FTAP 10633 FT SANTANDER CONSUMER SPAIN AUTO 2016-1 Santander de Titulizacion S.G.F.T., S.A NO SI 20180930 523868000.00 520212000.00 523868000.00 520212000.00 523868000.00 520212000.00 522943000.00 519409000.00 4255000.00 3557000.00 -3330000.00 -2754000.00 0.00 0.00 0.00 0.00 271177000.00 275555000.00 175487000.00 176365000.00 175487000.00 176365000.00 171532000.00 172555000.00 2712000.00 2855000.00 221000.00 163000.00 4068000.00 2023000.00 631000.00 336000.00 -3677000.00 -1567000.00 0.00 0.00 0.00 0.00 0.00 0.00 95690000.00 99190000.00 95690000.00 99190000.00 795045000.00 795767000.00 780300000.00 780300000.00 0.00 0.00 780300000.00 780300000.00 780300000.00 780300000.00 650200000.00 650200000.00 130100000.00 130100000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 14745000.00 15467000.00 0.00 0.00 2866000.00 2865000.00 2866000.00 2865000.00 0.00 0.00 2866000.00 2865000.00 0.00 0.00 0.00 0.00 0.00 0.00 11879000.00 12602000.00 11870000.00 12592000.00 36000.00 36000.00 11834000.00 12556000.00 9000.00 10000.00 0.00 0.00 795045000.00 795767000.00 15498000.00 15780000.00 46746000.00 46945000.00 15498000.00 15780000.00 46746000.00 46945000.00 -3611000.00 -3611000.00 -10717000.00 -10717000.00 -3611000.00 -3611000.00 -10717000.00 -10717000.00 11887000.00 12169000.00 36029000.00 36228000.00 0.00 0.00 0.00 0.00 -10966000.00 -10707000.00 -33344000.00 -33438000.00 -3000.00 -3000.00 -61000.00 -37000.00 -2000.00 -3000.00 -30000.00 -6000.00 -1000.00 -31000.00 -31000.00 -10963000.00 -10704000.00 -33283000.00 -33401000.00 -45000.00 -45000.00 -134000.00 -134000.00 -10918000.00 -10659000.00 -33149000.00 -33267000.00 -921000.00 -1462000.00 -2685000.00 -2790000.00 -921000.00 -1462000.00 -2685000.00 -2790000.00 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 1611000.00 614000.00 1917000.00 536000.00 12027000.00 12268000.00 35981000.00 36154000.00 15599000.00 15880000.00 46698000.00 46871000.00 -3572000.00 -3612000.00 -10717000.00 -10717000.00 0.00 0.00 0.00 0.00 0.00 -10363000.00 -11624000.00 -34006000.00 -35579000.00 -45000.00 -45000.00 -134000.00 -134000.00 0.00 0.00 -10318000.00 -11579000.00 -33872000.00 -35445000.00 0.00 -53000.00 -30000.00 -58000.00 -39000.00 0.00 0.00 0.00 0.00 -53000.00 -30000.00 -58000.00 -39000.00 0.00 5966000.00 -2578000.00 -5417000.00 -18150000.00 0.00 -60118000.00 -61560000.00 -207040000.00 -217278000.00 66085000.00 58982000.00 201624000.00 199128000.00 51412000.00 43934000.00 148232000.00 125222000.00 14672000.00 15054000.00 53382000.00 73891000.00 5000.00 15000.00 1000.00 -6000.00 5000.00 0.00 0.00 -1000.00 0.00 -1000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 7577000.00 -1964000.00 -3500000.00 -17614000.00 88113000.00 91393000.00 99190000.00 107043000.00 95690000.00 89429000.00 95690000.00 89429000.00 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 1.18 0.00 0.00 0.71 0.80 0.01 0.00 4.09 3.75 0.12 5.00 1406.00 256000.00 93000.00 349000.00 19209000.00 19558000.00 932.00 366000.00 127000.00 493000.00 8371000.00 8864000.00 379.00 228000.00 74000.00 216000.00 518000.00 2262000.00 2780000.00 258.00 210000.00 68000.00 120000.00 398000.00 1154000.00 1552000.00 277.00 252000.00 75000.00 95000.00 422000.00 839000.00 1261000.00 739.00 3378000.00 414000.00 292000.00 4084000.00 4084000.00 3991.00 4690000.00 851000.00 723000.00 6264000.00 31835000.00 0.00 38099000.00 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 17801000.00 9563000.00 1986000.00 83492000.00 60276000.00 17108000.00 125212000.00 155319000.00 68383000.00 183339000.00 150904000.00 98983000.00 108766000.00 122362000.00 650359000.00 184188000.00 199120000.00 558073000.00 702798000.00 697544000.00 1394892000.00 3.96 4.18 15.13 2.35 2.05 3.04 0.00 0.00 0.00 0.00 0.00 0.00 8.63 8.71 8.78 12.75 12.75 12.75 5.00 5.00 5.00 20823.00 160863000.00 17064.00 143506000.00 26323.00 288440000.00 2174.00 16516000.00 2105.00 17745000.00 3405.00 38598000.00 1601.00 12490000.00 1434.00 12090000.00 2339.00 25798000.00 3125.00 21667000.00 2870.00 22663000.00 3889.00 41875000.00 5534.00 38377000.00 5244.00 39659000.00 7077.00 69863000.00 1081.00 8189000.00 1009.00 8431000.00 1597.00 17803000.00 3626.00 27830000.00 3242.00 27579000.00 5514.00 61880000.00 3510.00 26383000.00 3162.00 26295000.00 4841.00 53144000.00 13529.00 106739000.00 12639.00 111692000.00 18052.00 208445000.00 149.00 1247000.00 136.00 1202000.00 183.00 2196000.00 2204.00 16066000.00 2011.00 16433000.00 2974.00 31993000.00 4596.00 37511000.00 4251.00 37793000.00 6564.00 73870000.00 12599.00 88411000.00 11513.00 91035000.00 17922.00 193187000.00 240.00 2113000.00 227.00 2135000.00 288.00 3539000.00 3363.00 27657000.00 2963.00 27030000.00 4353.00 51033000.00 1018.00 7249000.00 954.00 7621000.00 1619.00 17755000.00 653.00 4657000.00 606.00 4934000.00 979.00 10801000.00 9983.00 77943000.00 8921.00 76736000.00 13219.00 147156000.00 2906.00 20890000.00 2770.00 22965000.00 5201.00 57516000.00 92714.00 702798000.00 83121.00 697544000.00 126339.00 1394892000.00 92714.00 702798000.00 83121.00 697544000.00 126339.00 1394892000.00 0.07 0.07 0.74 ES0305124051 BONOS SERIE F 153.00 100000.00 15300000.00 153.00 100000.00 15300000.00 153.00 100000.00 15300000.00 ES0305124044 BONOS SERIE E 191.00 100000.00 19100000.00 191.00 100000.00 19100000.00 191.00 100000.00 19100000.00 ES0305124036 BONOS SERIE D 230.00 100000.00 23000000.00 230.00 100000.00 23000000.00 230.00 100000.00 23000000.00 ES0305124028 BONOS SERIE C 421.00 100000.00 42100000.00 421.00 100000.00 42100000.00 421.00 100000.00 42100000.00 ES0305124010 BONOS SERIE B 306.00 100000.00 30600000.00 306.00 100000.00 30600000.00 306.00 100000.00 30600000.00 ES0305124002 BONOS SERIE A 6502.00 100000.00 650200000.00 6502.00 100000.00 650200000.00 6502.00 100000.00 650200000.00 7803.00 780300000.00 7803.00 780300000.00 7803.00 780300000.00 ES0305124051 BONOS SERIE F S 0.00 8.00 249000.00 S 15300000.00 15549000.00 ES0305124044 BONOS SERIE E S 0.00 8.00 310000.00 S 19100000.00 19410000.00 ES0305124036 BONOS SERIE D S 0.00 6.00 280000.00 S 23000000.00 23280000.00 ES0305124028 BONOS SERIE C S 0.00 3.25 277000.00 S 42100000.00 42377000.00 ES0305124010 BONOS SERIE B S 0.00 1.65 102000.00 S 30600000.00 30702000.00 ES0305124002 BONOS SERIE A NS 0.00 1.25 1648000.00 S 650200000.00 651848000.00 2866000.00 0.00 780300000.00 0.00 783166000.00 0.00 1.81 1.81 1.81 ES0305124051 BONOS SERIE F 309000.00 2397000.00 313000.00 1175000.00 ES0305124044 BONOS SERIE E 386000.00 2992000.00 390000.00 1467000.00 ES0305124036 BONOS SERIE D 349000.00 2702000.00 353000.00 1324000.00 ES0305124028 BONOS SERIE C 346000.00 2679000.00 350000.00 1313000.00 ES0305124010 BONOS SERIE B 128000.00 989000.00 129000.00 484000.00 ES0305124002 BONOS SERIE A 2054000.00 15917000.00 2077000.00 7801000.00 0.00 0.00 3572000.00 27676000.00 0.00 0.00 3612000.00 13564000.00 ES0305124051 BONOS SERIE F MDY No Rating No Rating No Rating ES0305124051 BONOS SERIE F DBRS No Rating No Rating No Rating ES0305124044 BONOS SERIE E MDY No Rating No Rating No Rating ES0305124044 BONOS SERIE E DBRS No Rating No Rating No Rating ES0305124036 BONOS SERIE D MDY Ba1 Ba1 Ba1 ES0305124036 BONOS SERIE D DBRS BB (low) BB (low) BB (low) ES0305124028 BONOS SERIE C MDY Baa3 Baa3 Baa3 ES0305124028 BONOS SERIE C DBRS BBB BBB BBB ES0305124010 BONOS SERIE B MDY A3 A3 A3 ES0305124010 BONOS SERIE B DBRS A A A ES0305124002 BONOS SERIE A DBRS AA AA AA ES0305124002 BONOS SERIE A 20180930 MDY Aa3 Aa2 Aa2 17801000.00 9563000.00 83492000.00 60276000.00 125212000.00 155319000.00 129771000.00 183339000.00 150904000.00 213972000.00 108766000.00 122362000.00 115696000.00 261690000.00 281876000.00 320861000.00 780300000.00 780300000.00 780300000.00 3.96 4.18 5.00 15300000.00 15300000.00 15300000.00 15300000.00 15300000.00 15300000.00 1.96 1.96 1.96 SCF SCF SCF A- lp / A3 lp P-2 cp A- lp / A3 lp P-2 cp A- lp / A3 lp P-2 cp BBB lp / Baa2 lp P-2 cp BBB lp / Baa2 lp P-2 cp BBB lp / Baa2 lp P-2 cp S S S 83.02 83.23 83.23 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 90.00 4982000.00 3948000.00 0.71 0.57 0.72 4982000.00 3948000.00 0.71 0.57 0.72 Nota de Valores 12.00 3626000.00 1632000.00 0.52 0.21 0.41 50000.00 51000.00 0.01 0.01 0.01 3676000.00 1683000.00 0.52 0.22 0.42 Modulo Adicional Exiten triggers de finalización del periodo de recarga: Ratio SCS AUTO 2016-1_Sep2018.pdf 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7736000.00 12556000.00 10997000.00 10318000.00