FTAP 10474 FTA SANTANDER CONSUMER SPAIN AUTO 2014-1 Santander de Titulizacion S.G.F.T., S.A NO SI 20180630 587967000.00 573136000.00 587967000.00 573136000.00 587967000.00 573136000.00 586776000.00 571837000.00 4824000.00 4147000.00 -3633000.00 -2848000.00 0.00 0.00 0.00 0.00 214609000.00 229807000.00 157738000.00 162594000.00 157738000.00 162594000.00 153432000.00 158873000.00 3073000.00 3089000.00 227000.00 187000.00 2503000.00 761000.00 388000.00 207000.00 -1885000.00 -523000.00 0.00 0.00 0.00 0.00 71000.00 79000.00 71000.00 79000.00 56800000.00 67134000.00 56800000.00 67134000.00 802576000.00 802943000.00 644568000.00 639127000.00 0.00 0.00 644568000.00 639127000.00 644568000.00 639127000.00 549568000.00 544127000.00 95000000.00 95000000.00 0.00 0.00 0.00 0.00 0.00 0.00 158008000.00 163816000.00 0.00 0.00 155029000.00 159546000.00 154049000.00 159546000.00 153432000.00 158873000.00 617000.00 673000.00 0.00 0.00 0.00 0.00 980000.00 0.00 980000.00 2979000.00 4270000.00 2971000.00 4248000.00 6000.00 6000.00 2965000.00 4242000.00 8000.00 22000.00 0.00 0.00 802576000.00 802943000.00 15938000.00 15715000.00 31585000.00 31442000.00 15523000.00 15311000.00 30546000.00 30538000.00 415000.00 404000.00 1039000.00 904000.00 -5101000.00 -5100000.00 -10145000.00 -10145000.00 -5101000.00 -5100000.00 -10145000.00 -10145000.00 10837000.00 10615000.00 21440000.00 21297000.00 0.00 0.00 0.00 0.00 -10083000.00 -9756000.00 -19672000.00 -19568000.00 -3000.00 -1000.00 -17000.00 -14000.00 -2000.00 -1000.00 -5000.00 -3000.00 -1000.00 0.00 -12000.00 -11000.00 -10080000.00 -9755000.00 -19655000.00 -19554000.00 -46000.00 -46000.00 -91000.00 -91000.00 -10034000.00 -9709000.00 -19564000.00 -19463000.00 -754000.00 -859000.00 -1768000.00 -1729000.00 -754000.00 -859000.00 -1768000.00 -1729000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1809000.00 -1056000.00 1247000.00 -733000.00 11664000.00 10825000.00 22202000.00 21085000.00 16406000.00 15382000.00 30386000.00 30376000.00 -5157000.00 -5100000.00 -9221000.00 -10200000.00 415000.00 543000.00 1037000.00 909000.00 -9850000.00 -11876000.00 -20933000.00 -21803000.00 -47000.00 -46000.00 -92000.00 -92000.00 -9803000.00 -11830000.00 -20841000.00 -21711000.00 -5000.00 -5000.00 -22000.00 -15000.00 -5000.00 -5000.00 -22000.00 -15000.00 -1662000.00 -13399000.00 -11581000.00 -15362000.00 -1662000.00 -13399000.00 -11581000.00 -15362000.00 56299000.00 55362000.00 112476000.00 109213000.00 17759000.00 17583000.00 36482000.00 53490000.00 -75919000.00 -86527000.00 -160946000.00 -178357000.00 199000.00 183000.00 407000.00 292000.00 0.00 0.00 0.00 0.00 0.00 147000.00 -14455000.00 -10334000.00 -16095000.00 56653000.00 0.00 67134000.00 71295000.00 56800000.00 -14455000.00 56800000.00 55200000.00 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 0.98 0.82 0.00 0.74 0.67 0.00 0.00 1.63 2.00 1.20 1557.00 296000.00 93000.00 389000.00 18409000.00 18798000.00 1093.00 446000.00 135000.00 581000.00 8567000.00 9148000.00 437.00 332000.00 89000.00 264000.00 685000.00 2684000.00 3369000.00 347.00 334000.00 76000.00 142000.00 552000.00 1284000.00 1836000.00 337.00 295000.00 79000.00 103000.00 477000.00 856000.00 1333000.00 414.00 1542000.00 144000.00 136000.00 1822000.00 1822000.00 4185.00 3245000.00 616000.00 645000.00 4506000.00 31800000.00 0.00 36306000.00 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 28902000.00 30835000.00 6156000.00 73371000.00 86304000.00 43577000.00 113403000.00 119245000.00 106521000.00 170986000.00 158733000.00 91371000.00 129331000.00 134924000.00 780911000.00 231542000.00 205577000.00 729426000.00 747535000.00 735618000.00 1757962000.00 4.20 4.11 4.68 2.29 2.26 5.19 0.00 0.00 0.00 0.00 0.00 0.00 8.59 8.66 8.76 15.06 15.06 14.95 5.00 5.00 5.01 20172.00 149565000.00 19996.00 146009000.00 21821.00 230602000.00 2192.00 16437000.00 2223.00 16830000.00 4136.00 49160000.00 1744.00 12572000.00 1723.00 12785000.00 3306.00 36076000.00 3544.00 22398000.00 3602.00 22429000.00 6058.00 61278000.00 6690.00 42855000.00 6712.00 42663000.00 11638.00 104122000.00 1206.00 8848000.00 1194.00 8585000.00 2216.00 23187000.00 3817.00 28602000.00 3984.00 29789000.00 7401.00 79525000.00 4296.00 31374000.00 4240.00 30647000.00 7818.00 80134000.00 14878.00 117546000.00 14619.00 114232000.00 24902.00 281317000.00 186.00 1360000.00 193.00 1395000.00 294.00 3663000.00 2455.00 17680000.00 2443.00 17456000.00 4144.00 44279000.00 5629.00 43023000.00 5779.00 44074000.00 9997.00 106385000.00 13601.00 96428000.00 13868.00 96515000.00 26696.00 291159000.00 324.00 2420000.00 326.00 2454000.00 708.00 7339000.00 3770.00 30162000.00 3590.00 28688000.00 6198.00 75196000.00 1019.00 7244000.00 1055.00 7362000.00 2043.00 26177000.00 758.00 5388000.00 765.00 5252000.00 1523.00 17637000.00 11579.00 88892000.00 11068.00 83933000.00 18129.00 196460000.00 3271.00 24741000.00 3259.00 24520000.00 6123.00 44266000.00 101131.00 747535000.00 100639.00 735618000.00 165151.00 1757962000.00 101131.00 747535000.00 100639.00 735618000.00 165151.00 1757962000.00 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 128000.00 S 38000000.00 38128000.00 ES0305053037 BONOS SERIE D S E3M 0.00 5.00 22000.00 S 14400000.00 14422000.00 ES0305053029 BONOS SERIE C S E3M 0.00 3.50 16000.00 S 15200000.00 15216000.00 ES0305053011 BONOS SERIE B S E3M 0.00 2.50 21000.00 S 27400000.00 27421000.00 ES0305053003 BONOS SERIE A NS E3M 0.00 2.00 430000.00 S 703000000.00 703430000.00 617000.00 0.00 798000000.00 0.00 798617000.00 0.00 2.52 2.52 ES0305053045 BONOS SERIE E 1068000.00 12637000.00 1057000.00 5218000.00 ES0305053037 BONOS SERIE D 184000.00 2600000.00 182000.00 1322000.00 ES0305053029 BONOS SERIE C 136000.00 1920000.00 134000.00 976000.00 ES0305053011 BONOS SERIE B 175000.00 2473000.00 173000.00 1257000.00 ES0305053003 BONOS SERIE A 3594000.00 50772000.00 3554000.00 25816000.00 0.00 0.00 5157000.00 70402000.00 0.00 0.00 5100000.00 34589000.00 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) 28902000.00 30835000.00 73371000.00 86304000.00 113403000.00 119245000.00 170986000.00 158733000.00 129331000.00 134924000.00 195578000.00 282007000.00 267959000.00 602422000.00 798000000.00 798000000.00 798000000.00 4.20 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 88.02 88.10 88.10 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5718000.00 4888000.00 0.76 0.66 0.84 5718000.00 4888000.00 0.76 0.66 0.84 Nota de Valores 1609000.00 22000.00 0.19 0.00 0.18 5391000.00 3752000.00 0.63 0.49 0.69 7000000.00 3774000.00 0.82 0.49 0.87 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 20180301 38000000.00 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 91082000.00 -60082.00 -49933.00 -46367.00 -45759.00 -56000.00 -50000.00 -50000.00 -46000.00 -70000.00 -42000.00 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 -38000000.00 -71567693.00 -69767004.00 -85253357.00 -67732969.00 -92887000.00 -91919000.00 -78261000.00 -73534000.00 -90275000.00 -81237000.00 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 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