FTAP 3975 F.T.A. HIPOTEBANSA XI Santander de Titulizacion S.G.F.T., S.A NO NO 20171231 Las modificaciones son debidas al proceso de auditoría y afectan a los estados S.01, S.02, S.03, S.05.1.A-B, S.05.2.B y S.05.3.A. 105204000.00 105204000.00 105204000.00 15765000.00 89336000.00 135000.00 -32000.00 0.00 0.00 0.00 125335000.00 38708000.00 1034000.00 1167000.00 110356000.00 23511000.00 110356000.00 23511000.00 7642000.00 1577000.00 101533000.00 20958000.00 36000.00 51000.00 2000.00 3000.00 1441000.00 1208000.00 0.00 1000.00 -298000.00 -287000.00 0.00 0.00 0.00 0.00 -2000.00 2000.00 -2000.00 2000.00 13947000.00 14028000.00 13947000.00 14028000.00 125335000.00 143912000.00 0.00 121011000.00 0.00 0.00 0.00 121011000.00 0.00 109854000.00 101889000.00 7965000.00 0.00 4067000.00 4067000.00 0.00 1040000.00 1040000.00 0.00 6050000.00 6050000.00 125502000.00 23941000.00 0.00 0.00 124602000.00 22897000.00 113003000.00 22536000.00 103920000.00 22535000.00 9083000.00 1000.00 4373000.00 307000.00 4372000.00 305000.00 2000.00 1000.00 191000.00 54000.00 191000.00 54000.00 7035000.00 0.00 7035000.00 900000.00 1044000.00 885000.00 1022000.00 10000.00 10000.00 3000.00 3000.00 0.00 872000.00 1271000.00 0.00 -262000.00 0.00 15000.00 22000.00 -167000.00 -1040000.00 -167000.00 -1040000.00 125335000.00 143912000.00 219000.00 303000.00 972000.00 1431000.00 219000.00 303000.00 972000.00 1431000.00 0.00 -14000.00 -19000.00 -61000.00 -117000.00 -2000.00 -3000.00 -10000.00 -70000.00 -2000.00 -4000.00 -10000.00 -11000.00 -10000.00 -12000.00 -41000.00 -36000.00 -48000.00 -107000.00 -261000.00 -552000.00 157000.00 177000.00 650000.00 762000.00 0.00 0.00 0.00 -4717000.00 -198000.00 -180000.00 -682000.00 -10000.00 -18000.00 -18000.00 -39000.00 -3000.00 -3000.00 -9000.00 -9000.00 0.00 0.00 -7000.00 -15000.00 -9000.00 -30000.00 -4707000.00 -180000.00 -162000.00 -643000.00 -20000.00 -20000.00 -79000.00 -77000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -4678000.00 -146000.00 -45000.00 -526000.00 0.00 -3000.00 -8000.00 -14000.00 -16000.00 -16000.00 -244000.00 14000.00 -255000.00 -16000.00 -244000.00 14000.00 -255000.00 0.00 0.00 0.00 -156000.00 3000.00 -222000.00 -87000.00 4732000.00 262000.00 -262000.00 262000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -38000.00 -169000.00 -17000.00 -74000.00 154000.00 174000.00 612000.00 674000.00 218000.00 300000.00 963000.00 1422000.00 -2000.00 -3000.00 -10000.00 -102000.00 2000.00 584000.00 10000.00 102000.00 -52000.00 -672000.00 -301000.00 -694000.00 -10000.00 -13000.00 -39000.00 -32000.00 -2000.00 -22000.00 -11000.00 -22000.00 -171000.00 -164000.00 -546000.00 -621000.00 -20000.00 -20000.00 -79000.00 -77000.00 -6000.00 -6000.00 -24000.00 -24000.00 -145000.00 -138000.00 -443000.00 -520000.00 -21000.00 -179000.00 -83000.00 -127000.00 -81000.00 -21000.00 -98000.00 -83000.00 -127000.00 927000.00 1175000.00 -64000.00 5221000.00 215000.00 878000.00 -1046000.00 -396000.00 3174000.00 -832000.00 13634000.00 16295000.00 1037000.00 6090000.00 4257000.00 6090000.00 79000.00 95000.00 337000.00 95000.00 3000.00 112000.00 25000.00 112000.00 56000.00 201000.00 88000.00 201000.00 -4134000.00 -4788000.00 -19387000.00 -23189000.00 712000.00 297000.00 982000.00 5617000.00 -5754000.00 1000.00 -433000.00 712000.00 6050000.00 982000.00 6050000.00 889000.00 1006000.00 -81000.00 5147000.00 13058000.00 13022000.00 14028000.00 8881000.00 13947000.00 14028000.00 13947000.00 14028000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 536000.00 721000.00 629000.00 -1598000.00 536000.00 721000.00 629000.00 -1598000.00 45000.00 -465000.00 244000.00 -50000.00 -581000.00 -256000.00 -873000.00 1648000.00 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 1.30 0.00 2.82 8.50 1.05 0.00 0.00 8.66 0.42 54.00 12000.00 12000.00 2274000.00 2286000.00 18.00 13000.00 1000.00 14000.00 719000.00 733000.00 10.00 126000.00 1000.00 2000.00 129000.00 129000.00 14.00 197000.00 3000.00 200000.00 200000.00 0.00 0.00 96.00 1118000.00 10000.00 1128000.00 1128000.00 192.00 1466000.00 2000.00 15000.00 1483000.00 2993000.00 0.00 4476000.00 54.00 12000.00 12000.00 2274000.00 2286000.00 6256000.00 6256000.00 36.54 18.00 13000.00 1000.00 14000.00 719000.00 733000.00 1744000.00 1744000.00 42.03 10.00 126000.00 1000.00 2000.00 129000.00 129000.00 1057000.00 1057000.00 12.20 14.00 197000.00 3000.00 200000.00 200000.00 2797000.00 2797000.00 7.15 0.00 0.00 0.00 96.00 1118000.00 10000.00 1128000.00 1128000.00 10930000.00 10930000.00 10.32 192.00 1466000.00 2000.00 15000.00 1483000.00 2993000.00 0.00 4476000.00 22784000.00 19.65 1430000.00 2127000.00 11000.00 472000.00 366000.00 159000.00 848000.00 866000.00 159000.00 1322000.00 1201000.00 15000.00 15816000.00 1828000.00 3539000.00 36917000.00 29827000.00 55792000.00 53811000.00 92764000.00 1002325000.00 110616000.00 128979000.00 1062000000.00 10.39 11.07 22.00 15.76 14.76 2.00 2224.00 61338000.00 2667.00 63858000.00 2313.00 125423000.00 759.00 40979000.00 883.00 50126000.00 2949.00 238403000.00 130.00 7764000.00 228.00 13750000.00 6513.00 559319000.00 7.00 443000.00 16.00 1153000.00 1306.00 138810000.00 1.00 30000.00 1.00 30000.00 1.00 62000.00 1.00 62000.00 1.00 45000.00 3122.00 110616000.00 3796.00 128979000.00 13082.00 1062000000.00 38.14 40.73 95.00 0.77 0.92 4.46 7.00 7.00 7.50 0.00 0.18 3.25 601.00 17460000.00 806.00 20446000.00 2921.00 191590000.00 88.00 3265000.00 110.00 3956000.00 338.00 30034000.00 86.00 2736000.00 113.00 3212000.00 379.00 27686000.00 91.00 3257000.00 105.00 3859000.00 398.00 35018000.00 203.00 7675000.00 246.00 8894000.00 940.00 77355000.00 149.00 4291000.00 165.00 4999000.00 479.00 32131000.00 259.00 8263000.00 310.00 9466000.00 880.00 67093000.00 105.00 2745000.00 127.00 3156000.00 355.00 23803000.00 587.00 28388000.00 670.00 32338000.00 2361.00 237201000.00 1.00 28000.00 1.00 30000.00 5.00 371000.00 44.00 1028000.00 56.00 1209000.00 190.00 11118000.00 173.00 4464000.00 190.00 5198000.00 475.00 34081000.00 260.00 11580000.00 341.00 13811000.00 1393.00 136210000.00 2.00 95000.00 2.00 102000.00 9.00 753000.00 84.00 1571000.00 99.00 1904000.00 338.00 20857000.00 31.00 1435000.00 35.00 1762000.00 97.00 10952000.00 13.00 398000.00 15.00 409000.00 65.00 5183000.00 174.00 5022000.00 213.00 5890000.00 868.00 57689000.00 171.00 6915000.00 192.00 8338000.00 591.00 62875000.00 3122.00 110616000.00 3796.00 128979000.00 13082.00 1062000000.00 3122.00 110616000.00 3796.00 128979000.00 13082.00 1062000000.00 1.92 1.75 1.30 ES0338447016 B.T.H SERIE B 212.00 38000.00 7965000.00 212.00 38000.00 7965000.00 212.00 100000.00 21200000.00 ES0338447008 B.T.H. SERIE A 10408.00 10000.00 105037000.00 10408.00 12000.00 124424000.00 10408.00 100000.00 1040800000.00 10620.00 113002000.00 10620.00 132389000.00 10620.00 1062000000.00 ES0338447016 B.T.H SERIE B S E3M 0.45 0.12 S 7965000.00 7965000.00 ES0338447008 B.T.H. SERIE A NS E3M 0.24 0.00 N 105037000.00 105037000.00 0.00 0.00 113002000.00 0.00 113002000.00 0.00 0.00 0.00 ES0338447016 B.T.H SERIE B 14011000.00 2000.00 5697000.00 0.00 14011000.00 3000.00 5681000.00 ES0338447008 B.T.H. SERIE A 4134000.00 966516000.00 140197000.00 4788000.00 930803000.00 0.00 140197000.00 4134000.00 980527000.00 2000.00 145894000.00 4788000.00 944814000.00 3000.00 145878000.00 ES0338447016 B.T.H SERIE B 20141217 SYP B- B- A ES0338447016 B.T.H SERIE B 20160513 MDY Ba1 Ba1 A2 ES0338447008 B.T.H. SERIE A 20160105 SYP AA+ AA+ AAA ES0338447008 B.T.H. SERIE A 20160513 MDY Aa3 Aa3 Aaa 1430000.00 2127000.00 11000.00 472000.00 366000.00 159000.00 848000.00 866000.00 159000.00 1322000.00 1201000.00 1777000.00 15816000.00 1828000.00 1777000.00 36917000.00 29827000.00 55792000.00 56197000.00 96174000.00 1002325000.00 113002000.00 132389000.00 1062000000.00 10.39 11.00 22.00 4370000.00 4370000.00 15930000.00 1371000.00 1371000.00 1371000.00 3.87 3.30 1.50 SANTANDER UK SANTANDER UK SANTANDER A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp S S S 92.95 93.98 98.00 -47000.00 -101000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1450000.00 1357000.00 1.31 1.05 1.26 1450000.00 1357000.00 1.31 1.05 1.26 307000.00 265000.00 0.28 0.21 0.27 307000.00 265000.00 0.28 0.21 0.27 TRIGGER DEL FONDO DE RESERVA: SI 1) ES MAYOR QUE 2) NO SE AMORTIZA NIGÚN FONDO DE RESERVA: 1) 99% SALDO ANTERIOR PENDIENTE DE BONOS = 135.805.000 2) SALDO VIVO DCHOS CRÉDITO EN MOROSIDAD < 90DÍAS + AMORTIZACION DC´S= 135.513.000. POR LO TANTO, NO SE AMORTIZA FONDO DE RESERVA SANTANDER DE TITULIZACIÓN 365 0.030 15000.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 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 20170201 20170501 20170801 20171101 4369710.00 4369710.00 4369710.00 4369710.00 6045003.00 4992932.00 4866911.00 4357668.00 -33199.00 -24948.00 -24363.00 -19862.00 -104609.00 -82614.00 -54497.00 -49131.00 -4369710.00 -4369710.00 -4369710.00 -4369710.00 -5794445.00 -4745440.00 -4721242.00 -4135869.00 -3526.00 -3158.00 -2138.00 -1929.00 -6000.00 -6000.00 -6000.00 -6000.00 103224.00 130772.00 58671.00 144878.00 103224.00 130772.00 58671.00 144878.00 Informe cumplimiento reglas de funcionamiento.pdf 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