029.00 1522590000.00 13236.00 1708195000.00 20546.00 2894327000.00 5887.00 802114000.00 6779.00 938053000.00 13056.00 2028019000.00 1448.00 211766000.00 2028.00 300891000.00 6697.00 1086663000.00 217.00 30565000.00 235.00 36463000.00 1350.00 230146000.00 323.00 46939000.00 195.00 30320000.00 41.00 7154000.00 37790.00 4454343000.00 38570.00 4726768000.00 43613.00 6500000000.00 88.85 90.80 104.85 0.82 0.78 1.69 8.25 8.25 8.25 0.00 0.00 0.30 10078.00 1073124000.00 10297.00 1134621000.00 11703.00 1547658000.00 825.00 94717000.00 842.00 101262000.00 937.00 139415000.00 506.00 52188000.00 516.00 54729000.00 583.00 75846000.00 766.00 104596000.00 788.00 111685000.00 904.00 157174000.00 2579.00 267001000.00 2620.00 281411000.00 2989.00 384164000.00 863.00 91974000.00 873.00 98229000.00 965.00 130579000.00 2219.00 216861000.00 2249.00 228561000.00 2479.00 306610000.00 1951.00 204431000.00 1981.00 215197000.00 2261.00 298574000.00 3513.00 525082000.00 3590.00 557098000.00 4124.00 774058000.00 51.00 4781000.00 52.00 5156000.00 53.00 6503000.00 503.00 45695000.00 507.00 47859000.00 567.00 65049000.00 1499.00 142702000.00 1524.00 150804000.00 1677.00 201975000.00 6133.00 904000000.00 6320.00 968273000.00 7144.00 1349604000.00 35.00 3801000.00 36.00 4047000.00 39.00 5566000.00 932.00 100034000.00 950.00 106266000.00 1046.00 142814000.00 193.00 24433000.00 201.00 26241000.00 231.00 36544000.00 201.00 25464000.00 204.00 26682000.00 223.00 35463000.00 4057.00 453207000.00 4132.00 480487000.00 4637.00 656664000.00 886.00 120252000.00 888.00 128160000.00 1051.00 185740000.00 37790.00 4454343000.00 38570.00 4726768000.00 43613.00 6500000000.00 37790.00 4454343000.00 38570.00 4726768000.00 43613.00 6500000000.00 0.34 0.34 0.32 ES0305048029 SERIE C 3136.00 100000.00 313600000.00 3136.00 100000.00 313600000.00 9750.00 100000.00 975000000.00 ES0305048011 SERIE B 15684.00 100000.00 1568400000.00 15684.00 100000.00 1568400000.00 11050.00 100000.00 1105000000.00 ES0305048003 SERIA A 49316.00 58000.00 2844636000.00 49316.00 63000.00 3128718000.00 53950.00 100000.00 5395000000.00 68136.00 4726636000.00 68136.00 5010718000.00 74750.00 7475000000.00 ES0305048029 SERIE C S E3M 0.65 0.24 91000.00 3469000.00 S 313600000.00 317160000.00 -2441000.00 ES0305048011 SERIE B S E3M 0.63 0.22 420000.00 S 1568400000.00 1568820000.00 ES0305048003 SERIA A NS E3M 0.58 0.17 592000.00 S 2844636000.00 2845228000.00 1103000.00 3469000.00 4726636000.00 0.00 4731208000.00 -2441000.00 0.19 0.28 ES0305048029 SERIE C 6889000.00 6889000.00 ES0305048011 SERIE B 1261000.00 36396000.00 1245000.00 31380000.00 ES0305048003 SERIA A 89334000.00 2550365000.00 1987000.00 91207000.00 106595000.00 2177746000.00 2205000.00 82926000.00 89334000.00 2550365000.00 3248000.00 134492000.00 106595000.00 2177746000.00 3450000.00 121195000.00 ES0305048029 SERIE C 20150722 MDY Ca Ca Ca ES0305048029 SERIE C 20160602 DBRS C C C ES0305048011 SERIE B 20150722 MDY Caa1 Caa1 B2 ES0305048011 SERIE B 20160602 DBRS B (low) B (low) BB ES0305048003 SERIA A 20190331 MDY Aa1 Aa2 A3 ES0305048003 SERIA A 20160602 DBRS AAA AAA AA 80171000.00 93501000.00 605000.00 342000.00 190000.00 753000.00 583000.00 547000.00 2093000.00 1394000.00 255000.00 3310000.00 2240000.00 255000.00 106449000.00 84943000.00 15632000.00 4533518000.00 4827867000.00 7457706000.00 4726636000.00 5010718000.00 7475000000.00 20.16 20.76 25.00 265472000.00 260472000.00 975000000.00 156800000.00 156800000.00 487500000.00 5.62 5.20 13.04 SANTANDER SANTANDER SANTANDER A (alto) lp / A2 lp A (alto) lp / A2 lp A lp/ Baa1 lp A lp / A3 lp A lp / A3 lp A lp / A3 lp 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 60.12 62.41 72.17 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 34038000.00 0.68 0.76 1.04 0.73 34038000.00 0.68 0.76 1.04 0.73 Glosario definiciones 18.00 547.00 78534000.00 1.66 1.76 2.10 1.77 48894000.00 0.98 1.10 0.37 1.09 127428000.00 2.64 2.86 2.47 2.86 Glosario definiciones Trigger RMBS SANTANDER 3 -30 septiembre 2019-.pdf 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