FTAP 9227 F.T.A. SANTANDER 2 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, S.05.1 B, S.05.1 C, S.05.2.D y S.05.3.A, así como a la incorporación del estado S.06 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1209449000.00 1129976000.00 768000.00 636000.00 935394000.00 900588000.00 935394000.00 900588000.00 934180000.00 900140000.00 1214000.00 448000.00 0.00 0.00 0.00 0.00 0.00 0.00 273287000.00 228752000.00 273287000.00 228752000.00 1209449000.00 1129976000.00 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 1209449000.00 1129976000.00 0.00 0.00 1178351000.00 1099889000.00 1080233000.00 1040223000.00 1080000000.00 1039936000.00 233000.00 287000.00 0.00 98118000.00 59666000.00 98046000.00 59604000.00 72000.00 62000.00 0.00 0.00 0.00 0.00 31098000.00 30087000.00 31012000.00 30029000.00 9000.00 9000.00 1000.00 1000.00 33957000.00 33957000.00 -2955000.00 -3938000.00 86000.00 58000.00 0.00 0.00 1209449000.00 1129976000.00 4486000.00 4484000.00 15958000.00 21003000.00 4265000.00 4113000.00 15083000.00 19286000.00 221000.00 371000.00 875000.00 1717000.00 -549000.00 -720000.00 -1970000.00 -3865000.00 -50000.00 -10000.00 -671000.00 -549000.00 -670000.00 -1960000.00 -3194000.00 3937000.00 3764000.00 13988000.00 17138000.00 0.00 0.00 0.00 0.00 -450000.00 -325000.00 -776000.00 -996000.00 -12000.00 -12000.00 -47000.00 -51000.00 -12000.00 -12000.00 -47000.00 -51000.00 -438000.00 -313000.00 -729000.00 -945000.00 -72000.00 -69000.00 -258000.00 -276000.00 -6000.00 -6000.00 -24000.00 -24000.00 -360000.00 -238000.00 -447000.00 -645000.00 -2551000.00 -2559000.00 -12046000.00 -15706000.00 -2551000.00 -2559000.00 -12046000.00 -15706000.00 0.00 0.00 0.00 0.00 646000.00 -29000.00 -183000.00 -29000.00 -1582000.00 -851000.00 -983000.00 -407000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -640000.00 -533000.00 13235000.00 16067000.00 -523000.00 -320000.00 14000000.00 17064000.00 15083000.00 19286000.00 0.00 0.00 -10000.00 -671000.00 371000.00 877000.00 1717000.00 -523000.00 -691000.00 -1950000.00 -3268000.00 -77000.00 -75000.00 -281000.00 -300000.00 -71000.00 -69000.00 -257000.00 -276000.00 -6000.00 -6000.00 -24000.00 -24000.00 -40000.00 -138000.00 -484000.00 -697000.00 -40000.00 -138000.00 -484000.00 -697000.00 -38670000.00 -12858000.00 31300000.00 -15387000.00 800000000.00 739998000.00 1800000000.00 1879684000.00 -1384000000.00 -1443463000.00 -4027163000.00 -4792664000.00 522330000.00 762330000.00 2220021000.00 2963250000.00 1122327000.00 1122327000.00 3980015000.00 4802481000.00 3000.00 3000.00 6000.00 98000.00 -600000000.00 -360000000.00 -1760000000.00 -1839329000.00 23000000.00 -71723000.00 38442000.00 -65657000.00 23000000.00 131566000.00 108808000.00 273456000.00 -203289000.00 -70366000.00 -339113000.00 -39310000.00 -13391000.00 44535000.00 680000.00 312597000.00 242143000.00 228752000.00 228072000.00 273287000.00 228752000.00 273287000.00 228752000.00 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 0.13 1.91 15.55 0.05 1.26 12.11 2.50 0.00 0.00 704.00 3706000.00 3706000.00 3706000.00 391.00 1985000.00 1985000.00 1985000.00 57.00 1214000.00 1214000.00 1214000.00 0.00 0.00 0.00 0.00 12.00 0.00 0.00 1164.00 6905000.00 0.00 0.00 6905000.00 0.00 0.00 6905000.00 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 935394000.00 900588000.00 500000000.00 935394000.00 900588000.00 500000000.00 0.11 0.11 0.83 0.06 0.06 0.00 0.00 0.00 0.00 0.00 0.00 0.00 31694.00 152207000.00 33147.00 145525000.00 30000.00 107031000.00 4283.00 41488000.00 5486.00 37711000.00 7000.00 19459000.00 1139.00 9224000.00 1007.00 10756000.00 1000.00 6525000.00 1265.00 7467000.00 1677.00 16542000.00 1000.00 7277000.00 2682.00 14797000.00 2821.00 12272000.00 1000.00 6178000.00 3136.00 20677000.00 3386.00 18669000.00 4000.00 11381000.00 5934.00 44404000.00 6557.00 32002000.00 5000.00 19100000.00 8957.00 45456000.00 9762.00 47992000.00 15000.00 20534000.00 29742.00 154916000.00 44078.00 148844000.00 100000.00 80244000.00 29.00 395000.00 48.00 358000.00 1000.00 89000.00 2070.00 11587000.00 2450.00 8881000.00 1000.00 4463000.00 4358.00 28870000.00 4870.00 34745000.00 6000.00 16939000.00 22976.00 122819000.00 26630.00 126017000.00 30000.00 56190000.00 40.00 127000.00 17.00 81000.00 300.00 31000.00 6920.00 45322000.00 8254.00 45496000.00 6000.00 24980000.00 1654.00 13092000.00 2274.00 11170000.00 6000.00 6515000.00 1228.00 8933000.00 1924.00 11469000.00 2000.00 5595000.00 27768.00 123975000.00 34781.00 122283000.00 32700.00 71691000.00 8519.00 89638000.00 8187.00 69775000.00 12255.00 35778000.00 164394.00 935394000.00 197356.00 900588000.00 261255.00 500000000.00 164394.00 935394000.00 197356.00 900588000.00 261255.00 500000000.00 6.38 6.09 56.02 1.86 2229 1.04 1011 22.62 2041 27.00 100000.00 1080000000.00 36.00 100000.00 1040000000.00 50.00 100000.00 500000000.00 27.00 1080000000.00 36.00 1040000000.00 50.00 500000000.00 ES0537713FN2 Cupón cero y valores emitidos a descuento NS descuento 0.00 0.00 9000.00 40000000.00 40009000.00 ES0537713FM4 Cupón cero y valores emitidos a descuento NS descuento 0.00 0.00 7000.00 40000000.00 40007000.00 ES0537713FL6 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.01 9000.00 40000000.00 40009000.00 ES0537713FK8 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.01 9000.00 40000000.00 40009000.00 ES0537713FJ0 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.01 9000.00 40000000.00 40009000.00 ES0537713FI2 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.01 8000.00 40000000.00 40008000.00 ES0537713FH4 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.02 9000.00 40000000.00 40009000.00 ES0537713FG6 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.02 9000.00 40000000.00 40009000.00 ES0537713FF8 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.06 9000.00 40000000.00 40009000.00 ES0537713FE1 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.07 9000.00 40000000.00 40009000.00 ES0537713FD3 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.05 9000.00 40000000.00 40009000.00 ES0537713FC5 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.05 9000.00 40000000.00 40009000.00 ES0537713FB7 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.06 9000.00 40000000.00 40009000.00 ES0537713FA9 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.07 9000.00 40000000.00 40009000.00 ES0537713EZ9 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.07 8000.00 40000000.00 40008000.00 ES0537713EY2 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.08 9000.00 40000000.00 40009000.00 ES0537713EX4 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.08 7000.00 40000000.00 40007000.00 ES0537713EW6 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.09 9000.00 40000000.00 40009000.00 ES0537713EV8 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.09 9000.00 40000000.00 40009000.00 ES0537713EU0 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.10 9000.00 40000000.00 40009000.00 ES0537713ET2 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.07 7000.00 40000000.00 40007000.00 ES0537713EQ8 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.04 9000.00 40000000.00 40009000.00 ES0537713EP0 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.05 9000.00 40000000.00 40009000.00 ES0537713EO3 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.06 7000.00 40000000.00 40007000.00 ES0537713EN5 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.02 9000.00 40000000.00 40009000.00 ES0537713EM7 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.02 9000.00 40000000.00 40009000.00 ES0537713EL9 Cupón cero y valores emitidos a descuento NS descuento 0.00 -0.03 9000.00 40000000.00 40009000.00 233000.00 0.00 1080000000.00 0.00 1080233000.00 0.00 600000000.00 360000000.00 0.00 600000000.00 0.00 0.00 0.00 360000000.00 0.00 0.00 0.00 S&P A2 A2 A1 1080000000.00 1040000000.00 500000000.00 1080000000.00 1040000000.00 500000000.00 0.11 0.11 1.00 98046000.00 59604000.00 98046000.00 59604000.00 9.08 5.73 1080000000.00 1040000000.00 500000000.00 100.00 100.00 100.00 N N N 100.00 100.00 100.00 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 SANTANDER DE TITULIZACIÓN 90000.00 365 0.020 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER Trimestral S 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 Informe cumplimiento reglas funcionamiento_FTA SANTANDER 2_9227_2S2017.pdf 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