FTAP 10468 FTA RMBS SANTANDER 3 Santander de Titulizacion S.G.F.T., S.A NO NO 20191231 Las modificaciones, como consecuencia del trabajo de auditoría, afectan a las casillas: 2310, 2321 y 2331 del estado S03 y 0776, 1776, 2775, 2776 y 2777 del estado S053.A 3880784000.00 4222457000.00 3880784000.00 4222457000.00 3880784000.00 4222457000.00 3846961000.00 4207322000.00 0.00 54479000.00 31867000.00 0.00 -20656000.00 -16732000.00 0.00 0.00 0.00 0.00 0.00 772463000.00 777781000.00 29826000.00 26978000.00 422028000.00 440115000.00 422028000.00 440115000.00 369398000.00 392040000.00 2263000.00 2550000.00 62000.00 93000.00 80642000.00 95539000.00 383000.00 120000.00 -30720000.00 -50227000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 320609000.00 310688000.00 320609000.00 310688000.00 4653247000.00 5000238000.00 4269096000.00 4603704000.00 0.00 0.00 4269096000.00 4603704000.00 4269096000.00 4603704000.00 2387096000.00 2736678000.00 1882000000.00 1882000000.00 0.00 -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 384151000.00 396534000.00 0.00 0.00 374525000.00 396405000.00 374210000.00 396405000.00 369398000.00 392040000.00 0.00 0.00 1149000.00 1700000.00 3663000.00 2665000.00 315000.00 0.00 311000.00 311000.00 0.00 -314000.00 1000.00 3000.00 3000.00 0.00 0.00 0.00 0.00 9626000.00 129000.00 9618000.00 118000.00 112000.00 118000.00 87000.00 63000.00 17947000.00 17947000.00 -8528000.00 -18010000.00 8000.00 11000.00 0.00 0.00 4653247000.00 5000238000.00 8413000.00 8615000.00 34051000.00 36734000.00 8413000.00 8615000.00 34051000.00 36734000.00 -2380000.00 -3648000.00 -12527000.00 -14538000.00 -2380000.00 -3648000.00 -12526000.00 -14537000.00 -1000.00 -1000.00 6033000.00 4967000.00 21524000.00 22196000.00 0.00 0.00 0.00 0.00 -464000.00 -438000.00 -1597000.00 -1609000.00 -17000.00 -18000.00 -48000.00 -26000.00 -2000.00 -3000.00 -9000.00 -9000.00 -15000.00 -15000.00 -39000.00 -17000.00 -447000.00 -420000.00 -1549000.00 -1583000.00 -236000.00 -255000.00 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0.00 139688000.00 151101000.00 636000.00 0.00 2724000.00 7906000.00 350000.00 2086000.00 1530000.00 2154000.00 1958000.00 1913000.00 8151000.00 8478000.00 -88142000.00 -88536000.00 -372224000.00 -409197000.00 -1000.00 0.00 -1000.00 0.00 0.00 0.00 0.00 -1000.00 0.00 -1000.00 17392000.00 13565000.00 9921000.00 -3987000.00 303217000.00 297123000.00 310688000.00 314675000.00 320609000.00 310688000.00 320609000.00 310688000.00 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 3.11 0.64 3.23 4.11 2.69 0.40 0.37 4.21 6.43 5.36 50.00 6.00 671.00 248000.00 36000.00 284000.00 141587000.00 141871000.00 172.00 162000.00 27000.00 189000.00 20271000.00 20460000.00 289.00 295000.00 45000.00 345000.00 685000.00 35614000.00 36299000.00 130.00 156000.00 64000.00 110000.00 330000.00 8576000.00 8906000.00 124.00 517000.00 80000.00 93000.00 690000.00 7359000.00 8049000.00 2630.00 79674000.00 194000.00 941000.00 80809000.00 2930000.00 83739000.00 4016.00 81052000.00 446000.00 1489000.00 82987000.00 216337000.00 0.00 299324000.00 671.00 248000.00 36000.00 284000.00 141587000.00 141871000.00 96920000.00 30708000.00 146.38 172.00 162000.00 27000.00 189000.00 20271000.00 20460000.00 24244000.00 6422000.00 84.39 289.00 295000.00 45000.00 345000.00 685000.00 35614000.00 36299000.00 43541000.00 8208000.00 83.37 130.00 156000.00 64000.00 110000.00 330000.00 8576000.00 8906000.00 17171000.00 2984000.00 51.87 124.00 517000.00 80000.00 93000.00 690000.00 7359000.00 8049000.00 19826000.00 1590000.00 40.60 2630.00 79674000.00 194000.00 941000.00 80809000.00 2930000.00 83739000.00 294742000.00 26009000.00 28.41 4016.00 81052000.00 446000.00 1489000.00 82987000.00 216337000.00 0.00 299324000.00 496444000.00 60.29 74894000.00 93501000.00 605000.00 400000.00 190000.00 931000.00 583000.00 547000.00 2029000.00 1394000.00 4037000.00 2240000.00 510000.00 118852000.00 84943000.00 15632000.00 4150337000.00 4543917000.00 6482706000.00 4351480000.00 4726768000.00 6500000000.00 19.94 20.76 25.09 5.42 4.93 865.00 37869000.00 541.00 27294000.00 7.00 371000.00 2940.00 243310000.00 1671.00 134806000.00 7.00 1081000.00 14801.00 1612148000.00 13885.00 1550746000.00 1909.00 252239000.00 11598.00 1455901000.00 13236.00 1708195000.00 20546.00 2894327000.00 5517.00 747951000.00 6779.00 938053000.00 13056.00 2028019000.00 1270.00 185265000.00 2028.00 300891000.00 6697.00 1086663000.00 193.00 26554000.00 235.00 36463000.00 1350.00 230146000.00 294.00 42482000.00 195.00 30320000.00 41.00 7154000.00 37478.00 4351480000.00 38570.00 4726768000.00 43613.00 6500000000.00 87.56 90.80 104.85 0.79 0.78 1.69 8.25 8.25 8.25 0.00 0.00 0.30 9995.00 1049522000.00 10297.00 1134621000.00 11703.00 1547658000.00 816.00 92370000.00 842.00 101262000.00 937.00 139415000.00 504.00 51389000.00 516.00 54729000.00 583.00 75846000.00 752.00 101290000.00 788.00 111685000.00 904.00 157174000.00 2559.00 261165000.00 2620.00 281411000.00 2989.00 384164000.00 853.00 89532000.00 873.00 98229000.00 965.00 130579000.00 2208.00 212219000.00 2249.00 228561000.00 2479.00 306610000.00 1941.00 200210000.00 1981.00 215197000.00 2261.00 298574000.00 3483.00 512926000.00 3590.00 557098000.00 4124.00 774058000.00 51.00 4703000.00 52.00 5156000.00 53.00 6503000.00 502.00 44765000.00 507.00 47859000.00 567.00 65049000.00 1485.00 138725000.00 1524.00 150804000.00 1677.00 201975000.00 6090.00 881128000.00 6320.00 968273000.00 7144.00 1349604000.00 35.00 3741000.00 36.00 4047000.00 39.00 5566000.00 925.00 97928000.00 950.00 106266000.00 1046.00 142814000.00 192.00 23957000.00 201.00 26241000.00 231.00 36544000.00 201.00 25050000.00 204.00 26682000.00 223.00 35463000.00 4035.00 444548000.00 4132.00 480487000.00 4637.00 656664000.00 851.00 116312000.00 888.00 128160000.00 1051.00 185740000.00 37478.00 4351480000.00 38570.00 4726768000.00 43613.00 6500000000.00 37478.00 4351480000.00 38570.00 4726768000.00 43613.00 6500000000.00 0.35 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 56000.00 2756494000.00 49316.00 63000.00 3128718000.00 53950.00 100000.00 5395000000.00 68136.00 4638494000.00 68136.00 5010718000.00 74750.00 7475000000.00 ES0305048029 SERIE C S E3M 0.65 0.25 96000.00 3663000.00 S 313600000.00 317359000.00 ES0305048011 SERIE B S E3M 0.63 0.23 443000.00 S 1568400000.00 1568843000.00 ES0305048003 SERIA A NS E3M 0.58 0.18 610000.00 S 2756494000.00 2757104000.00 1149000.00 3663000.00 4638494000.00 0.00 4643306000.00 0.00 0.20 0.28 ES0305048011 SERIE B 888000.00 37284000.00 1233000.00 32613000.00 ES0305048029 SERIE C 661400000.00 6889000.00 661400000.00 6889000.00 ES0305048003 SERIA A 88142000.00 2638506000.00 1251000.00 92458000.00 88536000.00 2266282000.00 2122000.00 85049000.00 88142000.00 3299906000.00 2139000.00 136631000.00 88536000.00 2927682000.00 3355000.00 124551000.00 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 20191231 DBRS B (high) B (low) BB ES0305048003 SERIA A 20190331 MDY Aa1 Aa2 A3 ES0305048003 SERIA A 20160602 DBRS AAA AAA AA 74894000.00 93501000.00 605000.00 400000.00 190000.00 931000.00 583000.00 547000.00 2029000.00 1394000.00 255000.00 4037000.00 2240000.00 255000.00 118852000.00 84943000.00 15632000.00 4437351000.00 4827867000.00 7457706000.00 4638494000.00 5010718000.00 7475000000.00 19.94 20.76 25.00 268455000.00 260472000.00 313600000.00 313600000.00 313600000.00 313600000.00 5.79 5.20 4.82 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 59.36 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 35105000.00 31697000.00 0.81 0.67 0.80 35105000.00 31697000.00 0.81 0.67 0.80 Glosario definiciones 18.00 547.00 76988000.00 77912000.00 1.77 1.65 1.83 49845000.00 42999000.00 1.15 0.91 1.14 126833000.00 120911000.00 2.91 2.56 2.97 Glosario definiciones RMBS 3 dic19.pdf 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SANTANDER DE TITULIZACIÓN 365 0.020 17500.00 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 20180201 20180501 20180801 20181101 20190201 20190501 20190801 20191101 261559000.00 258524000.00 259815000.00 259918000.00 260471000.00 261945000.00 264395000.00 265472000.00 111541000.00 108041000.00 110416000.00 92718000.00 104350000.00 101540000.00 93899000.00 93515000.00 -290000.00 -263000.00 -268000.00 -273000.00 -250000.00 -275000.00 -240000.00 -251000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -258524000.00 -259815000.00 -259918000.00 -260471000.00 -261945000.00 -264395000.00 -265472000.00 -268455000.00 -114286000.00 -106487000.00 -110045000.00 -91892000.00 -102626000.00 -98815000.00 -92582000.00 -90281000.00 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 0.00 0.00 0.00 0.00