FTAP 10633 FT SANTANDER CONSUMER SPAIN AUTO 2016-1 Santander de Titulizacion S.G.F.T., S.A NO SI 20190630 434972000.00 435314000.00 434972000.00 435314000.00 434972000.00 435314000.00 433231000.00 434214000.00 0.00 6047000.00 4397000.00 0.00 -4306000.00 -3297000.00 0.00 0.00 0.00 0.00 0.00 0.00 359266000.00 360418000.00 259723000.00 261849000.00 259723000.00 261849000.00 255000000.00 257079000.00 0.00 2403000.00 3195000.00 230000.00 204000.00 6272000.00 4750000.00 984000.00 731000.00 -5166000.00 -4110000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 99543000.00 98569000.00 99543000.00 98569000.00 794238000.00 795732000.00 714300000.00 711753000.00 0.00 0.00 714300000.00 711753000.00 714300000.00 711753000.00 584200000.00 581653000.00 130100000.00 130100000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 79938000.00 83979000.00 0.00 0.00 68710000.00 71334000.00 68710000.00 71334000.00 66000000.00 68547000.00 0.00 0.00 2710000.00 2787000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 11228000.00 12645000.00 11210000.00 12638000.00 34000.00 35000.00 0.00 0.00 11176000.00 12603000.00 18000.00 7000.00 0.00 0.00 794238000.00 795732000.00 15115000.00 15795000.00 29578000.00 31248000.00 15115000.00 15795000.00 29578000.00 31248000.00 -3573000.00 -3573000.00 -7106000.00 -7106000.00 -3573000.00 -3573000.00 -7106000.00 -7106000.00 11542000.00 12222000.00 22472000.00 24142000.00 0.00 0.00 0.00 0.00 -10640000.00 -11334000.00 -20423000.00 -22379000.00 -16000.00 -56000.00 -36000.00 -59000.00 -2000.00 -26000.00 -5000.00 -28000.00 -14000.00 -30000.00 -31000.00 -31000.00 -10624000.00 -11278000.00 -20387000.00 -22320000.00 -45000.00 -45000.00 -89000.00 -89000.00 -10579000.00 -11233000.00 -20298000.00 -22231000.00 -902000.00 -888000.00 -2049000.00 -1763000.00 -902000.00 -888000.00 -2049000.00 -1763000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 929000.00 1238000.00 1219000.00 306000.00 11607000.00 12283000.00 23057000.00 23954000.00 15219000.00 15738000.00 30241000.00 31099000.00 -3612000.00 -3455000.00 -7184000.00 -7145000.00 -10679000.00 -11041000.00 -21814000.00 -23643000.00 -45000.00 -43000.00 -90000.00 -89000.00 -10634000.00 -10998000.00 -21724000.00 -23554000.00 1000.00 -4000.00 -24000.00 -5000.00 1000.00 -4000.00 -24000.00 -5000.00 -1769000.00 -1854000.00 -245000.00 -11383000.00 -71953000.00 -69073000.00 -141307000.00 -146917000.00 70183000.00 67219000.00 141063000.00 135534000.00 54791000.00 49278000.00 109088000.00 96820000.00 15391000.00 17939000.00 31945000.00 38710000.00 15000.00 1000.00 2000.00 15000.00 4000.00 0.00 0.00 0.00 0.00 1000.00 0.00 -1000.00 0.00 1000.00 -1000.00 -840000.00 -616000.00 974000.00 -11077000.00 100383000.00 88729000.00 98569000.00 99190000.00 99543000.00 88113000.00 99543000.00 88113000.00 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 1.76 0.00 42.70 1.30 0.00 9.24 3.75 0.12 5.00 1348.00 246000.00 86000.00 332000.00 21196000.00 21528000.00 1046.00 430000.00 143000.00 573000.00 9305000.00 9878000.00 485.00 310000.00 93000.00 344000.00 747000.00 3698000.00 4445000.00 348.00 293000.00 83000.00 148000.00 524000.00 1419000.00 1943000.00 298.00 275000.00 81000.00 104000.00 460000.00 930000.00 1390000.00 1309.00 5395000.00 727000.00 467000.00 6589000.00 0.00 6589000.00 4834.00 6949000.00 1213000.00 1063000.00 9225000.00 36548000.00 0.00 45773000.00 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 25533000.00 22601000.00 2213000.00 76435000.00 93062000.00 18691000.00 132694000.00 125974000.00 73752000.00 156037000.00 172448000.00 137609000.00 106297000.00 100850000.00 704614000.00 203554000.00 185505000.00 666234000.00 700550000.00 700440000.00 1603113000.00 3.93 3.91 15.13 2.53 2.42 3.04 0.00 0.00 0.00 0.00 0.00 0.00 8.50 8.59 8.78 15.07 12.50 12.75 5.00 5.00 5.00 21165.00 154461000.00 20751.00 156409000.00 29330.00 326047000.00 2177.00 15972000.00 2157.00 16031000.00 3768.00 43459000.00 1695.00 12877000.00 1622.00 12546000.00 2667.00 30164000.00 3132.00 20577000.00 3107.00 21143000.00 4333.00 47290000.00 5824.00 38584000.00 5502.00 36997000.00 8101.00 80990000.00 1112.00 8446000.00 1069.00 8047000.00 1805.00 20533000.00 3755.00 27664000.00 3705.00 27915000.00 6216.00 70766000.00 3650.00 26305000.00 3536.00 25934000.00 5515.00 61365000.00 14220.00 109485000.00 13688.00 105895000.00 20597.00 242773000.00 149.00 1159000.00 148.00 1211000.00 205.00 2475000.00 2316.00 15894000.00 2267.00 16398000.00 3353.00 36418000.00 4850.00 38098000.00 4679.00 37938000.00 7479.00 85275000.00 12964.00 88248000.00 12862.00 89802000.00 20357.00 223280000.00 285.00 2508000.00 276.00 2470000.00 357.00 4479000.00 3457.00 27030000.00 3370.00 27081000.00 4857.00 57747000.00 994.00 6959000.00 1020.00 7191000.00 1783.00 19865000.00 696.00 5255000.00 650.00 4799000.00 1140.00 13019000.00 10800.00 80451000.00 10495.00 81847000.00 15305.00 172389000.00 2965.00 20577000.00 2927.00 20786000.00 5766.00 64779000.00 96206.00 700550000.00 93831.00 700440000.00 142934.00 1603113000.00 96206.00 700550000.00 93831.00 700440000.00 142934.00 1603113000.00 0.09 0.09 0.74 0.01 0.01 00999 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 236000.00 S 15300000.00 15536000.00 ES0305124044 BONOS SERIE E S 0.00 8.00 293000.00 S 19100000.00 19393000.00 ES0305124036 BONOS SERIE D S 0.00 6.00 265000.00 S 23000000.00 23265000.00 ES0305124028 BONOS SERIE C S 0.00 3.25 262000.00 S 42100000.00 42362000.00 ES0305124010 BONOS SERIE B S 0.00 1.65 97000.00 S 30600000.00 30697000.00 ES0305124002 BONOS SERIE A NS 0.00 1.25 1557000.00 S 650200000.00 651757000.00 2710000.00 0.00 780300000.00 0.00 783010000.00 0.00 1.81 1.81 1.81 ES0305124044 BONOS SERIE E 390000.00 4167000.00 374000.00 2606000.00 ES0305124036 BONOS SERIE D 353000.00 3764000.00 337000.00 2353000.00 ES0305124028 BONOS SERIE C 350000.00 3732000.00 334000.00 2333000.00 ES0305124010 BONOS SERIE B 129000.00 1378000.00 123000.00 861000.00 ES0305124002 BONOS SERIE A 2077000.00 22170000.00 1988000.00 13863000.00 ES0305124051 BONOS SERIE F 0.00 313000.00 3339000.00 0.00 299000.00 2088000.00 0.00 0.00 3612000.00 38550000.00 0.00 0.00 3455000.00 24104000.00 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 ES0305124028 BONOS SERIE C MDY Baa3 Baa3 Baa3 ES0305124010 BONOS SERIE B MDY A3 A3 A3 ES0305124002 BONOS SERIE A DBRS AA AA AA ES0305124036 BONOS SERIE D 20181231 DBRS BB BB BB (low) ES0305124028 BONOS SERIE C 20181231 DBRS BBB (high) BBB (high) BBB ES0305124010 BONOS SERIE B 20181231 DBRS A (high) A (high) A ES0305124002 BONOS SERIE A 20180930 MDY Aa3 Aa3 Aa2 25533000.00 22601000.00 76435000.00 93062000.00 132694000.00 125974000.00 129771000.00 156037000.00 172448000.00 213972000.00 106297000.00 100850000.00 115696000.00 283304000.00 265365000.00 320861000.00 780300000.00 780300000.00 780300000.00 3.93 3.91 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 / A2 lp P-1 cp A- lp / A2 lp P-1 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 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 83.04 83.24 83.23 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 90.00 6476000.00 5138000.00 0.92 0.73 0.75 6476000.00 5138000.00 0.92 0.73 0.75 Nota de Valores 12.00 5844000.00 4353000.00 0.83 0.62 0.66 33000.00 48000.00 0.01 0.01 0.01 5877000.00 4401000.00 0.84 0.63 0.67 Modulo Adicional Exiten triggers de finalización del periodo de recarga: Ratio SCS AUTO 2016-1_Junio19.pdf 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