FTAP 4544 F.T.A.UCI 9 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.05.4A 121272000.00 135162000.00 121272000.00 135162000.00 121272000.00 135162000.00 113505000.00 125733000.00 7042000.00 8026000.00 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 729000.00 1418000.00 -4000.00 -15000.00 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 39119000.00 42049000.00 561000.00 637000.00 25768000.00 28722000.00 25768000.00 28722000.00 22990000.00 25609000.00 342000.00 364000.00 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 461000.00 492000.00 7000.00 9000.00 1904000.00 2170000.00 75000.00 102000.00 -11000.00 -24000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12790000.00 12690000.00 12790000.00 12690000.00 0.00 160391000.00 177211000.00 134198000.00 147878000.00 0.00 0.00 0.00 0.00 134198000.00 147878000.00 121696000.00 135376000.00 113718000.00 121984000.00 7978000.00 13392000.00 0.00 0.00 12502000.00 12502000.00 12502000.00 12502000.00 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 26193000.00 29333000.00 0.00 0.00 0.00 0.00 0.00 23336000.00 25977000.00 23334000.00 25975000.00 19273000.00 25973000.00 4059000.00 0.00 2000.00 2000.00 0.00 2000.00 2000.00 0.00 0.00 0.00 0.00 2000.00 2000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2857000.00 3356000.00 2843000.00 3343000.00 2000.00 2000.00 1000.00 1000.00 0.00 2840000.00 3340000.00 0.00 0.00 0.00 14000.00 13000.00 0.00 0.00 0.00 160391000.00 177211000.00 439000.00 541000.00 1909000.00 2357000.00 439000.00 541000.00 1909000.00 2357000.00 -27000.00 -34000.00 -114000.00 -216000.00 -13000.00 -16000.00 -55000.00 -135000.00 -14000.00 -18000.00 -59000.00 -81000.00 412000.00 507000.00 1795000.00 2141000.00 0.00 0.00 0.00 -393000.00 -502000.00 -1718000.00 -2480000.00 -16000.00 -15000.00 -73000.00 -85000.00 -2000.00 -3000.00 -9000.00 -9000.00 -12000.00 -11000.00 -45000.00 -45000.00 -2000.00 -1000.00 -19000.00 -31000.00 -377000.00 -487000.00 -1645000.00 -2395000.00 -15000.00 -14000.00 -61000.00 -59000.00 -6000.00 -6000.00 -24000.00 -24000.00 -356000.00 -467000.00 -1560000.00 -2312000.00 19000.00 26000.00 23000.00 191000.00 19000.00 26000.00 23000.00 191000.00 0.00 0.00 0.00 -38000.00 -31000.00 -100000.00 148000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -153000.00 62000.00 -384000.00 -244000.00 378000.00 489000.00 1789000.00 2136000.00 448000.00 542000.00 1948000.00 2408000.00 -13000.00 -23000.00 -56000.00 -150000.00 -44000.00 -12000.00 -44000.00 -41000.00 -13000.00 -18000.00 -59000.00 -81000.00 -509000.00 -436000.00 -2145000.00 -2344000.00 -15000.00 -14000.00 -61000.00 -59000.00 -6000.00 -6000.00 -24000.00 -24000.00 -488000.00 -416000.00 -2060000.00 -2261000.00 -22000.00 9000.00 -28000.00 -36000.00 -22000.00 9000.00 -28000.00 -36000.00 380000.00 -78000.00 484000.00 149000.00 380000.00 -75000.00 484000.00 152000.00 2941000.00 3773000.00 11920000.00 12290000.00 1202000.00 4835000.00 4659000.00 1000.00 49000.00 49000.00 509000.00 -3812000.00 -3848000.00 -16320000.00 -17307000.00 -3000.00 0.00 -3000.00 -3000.00 -3000.00 227000.00 -16000.00 100000.00 -95000.00 12563000.00 12706000.00 12690000.00 12785000.00 12790000.00 12690000.00 12790000.00 12690000.00 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 0.00 180.00 0.09 0.00 10.50 2.20 0.32 0.00 10.92 0.00 0.00 180.00 0.09 0.00 10.50 2.20 0.32 0.00 10.92 0.00 0.00 97.00 24000.00 4000.00 28000.00 7150000.00 7178000.00 30.00 15000.00 3000.00 18000.00 1524000.00 1542000.00 6.00 3000.00 1000.00 2000.00 6000.00 143000.00 149000.00 6.00 5000.00 1000.00 1000.00 7000.00 82000.00 89000.00 14.00 19000.00 2000.00 2000.00 23000.00 196000.00 219000.00 80.00 1877000.00 71000.00 39000.00 1987000.00 308000.00 2295000.00 233.00 1943000.00 82000.00 44000.00 2069000.00 9403000.00 0.00 11472000.00 97.00 24000.00 4000.00 28000.00 7150000.00 7178000.00 12805000.00 6782000.00 56.06 30.00 15000.00 3000.00 18000.00 1524000.00 1542000.00 3881000.00 2461000.00 39.73 6.00 3000.00 1000.00 3000.00 7000.00 143000.00 150000.00 518000.00 466000.00 28.96 6.00 5000.00 1000.00 1000.00 7000.00 82000.00 89000.00 561000.00 405000.00 15.86 14.00 19000.00 2000.00 2000.00 23000.00 196000.00 219000.00 1192000.00 322000.00 18.37 80.00 1877000.00 71000.00 38000.00 1986000.00 308000.00 2294000.00 8773000.00 6748000.00 26.15 233.00 1943000.00 82000.00 44000.00 2069000.00 9403000.00 0.00 11472000.00 27730000.00 41.37 171000.00 397000.00 289000.00 313000.00 219000.00 710000.00 502000.00 1125000.00 2072000.00 1054000.00 4043000.00 2605000.00 2125000.00 20628000.00 16916000.00 13647000.00 118599000.00 141533000.00 1232884000.00 146512000.00 163320000.00 1250000000.00 12.74 13.58 26.00 15.98 15.00 2.00 2484.00 79235000.00 2427.00 79564000.00 3078.00 134634000.00 1291.00 63490000.00 1519.00 77447000.00 3941.00 320235000.00 50.00 3709000.00 87.00 6231000.00 8683.00 738959000.00 1.00 78000.00 1.00 78000.00 613.00 56172000.00 3826.00 146512000.00 4034.00 163320000.00 16315.00 1250000000.00 37.77 39.84 64.98 1.21 1.31 5.00 5.75 5.75 9.25 0.21 0.32 3.00 1031.00 31905000.00 1103.00 36173000.00 4363.00 274448000.00 53.00 1838000.00 56.00 2113000.00 224.00 17113000.00 158.00 5278000.00 163.00 5747000.00 550.00 37465000.00 65.00 3323000.00 68.00 3653000.00 376.00 33522000.00 420.00 17225000.00 434.00 19015000.00 1676.00 136286000.00 41.00 1629000.00 46.00 1765000.00 161.00 12385000.00 104.00 3389000.00 108.00 3799000.00 416.00 28462000.00 110.00 4270000.00 118.00 4647000.00 462.00 36096000.00 629.00 27219000.00 653.00 30341000.00 2575.00 225364000.00 78.00 2079000.00 80.00 2296000.00 272.00 15261000.00 209.00 7811000.00 219.00 8715000.00 705.00 48960000.00 631.00 29199000.00 671.00 32476000.00 3134.00 282925000.00 22.00 643000.00 24.00 720000.00 131.00 7977000.00 9.00 394000.00 10.00 465000.00 45.00 4277000.00 10.00 479000.00 10.00 509000.00 44.00 4118000.00 191.00 6458000.00 203.00 7167000.00 913.00 57777000.00 65.00 3373000.00 68.00 3719000.00 268.00 27564000.00 3826.00 146512000.00 4034.00 163320000.00 16315.00 1250000000.00 3826.00 146512000.00 4034.00 163320000.00 16315.00 1250000000.00 1.07 1.01 0.23 ES0338222021 SERIE C 94.00 23000.00 2175000.00 94.00 26000.00 2420000.00 94.00 100000.00 9400000.00 ES0338222013 SERIE B 425.00 23000.00 9862000.00 425.00 26000.00 10972000.00 425.00 100000.00 42500000.00 ES0338222005 SERIE A 11981.00 11000.00 132991000.00 11981.00 12000.00 147956000.00 11981.00 100000.00 1198100000.00 12500.00 145028000.00 12500.00 161348000.00 12500.00 1250000000.00 ES0338222021 SERIE C S E3M 1.20 0.87 1000.00 S 2175000.00 2176000.00 ES0338222013 SERIE B S E3M 0.65 0.32 1000.00 S 9862000.00 9863000.00 ES0338222005 SERIE A NS E3M 0.27 0.00 N 132991000.00 132991000.00 2000.00 0.00 145028000.00 0.00 145030000.00 0.00 0.03 ES0338222021 SERIE C 57000.00 7306000.00 5000.00 2388000.00 58000.00 7249000.00 10000.00 2383000.00 ES0338222013 SERIE B 259000.00 33006000.00 8000.00 8920000.00 262000.00 32747000.00 13000.00 8912000.00 ES0338222005 SERIE A 3496000.00 1065611000.00 120412000.00 3528000.00 1062115000.00 120412000.00 3812000.00 1105923000.00 13000.00 131720000.00 3848000.00 1102111000.00 23000.00 131707000.00 ES0338222021 SERIE C 20151101 SYP B B A- ES0338222021 SERIE C 20160930 MDY Baa1 Baa1 Baa2 ES0338222013 SERIE B 20151101 SYP BB BB AA ES0338222013 SERIE B 20160930 MDY A2 A2 AA- ES0338222005 SERIE A 20160930 SYP AA+ AA+ AAA ES0338222005 SERIE A 20160930 MDY Aa2 Aa2 Aaa 171000.00 397000.00 289000.00 313000.00 219000.00 710000.00 502000.00 1125000.00 2072000.00 1054000.00 4043000.00 2605000.00 2125000.00 20628000.00 16916000.00 13647000.00 117115000.00 139561000.00 1232884000.00 145028000.00 161348000.00 1250000000.00 12.74 13.58 26.00 12500000.00 12500000.00 17500000.00 12500000.00 12500000.00 17500000.00 8.70 7.75 1.40 SANTANDER UK SANTANDER UK SANTANDER P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 S S S 91.70 91.70 95.85 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 90.00 732000.00 1408000.00 0.50 0.86 0.58 732000.00 1408000.00 0.50 0.86 0.58 capitulo II y V 18.00 1901000.00 2180000.00 0.15 0.17 0.15 1901000.00 2180000.00 0.15 0.17 0.15 capitulo V El Fondo de Reserva se encuentra en el nivel mínimo requerido. SANTANDER DE TITULIZACIÓN 125000.00 365 0.015 11875.00 Trimestral S UCI 6000.00 Trimestral S SANTANDER 2350.00 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 20160301 20160601 20160901 20161201 20170301 20170601 20170901 20171201 12500000.00 12500000.00 12500000.00 12500000.00 12500000.00 12500000.00 12500000.00 12500000.00 5180000.00 4929000.00 5484000.00 4318000.00 4571000.00 5276000.00 4408000.00 4337000.00 -26000.00 -38000.00 -35000.00 -21000.00 -27000.00 -21000.00 -41000.00 -16000.00 0.00 0.00 0.00 0.00 0.00 0.00 -12500000.00 -12500000.00 -12500000.00 -12500000.00 -12500000.00 -12500000.00 -12500000.00 -12500000.00 -4694000.00 -4292000.00 -4600000.00 -3863000.00 -4227000.00 -4315000.00 -4007000.00 -3813000.00 -23000.00 -21000.00 -19000.00 -18000.00 -16000.00 -15000.00 -15000.00 -14000.00 0.00 0.00 0.00 0.00 437000.00 578000.00 829000.00 416000.00 301000.00 925000.00 345000.00 494000.00 437000.00 578000.00 829000.00 416000.00 301000.00 925000.00 345000.00 494000.00 S06.UCI 9.pdf 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