FTAP 4544 F.T.A.UCI 9 Santander de Titulizacion S.G.F.T., S.A NO NO 20181231 Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan al estado S.01 107571000.00 121272000.00 107571000.00 121272000.00 107571000.00 121272000.00 100299000.00 113505000.00 6221000.00 7042000.00 0.00 0.00 1070000.00 729000.00 0.00 0.00 -19000.00 -4000.00 0.00 0.00 0.00 0.00 0.00 0.00 36904000.00 39119000.00 556000.00 561000.00 23652000.00 25768000.00 23652000.00 25768000.00 20806000.00 22990000.00 310000.00 342000.00 442000.00 461000.00 7000.00 7000.00 2042000.00 1904000.00 82000.00 75000.00 -37000.00 -11000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12696000.00 12790000.00 12696000.00 12790000.00 144475000.00 160391000.00 120255000.00 134198000.00 0.00 0.00 120255000.00 134198000.00 107753000.00 121696000.00 98810000.00 113718000.00 8943000.00 7978000.00 0.00 0.00 12502000.00 12502000.00 12502000.00 12502000.00 0.00 0.00 0.00 0.00 24220000.00 26193000.00 0.00 0.00 21120000.00 23336000.00 21118000.00 23334000.00 19065000.00 19273000.00 2051000.00 4059000.00 0.00 2000.00 2000.00 0.00 2000.00 2000.00 2000.00 2000.00 0.00 0.00 0.00 0.00 3100000.00 2857000.00 3093000.00 2843000.00 2000.00 2000.00 1000.00 1000.00 3090000.00 2840000.00 7000.00 14000.00 0.00 0.00 144475000.00 160391000.00 371000.00 439000.00 1572000.00 1909000.00 371000.00 439000.00 1572000.00 1909000.00 -24000.00 -27000.00 -112000.00 -114000.00 -12000.00 -13000.00 -50000.00 -55000.00 -12000.00 -14000.00 -49000.00 -59000.00 -13000.00 347000.00 412000.00 1460000.00 1795000.00 0.00 0.00 0.00 0.00 -356000.00 -393000.00 -1380000.00 -1718000.00 -12000.00 -16000.00 -27000.00 -73000.00 -2000.00 -2000.00 -9000.00 -9000.00 -12000.00 0.00 -45000.00 -10000.00 -2000.00 -18000.00 -19000.00 -344000.00 -377000.00 -1353000.00 -1645000.00 -15000.00 -15000.00 -61000.00 -61000.00 -6000.00 -6000.00 -24000.00 -24000.00 -323000.00 -356000.00 -1268000.00 -1560000.00 -3000.00 19000.00 -41000.00 23000.00 -3000.00 19000.00 -41000.00 23000.00 0.00 0.00 0.00 0.00 12000.00 -38000.00 -39000.00 -100000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -69000.00 -153000.00 346000.00 -384000.00 352000.00 378000.00 1476000.00 1789000.00 376000.00 448000.00 1592000.00 1948000.00 -12000.00 -13000.00 -50000.00 -56000.00 0.00 0.00 0.00 -44000.00 0.00 -12000.00 -13000.00 -49000.00 -59000.00 0.00 -17000.00 -44000.00 -408000.00 -509000.00 -1103000.00 -2145000.00 -15000.00 -15000.00 -61000.00 -61000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -387000.00 -488000.00 -1018000.00 -2060000.00 0.00 -13000.00 -22000.00 -27000.00 -28000.00 0.00 0.00 0.00 0.00 -13000.00 -22000.00 -27000.00 -28000.00 0.00 20000.00 380000.00 -440000.00 484000.00 0.00 0.00 21000.00 380000.00 -439000.00 484000.00 2827000.00 2941000.00 11459000.00 11920000.00 725000.00 1202000.00 4211000.00 4835000.00 0.00 0.00 50000.00 49000.00 50000.00 49000.00 -3581000.00 -3812000.00 -16159000.00 -16320000.00 -1000.00 0.00 -1000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -49000.00 227000.00 -94000.00 100000.00 12745000.00 12563000.00 12790000.00 12690000.00 12696000.00 12790000.00 12696000.00 12790000.00 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 2.38 0.01 10.09 1.80 0.09 0.00 10.50 0.00 0.00 1.80 0.09 0.00 10.50 0.00 0.00 114.00 25000.00 4000.00 29000.00 8160000.00 8189000.00 33.00 22000.00 3000.00 25000.00 1755000.00 1780000.00 8.00 5000.00 1000.00 4000.00 10000.00 297000.00 307000.00 8.00 8000.00 2000.00 4000.00 14000.00 308000.00 322000.00 14.00 16000.00 3000.00 4000.00 23000.00 253000.00 276000.00 84.00 2013000.00 76000.00 36000.00 2125000.00 212000.00 2337000.00 261.00 2089000.00 89000.00 48000.00 2226000.00 10985000.00 0.00 13211000.00 114.00 25000.00 4000.00 29000.00 8160000.00 8189000.00 14609000.00 14453000.00 56.05 33.00 22000.00 3000.00 25000.00 1755000.00 1780000.00 5204000.00 5204000.00 34.20 8.00 5000.00 1000.00 4000.00 10000.00 297000.00 307000.00 735000.00 735000.00 41.77 8.00 8000.00 2000.00 4000.00 14000.00 308000.00 322000.00 1297000.00 1297000.00 24.83 14.00 16000.00 3000.00 4000.00 23000.00 253000.00 276000.00 1118000.00 1118000.00 24.69 84.00 2013000.00 76000.00 36000.00 2125000.00 212000.00 2337000.00 9273000.00 9273000.00 25.20 261.00 2089000.00 89000.00 48000.00 2226000.00 10985000.00 0.00 13211000.00 32236000.00 40.98 160000.00 171000.00 411000.00 289000.00 219000.00 1468000.00 710000.00 1125000.00 3190000.00 2072000.00 862000.00 4043000.00 2125000.00 19079000.00 20628000.00 13647000.00 105578000.00 118599000.00 1232884000.00 130748000.00 146512000.00 1250000000.00 11.86 12.74 26.00 16.98 15.98 2.00 2609.00 80322000.00 2484.00 79235000.00 3078.00 134634000.00 1021.00 48157000.00 1291.00 63490000.00 3941.00 320235000.00 29.00 2191000.00 50.00 3709000.00 8683.00 738959000.00 1.00 78000.00 1.00 78000.00 613.00 56172000.00 3660.00 130748000.00 3826.00 146512000.00 16315.00 1250000000.00 35.65 37.77 64.98 1.18 1.21 5.00 5.75 5.75 9.25 0.23 0.21 3.00 989.00 28397000.00 1031.00 31905000.00 4363.00 274448000.00 50.00 1668000.00 53.00 1838000.00 224.00 17113000.00 151.00 4694000.00 158.00 5278000.00 550.00 37465000.00 62.00 2948000.00 65.00 3323000.00 376.00 33522000.00 404.00 15404000.00 420.00 17225000.00 1676.00 136286000.00 41.00 1500000.00 41.00 1629000.00 161.00 12385000.00 101.00 3076000.00 104.00 3389000.00 416.00 28462000.00 107.00 3914000.00 110.00 4270000.00 462.00 36096000.00 595.00 24335000.00 629.00 27219000.00 2575.00 225364000.00 75.00 1826000.00 78.00 2079000.00 272.00 15261000.00 205.00 7077000.00 209.00 7811000.00 705.00 48960000.00 599.00 25874000.00 631.00 29199000.00 3134.00 282925000.00 20.00 496000.00 22.00 643000.00 131.00 7977000.00 9.00 355000.00 9.00 394000.00 45.00 4277000.00 10.00 448000.00 10.00 479000.00 44.00 4118000.00 180.00 5780000.00 191.00 6458000.00 913.00 57777000.00 62.00 2956000.00 65.00 3373000.00 268.00 27564000.00 3660.00 130748000.00 3826.00 146512000.00 16315.00 1250000000.00 3660.00 130748000.00 3826.00 146512000.00 16315.00 1250000000.00 1.13 1.07 0.23 ES0338222021 SERIE C 94.00 21000.00 1987000.00 94.00 23000.00 2175000.00 94.00 100000.00 9400000.00 ES0338222013 SERIE B 425.00 21000.00 9007000.00 425.00 23000.00 9862000.00 425.00 100000.00 42500000.00 ES0338222005 SERIE A 11981.00 10000.00 117875000.00 11981.00 11000.00 132991000.00 11981.00 100000.00 1198100000.00 12500.00 128869000.00 12500.00 145028000.00 12500.00 1250000000.00 ES0338222021 SERIE C S E3M 1.20 0.89 1000.00 S 1987000.00 1988000.00 ES0338222013 SERIE B S E3M 0.65 0.34 1000.00 S 9007000.00 9008000.00 ES0338222005 SERIE A NS E3M 0.27 0.00 N 117875000.00 117875000.00 2000.00 0.00 128869000.00 0.00 128871000.00 0.00 0.03 0.03 ES0338222021 SERIE C 7413000.00 4000.00 2407000.00 57000.00 7306000.00 5000.00 2388000.00 ES0338222013 SERIE B 33493000.00 8000.00 8952000.00 259000.00 33006000.00 8000.00 8920000.00 ES0338222005 SERIE A 3581000.00 1080225000.00 120412000.00 3496000.00 1065611000.00 120412000.00 3581000.00 1121131000.00 12000.00 131771000.00 3812000.00 1105923000.00 13000.00 131720000.00 ES0338222021 SERIE C 20151101 SYP B B A- ES0338222021 SERIE C 20180930 MDY A1 Baa1 Baa2 ES0338222013 SERIE B 20151101 SYP BB BB AA ES0338222013 SERIE B 20181231 MDY Aa2 A2 AA- ES0338222005 SERIE A 20180630 SYP AAA AA+ AAA ES0338222005 SERIE A 20180630 MDY Aa1 Aa2 Aaa 160000.00 171000.00 411000.00 289000.00 219000.00 1468000.00 710000.00 1125000.00 3190000.00 2072000.00 862000.00 4043000.00 2125000.00 19079000.00 20628000.00 13647000.00 103699000.00 117115000.00 1232884000.00 128869000.00 145028000.00 1250000000.00 11.86 12.74 26.00 12500000.00 12500000.00 17500000.00 12500000.00 12500000.00 17500000.00 9.70 8.70 1.40 SANTANDER SANTANDER UK SANTANDER P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 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 91.47 91.70 95.85 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1117000.00 732000.00 0.85 0.50 0.82 1117000.00 732000.00 0.85 0.50 0.82 capitulo II y V 18.00 2047000.00 1901000.00 1.57 1.30 1.63 2047000.00 1901000.00 1.57 1.30 1.63 capitulo V El Fondo de Reserva se encuentra en el nivel mínimo requerido UCI 9_Dic2018.pdf 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