FTAP 10960 FT PYMES SANTANDER 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20191231 Las modificaciones, como consecuencia del trabajo de auditoría, afectan a las casillas: 0105, 0152, 0155, 0157 del estado S01 y 2310, 2312, 2320 y 2336 del estado S03 y 0776, 1776 y 2776 del estado S053.A 491263000.00 872974000.00 491263000.00 872974000.00 491263000.00 872974000.00 491263000.00 872974000.00 0.00 2350000.00 5976000.00 0.00 -2350000.00 -5976000.00 0.00 0.00 0.00 0.00 0.00 700132000.00 1435648000.00 421180000.00 1209423000.00 421180000.00 1209423000.00 419701000.00 1206682000.00 0.00 1438000.00 2734000.00 18000.00 7000.00 7249000.00 223000.00 23000.00 0.00 -7249000.00 -223000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 278952000.00 226225000.00 278952000.00 226225000.00 1191395000.00 2308622000.00 771426000.00 1101231000.00 0.00 0.00 771426000.00 1101231000.00 771419000.00 1101231000.00 405425000.00 734818000.00 368500000.00 368500000.00 -2506000.00 -2087000.00 0.00 0.00 7000.00 0.00 227000.00 0.00 0.00 -220000.00 0.00 0.00 0.00 0.00 0.00 0.00 419969000.00 1207391000.00 0.00 0.00 419802000.00 1206800000.00 419802000.00 1206800000.00 419701000.00 1206682000.00 0.00 0.00 101000.00 118000.00 0.00 0.00 0.00 0.00 303000.00 750000.00 -303000.00 -750000.00 0.00 0.00 0.00 0.00 167000.00 591000.00 51000.00 46000.00 51000.00 46000.00 5000.00 1000.00 7000.00 2000.00 0.00 0.00 -12000.00 -3000.00 116000.00 545000.00 0.00 0.00 1191395000.00 2308622000.00 5418000.00 4285000.00 30651000.00 4285000.00 5418000.00 4285000.00 30651000.00 4285000.00 -127000.00 -118000.00 -853000.00 -118000.00 -127000.00 -118000.00 -851000.00 -118000.00 -2000.00 5291000.00 4167000.00 29798000.00 4167000.00 0.00 0.00 0.00 0.00 -5448000.00 -807000.00 -26311000.00 -808000.00 -52000.00 -8000.00 -63000.00 -7000.00 -2000.00 -8000.00 -9000.00 -7000.00 -50000.00 -54000.00 -5396000.00 -799000.00 -26248000.00 -801000.00 -62000.00 -46000.00 -342000.00 -46000.00 -6000.00 -1000.00 -22000.00 -1000.00 -6000.00 -2000.00 -23000.00 -2000.00 -5322000.00 -25861000.00 -750000.00 -752000.00 110000.00 -6200000.00 -3688000.00 -6199000.00 110000.00 -6200000.00 -3688000.00 -6199000.00 0.00 0.00 0.00 0.00 47000.00 2840000.00 201000.00 2840000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 332000.00 1544000.00 4401000.00 1544000.00 5738000.00 1544000.00 30642000.00 1544000.00 5908000.00 1544000.00 31512000.00 1544000.00 -170000.00 0.00 -868000.00 -2000.00 -5405000.00 0.00 -26234000.00 0.00 -70000.00 -337000.00 -6000.00 -18000.00 -7000.00 -18000.00 -5322000.00 -25861000.00 -1000.00 0.00 -7000.00 0.00 -1000.00 -7000.00 -50213000.00 224681000.00 48326000.00 224681000.00 2310000000.00 2310000000.00 -2200000000.00 -2200000000.00 -50149000.00 114146000.00 49029000.00 114145000.00 124562000.00 93408000.00 1054947000.00 93407000.00 35493000.00 20738000.00 110445000.00 20738000.00 0.00 11000.00 11000.00 -210215000.00 0.00 -1116374000.00 -64000.00 535000.00 -703000.00 536000.00 750000.00 750000.00 -63000.00 -220000.00 -1000.00 -215000.00 -483000.00 -214000.00 -49881000.00 226225000.00 52727000.00 226225000.00 328833000.00 0.00 226225000.00 0.00 278952000.00 226225000.00 278952000.00 226225000.00 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 750000.00 750000.00 -750000.00 -750000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.04 0.00 0.00 5.85 0.30 0.00 0.00 8.00 4.00 2.60 35.00 8.00 295.00 464000.00 8000.00 472000.00 9422000.00 9894000.00 119.00 135000.00 11000.00 146000.00 1607000.00 1753000.00 195.00 577000.00 16000.00 90000.00 683000.00 1891000.00 2574000.00 338.00 1620000.00 6000.00 74000.00 1700000.00 319000.00 2019000.00 315.00 1127000.00 1000.00 55000.00 1183000.00 9000.00 1192000.00 142.00 3925000.00 30000.00 3955000.00 131000.00 4086000.00 1404.00 7848000.00 42000.00 249000.00 8139000.00 13379000.00 0.00 21518000.00 4.00 2000.00 2000.00 519000.00 521000.00 1123000.00 352000.00 46.39 3.00 4000.00 1000.00 5000.00 377000.00 382000.00 1285000.00 1285000.00 29.73 2.00 61000.00 1000.00 3000.00 65000.00 119000.00 184000.00 1215000.00 15.14 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 9.00 67000.00 2000.00 3000.00 72000.00 1015000.00 0.00 1087000.00 3623000.00 30.00 104131000.00 687001000.00 733091000.00 106787000.00 234490000.00 243975000.00 277857000.00 186194000.00 197675000.00 86051000.00 419424000.00 394882000.00 145205000.00 116786000.00 158888000.00 128296000.00 345594000.00 371765000.00 72236000.00 96366000.00 99724000.00 920563000.00 2085855000.00 2200000000.00 4.12 3.19 3.20 3.45 2.49 2.42 60.00 17606000.00 453.00 219595000.00 114.00 71129000.00 138.00 51200000.00 124.00 47826000.00 143.00 68412000.00 186.00 91331000.00 10.00 2751000.00 32.00 11773000.00 1.00 1718000.00 1.00 168000.00 353.00 141855000.00 453.00 219595000.00 456.00 222059000.00 56.65 46.11 46.11 2.20 2.16 1.52 21.00 21.00 21.00 0.00 0.00 0.00 5198.00 126309000.00 7520.00 284219000.00 7645.00 311402000.00 809.00 38647000.00 1204.00 76215000.00 1229.00 79656000.00 352.00 12154000.00 577.00 24494000.00 584.00 26765000.00 426.00 26392000.00 677.00 57392000.00 689.00 60763000.00 1810.00 68974000.00 2640.00 152245000.00 2681.00 157367000.00 560.00 8876000.00 863.00 24488000.00 872.00 27458000.00 1509.00 52244000.00 2409.00 120647000.00 2441.00 110649000.00 1384.00 35585000.00 2125.00 70600000.00 2159.00 77354000.00 3210.00 166877000.00 4792.00 343854000.00 4911.00 364863000.00 25.00 671000.00 35.00 1301000.00 37.00 1310000.00 164.00 11074000.00 318.00 26542000.00 326.00 27128000.00 1345.00 26265000.00 2082.00 62568000.00 2141.00 67038000.00 3272.00 124383000.00 5218.00 373982000.00 5310.00 388625000.00 49.00 1019000.00 65.00 3012000.00 66.00 3201000.00 549.00 23610000.00 830.00 70484000.00 852.00 74587000.00 177.00 17382000.00 290.00 32014000.00 292.00 31379000.00 146.00 5149000.00 242.00 14612000.00 247.00 15355000.00 2483.00 126460000.00 3724.00 245914000.00 3783.00 268262000.00 682.00 48492000.00 1132.00 101272000.00 1159.00 106838000.00 24150.00 920563000.00 36743.00 2085855000.00 37424.00 2200000000.00 24150.00 920563000.00 36743.00 2085855000.00 37424.00 2200000000.00 7.51 5.32 5.12 1.09 6820 0.68 4931 0.67 4931 ES0305381024 SERIE C 1100.00 100000.00 110000000.00 1100.00 100000.00 110000000.00 1100.00 100000.00 110000000.00 ES0305381016 SERIE B 2585.00 100000.00 258500000.00 2585.00 100000.00 258500000.00 2585.00 100000.00 258500000.00 ES0305381008 SERIE A 19415.00 42000.00 825126000.00 19415.00 100000.00 1941500000.00 19415.00 100000.00 1941500000.00 23100.00 1193626000.00 23100.00 2310000000.00 23100.00 2310000000.00 ES0305381024 SERIE C S E3M 0.65 0.23 55000.00 S 110000000.00 110055000.00 -2506000.00 ES0305381016 SERIE B S E3M 0.50 0.08 46000.00 S 258500000.00 258546000.00 ES0305381008 SERIE A NS E3M 0.30 0.00 N 825126000.00 825126000.00 101000.00 0.00 1193626000.00 0.00 1193727000.00 -2506000.00 0.03 0.05 ES0305381024 SERIE C 80000.00 329000.00 ES0305381016 SERIE B 90000.00 427000.00 ES0305381008 SERIE A 210215000.00 1116374000.00 112000.00 210215000.00 1116374000.00 170000.00 868000.00 0.00 0.00 0.00 0.00 ES0305381024 SERIE C SCP CCC (sf) CCC (sf) CCC (sf) ES0305381024 SERIE C FCH CC (sf) CC (sf) CC (sf) ES0305381016 SERIE B SCP BB+ (sf) BB+ (sf) BB+ (sf) ES0305381016 SERIE B FCH B+ (sf) B+ (sf) B+ (sf) ES0305381008 SERIE A SCP AA+ (sf) AA+ (sf) AA+ (sf) ES0305381008 SERIE A FCH A+ (sf) A+ (sf) A+ (sf) ES0305381024 SERIE C 20191231 MDY Caa3 (sf) (P) Caa3 (sf) (P) Caa3 (sf) ES0305381016 SERIE B 20191231 MDY Ba3 (sf) (P) B1 (sf) (P) B1 (sf) ES0305381008 SERIE A 20191231 MDY Aa1 (sf) (P) A2 (sf) (P) A2 (sf) 104131000.00 687001000.00 687001000.00 106787000.00 234490000.00 234490000.00 277859000.00 186194000.00 186194000.00 86051000.00 419424000.00 419424000.00 145205000.00 116786000.00 116786000.00 128296000.00 345594000.00 345594000.00 345297000.00 320511000.00 320511000.00 1193626000.00 2310000000.00 2310000000.00 4.12 3.19 3.19 110000000.00 110000000.00 110000000.00 110000000.00 110000000.00 110000000.00 9.22 4.76 4.76 SANTANDER SANTANDER SANTANDER F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp 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 69.12 84.04 84.04 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 17349000.00 0.00 1.88 0.00 1.02 17349000.00 0.00 1.88 0.00 1.02 Glosario definiciones 12.00 3215000.00 0.00 0.35 0.00 0.11 3215000.00 0.00 0.35 0.00 0.11 Glosario definiciones PYMES 14 dic19.pdf 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SANTANDER DE TITULIZACIÓN 365 0.020 90000.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2150.00 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 20191001 20190701 20190401 110000000.00 110000000.00 110000000.00 215854000.00 376178000.00 551671000.00 -84000.00 -101000.00 -194000.00 0.00 0.00 0.00 -110000000.00 -110000000.00 -110000000.00 -210385000.00 -367443000.00 -539413000.00 -63000.00 -63000.00 -95000.00 0.00 0.00 0.00 5322000.00 8571000.00 11969000.00 5322000.00 8571000.00 11969000.00