FTAP 4544 F.T.A.UCI 9 Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 104082000.00 107571000.00 104082000.00 107571000.00 104082000.00 107571000.00 97193000.00 100299000.00 6028000.00 6221000.00 0.00 0.00 880000.00 1070000.00 0.00 0.00 -19000.00 -19000.00 0.00 0.00 0.00 0.00 0.00 0.00 36504000.00 36904000.00 484000.00 556000.00 23195000.00 23652000.00 23195000.00 23652000.00 20310000.00 20806000.00 303000.00 310000.00 449000.00 442000.00 6000.00 7000.00 2092000.00 2042000.00 83000.00 82000.00 -48000.00 -37000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12825000.00 12696000.00 12825000.00 12696000.00 140586000.00 144475000.00 116981000.00 120255000.00 0.00 0.00 116981000.00 120255000.00 104479000.00 107753000.00 95807243.00 98810000.00 8671757.00 8943000.00 0.00 0.00 0.00 0.00 12502000.00 12502000.00 12502000.00 12502000.00 0.00 0.00 0.00 0.00 23605000.00 24220000.00 0.00 0.00 20617000.00 21120000.00 20615000.00 21118000.00 18902757.00 19065000.00 1710243.00 2051000.00 0.00 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-240000.00 188000.00 -240000.00 188000.00 344000.00 376000.00 344000.00 376000.00 368000.00 413000.00 368000.00 413000.00 -12000.00 -13000.00 -12000.00 -13000.00 -11000.00 -11000.00 -12000.00 -13000.00 -12000.00 -13000.00 -574000.00 -187000.00 -574000.00 -187000.00 -15000.00 -15000.00 -15000.00 -15000.00 -6000.00 -6000.00 -6000.00 -6000.00 -553000.00 -166000.00 -553000.00 -166000.00 -10000.00 -1000.00 -10000.00 -1000.00 -10000.00 -1000.00 -10000.00 -1000.00 369000.00 -274000.00 369000.00 -274000.00 370000.00 -274000.00 370000.00 -274000.00 2832000.00 2901000.00 2832000.00 2901000.00 1109000.00 911000.00 1109000.00 911000.00 206000.00 206000.00 -3777000.00 -4086000.00 -3777000.00 -4086000.00 -1000.00 0.00 -1000.00 0.00 -1000.00 -1000.00 129000.00 -86000.00 129000.00 -86000.00 12696000.00 12790000.00 12696000.00 12790000.00 12825000.00 12704000.00 12825000.00 12704000.00 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 2.34 0.00 2.38 0.01 10.09 0.00 0.00 2.34 0.00 2.38 0.01 10.09 0.00 0.00 88.00 20000.00 4000.00 24000.00 6777000.00 6801000.00 30.00 18000.00 3000.00 21000.00 1385000.00 1406000.00 6.00 4000.00 1000.00 5000.00 125000.00 130000.00 6.00 5000.00 1000.00 3000.00 9000.00 223000.00 232000.00 14.00 17000.00 3000.00 6000.00 26000.00 401000.00 427000.00 86.00 2066000.00 79000.00 37000.00 2182000.00 131000.00 2313000.00 230.00 2130000.00 90000.00 47000.00 2267000.00 9042000.00 0.00 11309000.00 88.00 20000.00 4000.00 24000.00 6777000.00 6801000.00 11784000.00 11784000.00 57.71 30.00 18000.00 3000.00 21000.00 1385000.00 1406000.00 4588000.00 4588000.00 30.65 6.00 4000.00 1000.00 5000.00 125000.00 130000.00 607000.00 607000.00 21.42 6.00 5000.00 1000.00 3000.00 9000.00 223000.00 232000.00 550000.00 550000.00 42.18 14.00 17000.00 3000.00 6000.00 26000.00 401000.00 427000.00 1837000.00 1837000.00 23.24 86.00 2066000.00 79000.00 37000.00 2182000.00 131000.00 2313000.00 9136000.00 9136000.00 25.32 230.00 2130000.00 90000.00 47000.00 2267000.00 9042000.00 0.00 11309000.00 28502000.00 39.68 158000.00 160000.00 372000.00 411000.00 219000.00 1817000.00 1468000.00 1125000.00 2455000.00 3190000.00 883000.00 862000.00 2125000.00 18846000.00 19079000.00 13647000.00 102275000.00 105578000.00 1232884000.00 126806000.00 130748000.00 1250000000.00 11.67 11.86 26.00 17.21 16.98 2.00 2670.00 81385000.00 2609.00 80322000.00 3078.00 134634000.00 922.00 43385000.00 1021.00 48157000.00 3941.00 320235000.00 26.00 1958000.00 29.00 2191000.00 8683.00 738959000.00 1.00 78000.00 1.00 78000.00 613.00 56172000.00 3619.00 126806000.00 3660.00 130748000.00 16315.00 1250000000.00 35.11 35.65 64.98 1.19 1.18 5.00 5.75 5.75 9.25 0.23 0.23 3.00 977.00 27545000.00 989.00 28397000.00 4363.00 274448000.00 50.00 1613000.00 50.00 1668000.00 224.00 17113000.00 149.00 4560000.00 151.00 4694000.00 550.00 37465000.00 62.00 2895000.00 62.00 2948000.00 376.00 33522000.00 399.00 15003000.00 404.00 15404000.00 1676.00 136286000.00 41.00 1468000.00 41.00 1500000.00 161.00 12385000.00 99.00 2938000.00 101.00 3076000.00 416.00 28462000.00 107.00 3833000.00 107.00 3914000.00 462.00 36096000.00 586.00 23472000.00 595.00 24335000.00 2575.00 225364000.00 75.00 1786000.00 75.00 1826000.00 272.00 15261000.00 205.00 6857000.00 205.00 7077000.00 705.00 48960000.00 589.00 25119000.00 599.00 25874000.00 3134.00 282925000.00 20.00 483000.00 20.00 496000.00 131.00 7977000.00 9.00 348000.00 9.00 355000.00 45.00 4277000.00 10.00 441000.00 10.00 448000.00 44.00 4118000.00 179.00 5585000.00 180.00 5780000.00 913.00 57777000.00 62.00 2860000.00 62.00 2956000.00 268.00 27564000.00 3619.00 126806000.00 3660.00 130748000.00 16315.00 1250000000.00 3619.00 126806000.00 3660.00 130748000.00 16315.00 1250000000.00 1.15 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 10000.00 114710000.00 11981.00 10000.00 117875000.00 11981.00 100000.00 1198100000.00 12500.00 125092000.00 12500.00 128869000.00 12500.00 1250000000.00 ES0338222021 SERIE C S E3M 1.20 0.89 1000.00 S 1876000.00 1877000.00 ES0338222013 SERIE B S E3M 0.65 0.34 1000.00 S 8506000.00 8507000.00 ES0338222005 SERIE A NS E3M 0.27 0.00 N 114710000.00 114710000.00 2000.00 0.00 125092000.00 0.00 125094000.00 0.00 0.03 0.03 ES0338222021 SERIE C 110000.00 7524000.00 4000.00 2411000.00 61000.00 7286000.00 5000.00 2393000.00 ES0338222013 SERIE B 500000.00 33994000.00 8000.00 8960000.00 278000.00 32916000.00 8000.00 8928000.00 ES0338222005 SERIE A 3167000.00 1083390000.00 120412000.00 3747000.00 1068855000.00 120412000.00 3777000.00 1124908000.00 12000.00 131783000.00 4086000.00 1109057000.00 13000.00 131733000.00 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 158000.00 160000.00 372000.00 411000.00 219000.00 1817000.00 1468000.00 1125000.00 2455000.00 3190000.00 883000.00 862000.00 2125000.00 18846000.00 19079000.00 13647000.00 100561000.00 103699000.00 1232884000.00 125092000.00 128869000.00 1250000000.00 11.67 11.86 26.00 12500000.00 12500000.00 17500000.00 12500000.00 12500000.00 17500000.00 9.99 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 91.70 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 874000.00 1117000.00 0.69 0.85 0.56 874000.00 1117000.00 0.69 0.85 0.56 capitulo II y V 18.00 2098000.00 2047000.00 1.65 1.57 1.65 2098000.00 2047000.00 1.65 1.57 1.65 capitulo V El Fondo de Reserva se encuentra en el nivel mínimo requerido UCI 9 mar19.pdf 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