FTAP 4544 F.T.A.UCI 9 Santander de Titulizacion S.G.F.T., S.A NO NO 20200331 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 125190000.00 129070000.00 617000.00 471000.00 111965000.00 115800000.00 111965000.00 115800000.00 98095000.00 110771000.00 10382000.00 1626000.00 436000.00 431000.00 6000.00 6000.00 3006000.00 2956000.00 81000.00 81000.00 -41000.00 -71000.00 0.00 0.00 0.00 0.00 0.00 0.00 12608000.00 12799000.00 12608000.00 12799000.00 125190000.00 129070000.00 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 125190000.00 129070000.00 0.00 0.00 122497000.00 126592000.00 109993000.00 114088000.00 99609000.00 103704000.00 10382000.00 10382000.00 0.00 0.00 2000.00 2000.00 0.00 0.00 12504000.00 12504000.00 12502000.00 12502000.00 2000.00 2000.00 0.00 0.00 0.00 0.00 2693000.00 2478000.00 2680000.00 2468000.00 2000.00 2000.00 1000.00 1000.00 2677000.00 2465000.00 0.00 0.00 13000.00 10000.00 0.00 0.00 125190000.00 129070000.00 327000.00 373000.00 327000.00 373000.00 327000.00 373000.00 327000.00 373000.00 -21000.00 -24000.00 -21000.00 -24000.00 -9000.00 -12000.00 -9000.00 -12000.00 -12000.00 -12000.00 -12000.00 -12000.00 306000.00 349000.00 306000.00 349000.00 0.00 0.00 0.00 0.00 -440000.00 -472000.00 -440000.00 -472000.00 -4000.00 -5000.00 -4000.00 -5000.00 -3000.00 -3000.00 -3000.00 -3000.00 -1000.00 -2000.00 -1000.00 -2000.00 -436000.00 -467000.00 -436000.00 -467000.00 -16000.00 -15000.00 -16000.00 -15000.00 -6000.00 -6000.00 -6000.00 -6000.00 0.00 0.00 -407000.00 -446000.00 -407000.00 -446000.00 -7000.00 -7000.00 30000.00 -10000.00 30000.00 -10000.00 30000.00 -10000.00 30000.00 -10000.00 0.00 0.00 0.00 0.00 104000.00 133000.00 104000.00 133000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 83000.00 -240000.00 83000.00 -240000.00 300000.00 344000.00 300000.00 344000.00 320000.00 368000.00 320000.00 368000.00 -9000.00 -12000.00 -9000.00 -12000.00 -11000.00 -12000.00 -11000.00 -12000.00 -217000.00 -574000.00 -217000.00 -574000.00 -16000.00 -15000.00 -16000.00 -15000.00 -6000.00 -6000.00 -6000.00 -6000.00 -195000.00 -553000.00 -195000.00 -553000.00 0.00 -10000.00 0.00 -10000.00 -10000.00 -10000.00 -274000.00 369000.00 -274000.00 369000.00 -274000.00 370000.00 -274000.00 370000.00 2726000.00 2832000.00 2726000.00 2832000.00 1075000.00 1109000.00 1075000.00 1109000.00 21000.00 206000.00 21000.00 206000.00 -4096000.00 -3777000.00 -4096000.00 -3777000.00 0.00 -1000.00 0.00 -1000.00 -1000.00 -1000.00 -191000.00 129000.00 -191000.00 129000.00 12799000.00 12696000.00 12799000.00 12696000.00 12608000.00 12825000.00 12608000.00 12825000.00 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 2.70 0.03 9.81 2.56 0.04 8.53 0.00 0.00 2.70 0.03 9.81 2.56 0.04 8.53 0.00 0.00 108.00 26000.00 4000.00 30000.00 7005000.00 7035000.00 35.00 22000.00 2000.00 24000.00 1674000.00 1698000.00 13.00 12000.00 2000.00 9000.00 23000.00 658000.00 681000.00 12.00 10000.00 3000.00 4000.00 17000.00 222000.00 239000.00 10.00 16000.00 3000.00 3000.00 22000.00 267000.00 289000.00 76.00 1735000.00 73000.00 30000.00 1838000.00 167000.00 2005000.00 254.00 1821000.00 87000.00 46000.00 1954000.00 9993000.00 0.00 11947000.00 108.00 26000.00 4000.00 30000.00 7005000.00 7035000.00 12988000.00 12859000.00 54.17 35.00 22000.00 2000.00 24000.00 1674000.00 1698000.00 5701000.00 5701000.00 29.78 13.00 12000.00 2000.00 9000.00 23000.00 658000.00 681000.00 1924000.00 1924000.00 35.40 12.00 10000.00 3000.00 4000.00 17000.00 222000.00 239000.00 892000.00 892000.00 26.79 10.00 16000.00 3000.00 3000.00 22000.00 267000.00 289000.00 1774000.00 1774000.00 16.29 76.00 1735000.00 73000.00 30000.00 1838000.00 167000.00 2005000.00 8258000.00 8258000.00 24.28 254.00 1821000.00 87000.00 46000.00 1954000.00 9993000.00 0.00 11947000.00 31537000.00 37.88 174000.00 203000.00 1063000.00 863000.00 219000.00 1611000.00 2078000.00 1125000.00 656000.00 649000.00 1235000.00 986000.00 2125000.00 19088000.00 19214000.00 13647000.00 87656000.00 91360000.00 1232884000.00 111483000.00 115353000.00 1250000000.00 10.83 11.03 26.00 18.21 17.97 2.00 2992.00 89658000.00 2932.00 88321000.00 3078.00 134634000.00 438.00 20588000.00 545.00 25649000.00 3941.00 320235000.00 17.00 1159000.00 18.00 1305000.00 8683.00 738959000.00 1.00 78000.00 1.00 78000.00 613.00 56172000.00 3448.00 111483000.00 3496.00 115353000.00 16315.00 1250000000.00 32.88 33.47 64.98 1.14 1.16 5.00 5.75 5.75 9.25 0.06 0.06 3.00 925.00 23989000.00 945.00 24988000.00 4363.00 274448000.00 47.00 1411000.00 49.00 1493000.00 224.00 17113000.00 145.00 4051000.00 147.00 4205000.00 550.00 37465000.00 57.00 2549000.00 59.00 2638000.00 376.00 33522000.00 383.00 13517000.00 387.00 13862000.00 1676.00 136286000.00 39.00 1343000.00 39.00 1373000.00 161.00 12385000.00 96.00 2640000.00 97.00 2705000.00 416.00 28462000.00 103.00 3350000.00 105.00 3553000.00 462.00 36096000.00 554.00 20328000.00 560.00 21030000.00 2575.00 225364000.00 73.00 1616000.00 73.00 1655000.00 272.00 15261000.00 199.00 6211000.00 200.00 6360000.00 705.00 48960000.00 559.00 21943000.00 567.00 22752000.00 3134.00 282925000.00 19.00 409000.00 19.00 421000.00 131.00 7977000.00 8.00 300000.00 8.00 307000.00 45.00 4277000.00 9.00 382000.00 9.00 389000.00 44.00 4118000.00 173.00 4999000.00 173.00 5117000.00 913.00 57777000.00 59.00 2445000.00 59.00 2505000.00 268.00 27564000.00 3448.00 111483000.00 3496.00 115353000.00 16315.00 1250000000.00 3448.00 111483000.00 3496.00 115353000.00 16315.00 1250000000.00 1.23 1.22 0.23 ES0338222021 SERIE C 94.00 20000.00 1876000.00 94.00 20000.00 1876000.00 94.00 100000.00 9400000.00 ES0338222013 SERIE B 425.00 20000.00 8506000.00 425.00 20000.00 8506000.00 425.00 100000.00 42500000.00 ES0338222005 SERIE A 11981.00 8000.00 99609000.00 11981.00 9000.00 103704000.00 11981.00 100000.00 1198100000.00 12500.00 109991000.00 12500.00 114086000.00 12500.00 1250000000.00 ES0338222021 SERIE C S E3M 1.20 0.79 1000.00 S 1876000.00 1877000.00 ES0338222013 SERIE B S E3M 0.65 0.24 1000.00 S 8506000.00 8507000.00 ES0338222005 SERIE A NS E3M 0.27 0.00 N 99609000.00 99609000.00 2000.00 0.00 109991000.00 0.00 109993000.00 0.00 0.03 0.03 ES0338222021 SERIE C 7524000.00 4000.00 2427000.00 110000.00 7524000.00 4000.00 2411000.00 ES0338222013 SERIE B 33994000.00 5000.00 8984000.00 500000.00 33994000.00 8000.00 8960000.00 ES0338222005 SERIE A 4096000.00 1098491000.00 120412000.00 3167000.00 1083390000.00 120412000.00 4096000.00 1140009000.00 9000.00 131823000.00 3777000.00 1124908000.00 12000.00 131783000.00 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 174000.00 203000.00 1063000.00 863000.00 219000.00 1611000.00 2078000.00 1125000.00 656000.00 649000.00 1235000.00 986000.00 2125000.00 19088000.00 19214000.00 13647000.00 86164000.00 90093000.00 1232884000.00 109991000.00 114086000.00 1250000000.00 10.83 11.03 26.00 12500000.00 12500000.00 17500000.00 12500000.00 12500000.00 17500000.00 11.36 10.96 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 90.56 90.90 95.85 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1374000.00 1202000.00 1.23 1.04 0.95 1374000.00 1202000.00 1.23 1.04 0.95 capitulo II y V 18.00 1687000.00 1808000.00 1.51 1.57 1.49 1687000.00 1808000.00 1.51 1.57 1.49 capitulo V El Fondo de Reserva se encuentra en el nivel mínimo requerido UCI 9 MARZO 2020.pdf 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