FTAP 10474 FTA SANTANDER CONSUMER SPAIN AUTO 2014-1 Santander de Titulizacion S.G.F.T., S.A NO SI 20180331 581367000.00 573136000.00 581367000.00 573136000.00 581367000.00 573136000.00 579957000.00 571837000.00 4765000.00 4147000.00 -3355000.00 -2848000.00 0.00 0.00 0.00 0.00 220056000.00 229807000.00 163325000.00 162594000.00 163325000.00 162594000.00 159256000.00 158873000.00 3056000.00 3089000.00 199000.00 187000.00 1734000.00 761000.00 301000.00 207000.00 -1221000.00 -523000.00 0.00 0.00 0.00 0.00 78000.00 79000.00 78000.00 79000.00 56653000.00 67134000.00 56653000.00 67134000.00 801423000.00 802943000.00 638745000.00 639127000.00 0.00 0.00 638745000.00 639127000.00 638745000.00 639127000.00 543745000.00 544127000.00 95000000.00 95000000.00 0.00 0.00 0.00 0.00 0.00 0.00 162678000.00 163816000.00 0.00 0.00 159928000.00 159546000.00 159928000.00 159546000.00 159255000.00 158873000.00 673000.00 673000.00 0.00 0.00 0.00 0.00 0.00 0.00 2750000.00 4270000.00 2739000.00 4248000.00 6000.00 6000.00 2733000.00 4242000.00 11000.00 22000.00 0.00 0.00 801423000.00 802943000.00 15646000.00 15726000.00 15646000.00 15726000.00 15023000.00 15227000.00 15023000.00 15227000.00 623000.00 499000.00 623000.00 499000.00 -5044000.00 -5044000.00 -5044000.00 -5044000.00 -5044000.00 -5044000.00 -5044000.00 -5044000.00 10602000.00 10682000.00 10602000.00 10682000.00 0.00 0.00 0.00 0.00 -9588000.00 -9812000.00 -9588000.00 -9812000.00 -13000.00 -13000.00 -13000.00 -13000.00 -2000.00 -2000.00 -2000.00 -2000.00 -11000.00 -11000.00 -11000.00 -11000.00 -9575000.00 -9799000.00 -9575000.00 -9799000.00 -45000.00 -45000.00 -45000.00 -45000.00 -9530000.00 -9754000.00 -9530000.00 -9754000.00 -1014000.00 -870000.00 -1014000.00 -870000.00 -1014000.00 -870000.00 -1014000.00 -870000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -562000.00 323000.00 -562000.00 323000.00 10546000.00 10260000.00 10546000.00 10260000.00 14968000.00 14994000.00 14968000.00 14994000.00 -5044000.00 -5100000.00 -5044000.00 -5100000.00 622000.00 366000.00 622000.00 366000.00 -11083000.00 -9927000.00 -11083000.00 -9927000.00 -45000.00 -46000.00 -45000.00 -46000.00 -11038000.00 -9881000.00 -11038000.00 -9881000.00 -25000.00 -10000.00 -25000.00 -10000.00 -25000.00 -10000.00 -25000.00 -10000.00 -9919000.00 -1963000.00 -9919000.00 -1963000.00 -9919000.00 -1963000.00 -9919000.00 -1963000.00 56177000.00 53851000.00 56177000.00 53851000.00 18723000.00 35907000.00 18723000.00 35907000.00 -85027000.00 -91830000.00 -85027000.00 -91830000.00 208000.00 109000.00 208000.00 109000.00 0.00 0.00 0.00 0.00 0.00 -10481000.00 -1640000.00 -10481000.00 -1640000.00 67134000.00 71295000.00 67134000.00 71295000.00 56653000.00 69655000.00 56653000.00 69655000.00 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 0.87 0.79 0.00 1.60 0.67 0.00 0.00 1.63 2.00 1.20 1393.00 271000.00 74000.00 345000.00 16579000.00 16924000.00 1068.00 411000.00 124000.00 535000.00 8359000.00 8894000.00 457.00 347000.00 90000.00 280000.00 717000.00 2855000.00 3572000.00 303.00 262000.00 66000.00 121000.00 449000.00 1095000.00 1544000.00 304.00 268000.00 73000.00 96000.00 437000.00 815000.00 1252000.00 200.00 857000.00 72000.00 74000.00 1003000.00 1003000.00 3725.00 2416000.00 499000.00 571000.00 3486000.00 29703000.00 0.00 33189000.00 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 28139000.00 30835000.00 6105000.00 77360000.00 86304000.00 43122000.00 125382000.00 119245000.00 105140000.00 158509000.00 158733000.00 77463000.00 123421000.00 134924000.00 749697000.00 232901000.00 205577000.00 700318000.00 745712000.00 735618000.00 1681845000.00 4.25 4.11 4.68 2.26 2.26 5.19 0.00 0.00 0.00 0.00 0.00 0.00 8.62 8.66 8.76 15.06 15.06 14.95 5.00 5.00 5.01 19876.00 146754000.00 19996.00 146009000.00 20202.00 213856000.00 2234.00 16850000.00 2223.00 16830000.00 3994.00 47546000.00 1711.00 12315000.00 1723.00 12785000.00 3164.00 34447000.00 3570.00 22238000.00 3602.00 22429000.00 5813.00 58581000.00 6793.00 43111000.00 6712.00 42663000.00 11236.00 100098000.00 1182.00 8429000.00 1194.00 8585000.00 2096.00 21885000.00 3948.00 29544000.00 3984.00 29789000.00 7214.00 77303000.00 4304.00 31333000.00 4240.00 30647000.00 7526.00 76950000.00 14884.00 117814000.00 14619.00 114232000.00 23972.00 270744000.00 189.00 1369000.00 193.00 1395000.00 287.00 3549000.00 2523.00 18221000.00 2443.00 17456000.00 4039.00 43132000.00 5792.00 44572000.00 5779.00 44074000.00 9722.00 103141000.00 13819.00 96766000.00 13868.00 96515000.00 25797.00 281219000.00 333.00 2537000.00 326.00 2454000.00 694.00 7199000.00 3732.00 30100000.00 3590.00 28688000.00 5959.00 72462000.00 1040.00 7198000.00 1055.00 7362000.00 1964.00 25253000.00 777.00 5367000.00 765.00 5252000.00 1465.00 16992000.00 11388.00 86849000.00 11068.00 83933000.00 17221.00 186428000.00 3247.00 24345000.00 3259.00 24520000.00 5833.00 41060000.00 101342.00 745712000.00 100639.00 735618000.00 158198.00 1681845000.00 101342.00 745712000.00 100639.00 735618000.00 158198.00 1681845000.00 0.08 0.08 0.58 ES0305053045 BONOS SERIE E 380.00 100000.00 38000000.00 380.00 100000.00 38000000.00 380.00 100000.00 38000000.00 ES0305053037 BONOS SERIE D 144.00 100000.00 14400000.00 144.00 100000.00 14400000.00 144.00 100000.00 14400000.00 ES0305053029 BONOS SERIE C 152.00 100000.00 15200000.00 152.00 100000.00 15200000.00 152.00 100000.00 15200000.00 ES0305053011 BONOS SERIE B 274.00 100000.00 27400000.00 274.00 100000.00 27400000.00 274.00 100000.00 27400000.00 ES0305053003 BONOS SERIE A 7030.00 100000.00 703000000.00 7030.00 100000.00 703000000.00 7030.00 100000.00 703000000.00 7980.00 798000000.00 7980.00 798000000.00 7980.00 798000000.00 ES0305053045 BONOS SERIE E S E3M 0.00 11.00 139000.00 S 38000000.00 38139000.00 ES0305053037 BONOS SERIE D S E3M 0.00 5.00 24000.00 S 14400000.00 14424000.00 ES0305053029 BONOS SERIE C S E3M 0.00 3.50 18000.00 S 15200000.00 15218000.00 ES0305053011 BONOS SERIE B S E3M 0.00 2.50 23000.00 S 27400000.00 27423000.00 ES0305053003 BONOS SERIE A NS E3M 0.00 2.00 469000.00 S 703000000.00 703469000.00 673000.00 0.00 798000000.00 0.00 798673000.00 0.00 2.52 2.52 ES0305053045 BONOS SERIE E 1045000.00 11569000.00 1057000.00 10524000.00 ES0305053037 BONOS SERIE D 180000.00 2416000.00 182000.00 2236000.00 ES0305053029 BONOS SERIE C 133000.00 1784000.00 134000.00 1651000.00 ES0305053011 BONOS SERIE B 171000.00 2298000.00 173000.00 2127000.00 ES0305053003 BONOS SERIE A 3515000.00 47179000.00 0.00 3554000.00 43664000.00 0.00 0.00 5044000.00 65246000.00 0.00 0.00 5100000.00 60202000.00 ES0305053045 BONOS SERIE E FCH CC (sf) CC (sf) CC (sf) ES0305053045 BONOS SERIE E DBRS C (sf) C (sf) C (sf) ES0305053037 BONOS SERIE D FCH BB (sf) BB (sf) BB (sf) ES0305053037 BONOS SERIE D DBRS B (low) (sf) B (low) (sf) B (low) (sf) ES0305053029 BONOS SERIE C FCH BB+ (sf) BB+ (sf) BB+ (sf) ES0305053029 BONOS SERIE C DBRS BB (low) (sf) BB (low) (sf) BB (low) (sf) ES0305053011 BONOS SERIE B FCH BBB (sf) BBB (sf) BBB (sf) ES0305053011 BONOS SERIE B DBRS BBB (sf) BBB (sf) BBB (sf) ES0305053003 BONOS SERIE A FCH A (sf) A (sf) A (sf) ES0305053003 BONOS SERIE A DBRS A (sf) A (sf) A (sf) 28139000.00 30835000.00 77360000.00 86304000.00 125382000.00 119245000.00 158509000.00 158733000.00 123421000.00 134924000.00 195578000.00 285189000.00 267959000.00 602422000.00 798000000.00 798000000.00 798000000.00 4.25 4.11 11.68 38000000.00 38000000.00 38000000.00 19000000.00 19000000.00 19000000.00 4.76 4.76 4.76 SCF SCF SCF A- lp / A- lp F-2 cp A- lp / A- lp F-2 cp A- lp / A- lp F-2 cp BBB lp / BBB+ lp F-2 cp BBB lp / BBB+ lp F-2 cp BBB lp / BBB+ lp F-2 cp S S S 88.08 88.10 88.10 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5612000.00 4888000.00 0.75 0.66 0.60 5612000.00 4888000.00 0.75 0.66 0.60 Nota de Valores 887000.00 22000.00 0.12 0.00 0.11 5579000.00 3752000.00 0.75 0.49 0.83 6466000.00 3774000.00 0.87 0.49 0.94 Modulo Adicional No existe deficit de principales, por lo tanto no hay que pos S06.SCSA2014-1.pdf 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SANTANDER DE TITULIZACIÓN 40000.00 0.023 17500.00 TRIMESTRAL SANTANDER 2350.00 TRIMESTRAL 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 20160301 20160601 20160901 20161201 20170301 20170601 20170901 20171201 20180301 38000000.00 38000000.00 38000000.00 38000000.00 38000000.00 38000000.00 38000000.00 38000000.00 38000000.00 81831954.00 80045036.00 97844914.00 75856515.00 102824000.00 103800000.00 88393000.00 81316000.00 101383000.00 -60082.00 -49933.00 -46367.00 -45759.00 -56000.00 -50000.00 -50000.00 -46000.00 -70000.00 0.00 0.00 0.00 0.00 0.00 -38000000.00 -38000000.00 -38000000.00 -38000000.00 -38000000.00 -38000000.00 -38000000.00 -38000000.00 -38000000.00 -71567693.00 -69767004.00 -85253357.00 -67732969.00 -92887000.00 -91919000.00 -78261000.00 -73534000.00 -90275000.00 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 10204179.00 10228099.00 12545190.00 8077787.00 9881000.00 11831000.00 10082000.00 7736000.00 11038000.00 10204179.00 10228099.00 12545190.00 8077787.00 9881000.00 11831000.00 10082000.00 7736000.00 11038000.00