FTAP 8286 F.T.A. U.C.I. 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 336656000.00 344327000.00 336656000.00 344327000.00 336656000.00 344327000.00 286692000.00 292934000.00 16289000.00 16644000.00 22805000.00 23301000.00 0.00 13869000.00 14603000.00 0.00 -2999000.00 -3155000.00 0.00 0.00 0.00 0.00 0.00 117562000.00 117785000.00 15668000.00 16221000.00 78891000.00 79554000.00 78891000.00 79554000.00 37273000.00 37969000.00 2118000.00 2157000.00 2965000.00 3021000.00 1858000.00 1810000.00 77000.00 83000.00 41146000.00 41022000.00 3002000.00 3005000.00 -9548000.00 -9513000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 23003000.00 22010000.00 23003000.00 22010000.00 454218000.00 462112000.00 363773000.00 371282000.00 0.00 0.00 363773000.00 371282000.00 342020000.00 349529000.00 269520000.00 277029000.00 72500000.00 72500000.00 0.00 0.00 0.00 21753000.00 21753000.00 21753000.00 21753000.00 0.00 0.00 0.00 0.00 90445000.00 90830000.00 0.00 0.00 42361000.00 43152000.00 42359000.00 43150000.00 42356000.00 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23003000.00 22321000.00 23003000.00 22321000.00 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 13.00 0.24 0.00 6.77 12.89 1.07 0.00 6.82 0.60 13.00 0.24 0.00 6.77 12.89 1.07 0.00 6.82 0.60 13.00 0.24 0.00 6.77 12.89 1.07 0.00 6.82 0.60 350.00 69000.00 38000.00 107000.00 80121000.00 80228000.00 134.00 86000.00 39000.00 125000.00 10800000.00 10925000.00 56.00 46000.00 20000.00 58000.00 124000.00 2808000.00 2932000.00 49.00 40000.00 21000.00 37000.00 98000.00 1511000.00 1609000.00 76.00 57000.00 45000.00 54000.00 156000.00 2250000.00 2406000.00 1502.00 41003000.00 2916000.00 1420000.00 45339000.00 7300000.00 52639000.00 2167.00 41301000.00 3079000.00 1569000.00 45949000.00 104790000.00 0.00 150739000.00 254.00 65000.00 35000.00 100000.00 72345000.00 72445000.00 49650000.00 49395000.00 145.91 101.00 83000.00 83000.00 10273000.00 10356000.00 17404000.00 17404000.00 59.50 35.00 42000.00 16000.00 49000.00 107000.00 2535000.00 2642000.00 5807000.00 5807000.00 45.50 35.00 39000.00 19000.00 34000.00 92000.00 1419000.00 1511000.00 4097000.00 4097000.00 36.88 46.00 55000.00 39000.00 46000.00 140000.00 2021000.00 2161000.00 6928000.00 6448000.00 31.19 865.00 34985000.00 2476000.00 1167000.00 38628000.00 6547000.00 45175000.00 131846000.00 131846000.00 34.26 1336.00 35269000.00 2585000.00 1296000.00 39150000.00 95140000.00 0.00 134290000.00 215732000.00 62.25 491000.00 189000.00 32000.00 511000.00 908000.00 224000.00 232000.00 273000.00 776000.00 269000.00 252000.00 153000.00 616000.00 680000.00 1028000.00 12594000.00 12954000.00 12481000.00 408444000.00 416395000.00 1435306000.00 423157000.00 431651000.00 1450000000.00 17.35 17.58 30.00 14.31 14.07 1.15 1263.00 79732000.00 1258.00 80099000.00 1411.00 100944000.00 2066.00 178056000.00 1948.00 169933000.00 1831.00 253220000.00 1294.00 125524000.00 1465.00 141082000.00 8030.00 961165000.00 63.00 7862000.00 65.00 8070000.00 267.00 34842000.00 4686.00 391174000.00 4736.00 399184000.00 11539.00 1350171000.00 53.74 54.16 68.81 2.21 2.19 4.00 10.69 10.69 11.25 0.20 0.07 1.60 1150.00 89595000.00 1167.00 91703000.00 2814.00 310852000.00 44.00 3601000.00 45.00 3652000.00 119.00 14202000.00 182.00 12003000.00 184.00 12233000.00 386.00 34346000.00 191.00 19094000.00 191.00 19391000.00 473.00 65708000.00 496.00 33702000.00 499.00 34403000.00 1076.00 107319000.00 78.00 6671000.00 78.00 6737000.00 142.00 16541000.00 116.00 8088000.00 118.00 8367000.00 290.00 26782000.00 216.00 18551000.00 217.00 18789000.00 549.00 65754000.00 612.00 60968000.00 615.00 61846000.00 1508.00 209026000.00 70.00 3297000.00 70.00 3342000.00 172.00 12713000.00 199.00 13560000.00 199.00 13734000.00 450.00 46118000.00 2637.00 98107000.00 2664.00 100142000.00 6740.00 331518000.00 84.00 5798000.00 89.00 6188000.00 270.00 25224000.00 15.00 1255000.00 15.00 1268000.00 43.00 5158000.00 13.00 1076000.00 13.00 1087000.00 36.00 3478000.00 519.00 38275000.00 525.00 39121000.00 1473.00 147199000.00 96.00 9516000.00 97.00 9648000.00 201.00 28062000.00 6718.00 423157000.00 6786.00 431651000.00 16742.00 1450000000.00 6718.00 423157000.00 6786.00 431651000.00 16742.00 1450000000.00 0.83 0.81 0.37 ES0338341029 B.T.A'S SERIE C 384.00 100000.00 38400000.00 384.00 100000.00 38400000.00 384.00 100000.00 38400000.00 ES0338341011 B.T.A'S SERIE B 341.00 100000.00 34100000.00 341.00 100000.00 34100000.00 341.00 100000.00 34100000.00 ES0338341003 B.T.A'S SERIE A 13775.00 23000.00 311876000.00 13775.00 23000.00 320176000.00 13775.00 100000.00 1377500000.00 14500.00 384376000.00 14500.00 392676000.00 14500.00 1450000000.00 ES0338341029 B.T.A'S SERIE C S E3M 0.58 0.27 3000.00 S 38400000.00 38403000.00 ES0338341011 B.T.A'S SERIE B S E3M 0.29 0.00 N 34100000.00 34100000.00 ES0338341003 B.T.A'S SERIE A NS E3M 0.15 0.00 N 311876000.00 311876000.00 3000.00 0.00 384376000.00 0.00 384379000.00 0.00 0.02 0.02 ES0338341011 B.T.A'S SERIE B 6462000.00 6462000.00 ES0338341029 B.T.A'S SERIE C 26000.00 8835000.00 28000.00 8734000.00 ES0338341003 B.T.A'S SERIE A 8300000.00 1065624000.00 151650000.00 7429000.00 1025320000.00 151650000.00 8300000.00 1065624000.00 26000.00 166947000.00 7429000.00 1025320000.00 28000.00 166846000.00 ES0338341029 B.T.A'S SERIE C 20100211 SYP B- B- BBB ES0338341011 B.T.A'S SERIE B 20150129 SYP B+ B+ A- ES0338341003 B.T.A'S SERIE A 20150129 SYP BBB BBB AAA ES0338341029 B.T.A'S SERIE C 20150310 FCH CCC CCC BB+ ES0338341011 B.T.A'S SERIE B 20190331 FCH BB+ BB A+ ES0338341003 B.T.A'S SERIE A 20180630 FCH BBB+ BBB+ AAA 491000.00 189000.00 32000.00 511000.00 908000.00 224000.00 232000.00 273000.00 776000.00 269000.00 252000.00 616000.00 680000.00 1181000.00 12594000.00 12954000.00 12481000.00 369663000.00 377420000.00 1435306000.00 384376000.00 392676000.00 1450000000.00 17.35 17.58 30.00 21750000.00 21750000.00 21750000.00 21750000.00 21750000.00 5800000.00 5.66 5.54 1.50 SANTANDER SANTANDER SANTANDER A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp A-1 cp / F-1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 S S S 81.14 81.54 95.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 56018000.00 56614000.00 13.24 13.12 12.92 56018000.00 56614000.00 13.24 13.12 12.92 Nota de Valores 18.00 41394000.00 41279000.00 9.78 9.56 9.57 41394000.00 41279000.00 9.78 9.56 9.57 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas funcionamiento_UCI 14_8286_X12019.pdf 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