FTAP 4544 F.T.A.UCI 9 Santander de Titulizacion S.G.F.T., S.A NO NO 20191231 Las modificaciones, como consecuencia del trabajo de auditoría, afectan a las casillas: 2230 y 2238 del estado S02 y 2331 y 2336 del estado S03 y 0472 y 0527 del estado S.051.B. 0.00 107571000.00 0.00 107571000.00 0.00 107571000.00 100299000.00 6221000.00 0.00 1070000.00 0.00 -19000.00 0.00 0.00 0.00 0.00 0.00 129070000.00 36904000.00 471000.00 556000.00 115800000.00 23652000.00 115800000.00 23652000.00 110771000.00 20806000.00 1626000.00 310000.00 431000.00 442000.00 6000.00 7000.00 2956000.00 2042000.00 81000.00 82000.00 -71000.00 -37000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12799000.00 12696000.00 12799000.00 12696000.00 129070000.00 144475000.00 0.00 120255000.00 0.00 0.00 0.00 120255000.00 0.00 107753000.00 0.00 98810000.00 0.00 8943000.00 0.00 0.00 0.00 0.00 0.00 12502000.00 12502000.00 0.00 0.00 0.00 0.00 129070000.00 24220000.00 0.00 0.00 126592000.00 21120000.00 114088000.00 21118000.00 103704000.00 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0.00 -19000.00 12000.00 89000.00 -39000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 88000.00 -69000.00 -680000.00 346000.00 297000.00 352000.00 1331000.00 1476000.00 317000.00 376000.00 1424000.00 1592000.00 -8000.00 -12000.00 -43000.00 -50000.00 0.00 0.00 0.00 -12000.00 -12000.00 -50000.00 -49000.00 0.00 -17000.00 -209000.00 -408000.00 -1985000.00 -1103000.00 -16000.00 -15000.00 -62000.00 -61000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -187000.00 -387000.00 -1899000.00 -1018000.00 0.00 0.00 -13000.00 -26000.00 -27000.00 0.00 0.00 0.00 0.00 0.00 -13000.00 -26000.00 -27000.00 0.00 156000.00 20000.00 783000.00 -440000.00 0.00 0.00 156000.00 21000.00 783000.00 -439000.00 2754000.00 2827000.00 11129000.00 11459000.00 962000.00 725000.00 4121000.00 4211000.00 0.00 0.00 -2000.00 50000.00 316000.00 50000.00 -3558000.00 -3581000.00 -14783000.00 -16159000.00 0.00 -1000.00 0.00 -1000.00 0.00 0.00 0.00 -1000.00 0.00 -1000.00 244000.00 -49000.00 103000.00 -94000.00 12555000.00 12745000.00 12696000.00 12790000.00 12799000.00 12696000.00 12799000.00 12696000.00 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 2.56 0.04 8.53 2.38 0.01 10.09 0.00 0.00 2.56 0.04 8.53 2.38 0.01 10.09 0.00 0.00 101.00 25000.00 3000.00 28000.00 7216000.00 7244000.00 33.00 21000.00 3000.00 24000.00 1578000.00 1602000.00 9.00 9000.00 2000.00 7000.00 18000.00 403000.00 421000.00 12.00 15000.00 3000.00 4000.00 22000.00 332000.00 354000.00 10.00 11000.00 2000.00 2000.00 15000.00 175000.00 190000.00 82.00 1771000.00 74000.00 33000.00 1878000.00 240000.00 2118000.00 247.00 1852000.00 87000.00 46000.00 1985000.00 9944000.00 0.00 11929000.00 101.00 25000.00 3000.00 28000.00 7216000.00 7244000.00 13987000.00 13987000.00 51.79 33.00 21000.00 3000.00 24000.00 1578000.00 1602000.00 4668000.00 4668000.00 34.32 9.00 9000.00 2000.00 7000.00 18000.00 403000.00 421000.00 906000.00 906000.00 46.47 12.00 15000.00 3000.00 4000.00 22000.00 332000.00 354000.00 2056000.00 2056000.00 17.22 10.00 11000.00 2000.00 2000.00 15000.00 175000.00 190000.00 1281000.00 1281000.00 14.83 82.00 1771000.00 74000.00 33000.00 1878000.00 240000.00 2118000.00 8669000.00 8669000.00 24.43 247.00 1852000.00 87000.00 46000.00 1985000.00 9944000.00 0.00 11929000.00 31567000.00 37.79 203000.00 160000.00 863000.00 411000.00 219000.00 2078000.00 1468000.00 1125000.00 649000.00 3190000.00 986000.00 862000.00 2125000.00 19214000.00 19079000.00 13647000.00 91360000.00 105578000.00 1232884000.00 115353000.00 130748000.00 1250000000.00 11.03 11.86 26.00 17.97 16.98 2.00 2932.00 88321000.00 2609.00 80322000.00 3078.00 134634000.00 545.00 25649000.00 1021.00 48157000.00 3941.00 320235000.00 18.00 1305000.00 29.00 2191000.00 8683.00 738959000.00 1.00 78000.00 1.00 78000.00 613.00 56172000.00 3496.00 115353000.00 3660.00 130748000.00 16315.00 1250000000.00 33.47 35.65 64.98 1.16 1.18 5.00 5.75 5.75 9.25 0.06 0.23 3.00 945.00 24988000.00 989.00 28397000.00 4363.00 274448000.00 49.00 1493000.00 50.00 1668000.00 224.00 17113000.00 147.00 4205000.00 151.00 4694000.00 550.00 37465000.00 59.00 2638000.00 62.00 2948000.00 376.00 33522000.00 387.00 13862000.00 404.00 15404000.00 1676.00 136286000.00 39.00 1373000.00 41.00 1500000.00 161.00 12385000.00 97.00 2705000.00 101.00 3076000.00 416.00 28462000.00 105.00 3553000.00 107.00 3914000.00 462.00 36096000.00 560.00 21030000.00 595.00 24335000.00 2575.00 225364000.00 73.00 1655000.00 75.00 1826000.00 272.00 15261000.00 200.00 6360000.00 205.00 7077000.00 705.00 48960000.00 567.00 22752000.00 599.00 25874000.00 3134.00 282925000.00 19.00 421000.00 20.00 496000.00 131.00 7977000.00 8.00 307000.00 9.00 355000.00 45.00 4277000.00 9.00 389000.00 10.00 448000.00 44.00 4118000.00 173.00 5117000.00 180.00 5780000.00 913.00 57777000.00 59.00 2505000.00 62.00 2956000.00 268.00 27564000.00 3496.00 115353000.00 3660.00 130748000.00 16315.00 1250000000.00 3496.00 115353000.00 3660.00 130748000.00 16315.00 1250000000.00 1.22 1.13 0.23 ES0338222021 SERIE C 94.00 20000.00 1876000.00 94.00 21000.00 1987000.00 94.00 100000.00 9400000.00 ES0338222013 SERIE B 425.00 20000.00 8506000.00 425.00 21000.00 9007000.00 425.00 100000.00 42500000.00 ES0338222005 SERIE A 11981.00 9000.00 103704000.00 11981.00 10000.00 117875000.00 11981.00 100000.00 1198100000.00 12500.00 114086000.00 12500.00 128869000.00 12500.00 1250000000.00 ES0338222021 SERIE C S E3M 1.20 0.80 1000.00 S 1876000.00 1877000.00 ES0338222013 SERIE B S E3M 0.65 0.25 1000.00 S 8506000.00 8507000.00 ES0338222005 SERIE A NS E3M 0.27 0.00 N 103704000.00 103704000.00 2000.00 0.00 114086000.00 0.00 114088000.00 0.00 0.03 0.03 ES0338222021 SERIE C 7524000.00 4000.00 2423000.00 7413000.00 4000.00 2407000.00 ES0338222013 SERIE B 33994000.00 4000.00 8979000.00 33493000.00 8000.00 8952000.00 ES0338222005 SERIE A 3558000.00 1094395000.00 120412000.00 3581000.00 1080225000.00 120412000.00 3558000.00 1135913000.00 8000.00 131814000.00 3581000.00 1121131000.00 12000.00 131771000.00 ES0338222021 SERIE C 20151101 SYP B B A- ES0338222021 SERIE C 20180930 MDY A1 A1 Baa2 ES0338222013 SERIE B 20151101 SYP BB BB AA ES0338222013 SERIE B 20181231 MDY Aa2 Aa2 AA- ES0338222005 SERIE A 20180630 SYP AAA AAA AAA ES0338222005 SERIE A 20180630 MDY Aa1 Aa1 Aaa 203000.00 160000.00 863000.00 411000.00 219000.00 2078000.00 1468000.00 1125000.00 649000.00 3190000.00 986000.00 862000.00 2125000.00 19214000.00 19079000.00 13647000.00 90093000.00 103699000.00 1232884000.00 114086000.00 128869000.00 1250000000.00 11.03 11.86 26.00 12500000.00 12500000.00 17500000.00 12500000.00 12500000.00 17500000.00 10.96 9.70 1.40 SANTANDER SANTANDER 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 90.90 91.47 95.85 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1202000.00 1117000.00 1.04 0.85 1.03 1202000.00 1117000.00 1.04 0.85 1.03 capitulo II y V 18.00 1808000.00 2047000.00 1.57 1.57 1.42 1808000.00 2047000.00 1.57 1.57 1.42 capitulo V El Fondo de Reserva se encuentra en el nivel mínimo requerido UCI 9 dic19.pdf 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