FTAP 8749 F.T.A. SANTANDER EMPRESAS 3 Santander de Titulizacion S.G.F.T., S.A NO NO 20190331 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 229001000.00 237137000.00 16917000.00 17512000.00 196250000.00 203948000.00 184471000.00 191368000.00 177513000.00 183232000.00 0.00 66000.00 67000.00 5000.00 4000.00 12523000.00 13868000.00 2000.00 2000.00 -5638000.00 -5805000.00 0.00 11779000.00 12580000.00 11779000.00 12580000.00 0.00 0.00 0.00 0.00 0.00 15834000.00 15677000.00 15834000.00 15677000.00 229001000.00 237137000.00 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 217451000.00 224787000.00 0.00 0.00 217272000.00 224615000.00 217270000.00 224580000.00 230039000.00 76261000.00 161000000.00 -17757000.00 -17649000.00 259000.00 261000.00 4729000.00 4707000.00 0.00 0.00 1282000.00 1282000.00 -1422000.00 -1421000.00 1000.00 7000.00 139000.00 132000.00 0.00 0.00 2000.00 35000.00 2000.00 35000.00 179000.00 172000.00 15000.00 15000.00 15000.00 15000.00 251000.00 245000.00 25443000.00 25443000.00 -25694000.00 -25688000.00 164000.00 157000.00 11550000.00 12350000.00 11550000.00 12350000.00 229001000.00 237137000.00 325000.00 409000.00 325000.00 409000.00 325000.00 409000.00 325000.00 409000.00 -311000.00 -300000.00 -311000.00 -300000.00 -310000.00 -299000.00 -310000.00 -299000.00 -1000.00 -1000.00 -1000.00 -1000.00 266000.00 135000.00 266000.00 135000.00 280000.00 244000.00 280000.00 244000.00 0.00 0.00 0.00 0.00 -119000.00 -301000.00 -119000.00 -301000.00 -7000.00 -27000.00 -7000.00 -27000.00 -3000.00 -2000.00 -3000.00 -2000.00 -9000.00 -9000.00 -4000.00 -16000.00 -4000.00 -16000.00 -112000.00 -274000.00 -112000.00 -274000.00 -17000.00 -17000.00 -17000.00 -17000.00 -6000.00 -6000.00 -6000.00 -6000.00 -190000.00 -190000.00 -89000.00 -61000.00 -89000.00 -61000.00 -371000.00 -940000.00 -371000.00 -940000.00 -371000.00 -940000.00 -371000.00 -940000.00 0.00 0.00 0.00 0.00 95000.00 158000.00 95000.00 158000.00 115000.00 839000.00 115000.00 839000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 182000.00 138000.00 182000.00 138000.00 287000.00 306000.00 287000.00 306000.00 309000.00 393000.00 309000.00 393000.00 -290000.00 -286000.00 -290000.00 -286000.00 595000.00 640000.00 595000.00 640000.00 -327000.00 -432000.00 -327000.00 -432000.00 -9000.00 -9000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -18000.00 -87000.00 -150000.00 -87000.00 -150000.00 -124000.00 -150000.00 -124000.00 -150000.00 37000.00 37000.00 -25000.00 -576000.00 -25000.00 -576000.00 11000.00 -576000.00 11000.00 -576000.00 4802000.00 6156000.00 4802000.00 6156000.00 1226000.00 1754000.00 1226000.00 1754000.00 10000.00 146000.00 10000.00 146000.00 21000.00 86000.00 21000.00 86000.00 1174000.00 420000.00 1174000.00 420000.00 -7222000.00 -9138000.00 -7222000.00 -9138000.00 -36000.00 0.00 -36000.00 0.00 -36000.00 -36000.00 157000.00 -438000.00 157000.00 -438000.00 15677000.00 14880000.00 15677000.00 14880000.00 15834000.00 14442000.00 15834000.00 14442000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -534000.00 27000.00 -534000.00 27000.00 -534000.00 27000.00 -534000.00 27000.00 -266000.00 -135000.00 -266000.00 -135000.00 800000.00 108000.00 800000.00 108000.00 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 6.59 16.13 0.25 7.03 15.50 0.28 8.19 0.10 0.00 0.00 76.00 116000.00 2000.00 118000.00 15413000.00 15531000.00 30.00 41000.00 4000.00 45000.00 3027000.00 3072000.00 17.00 15000.00 1000.00 8000.00 24000.00 1147000.00 1171000.00 2.00 5000.00 1000.00 6000.00 109000.00 115000.00 5.00 41000.00 41000.00 41000.00 296.00 11206000.00 1000.00 103000.00 11310000.00 11310000.00 426.00 11424000.00 8000.00 112000.00 11544000.00 19696000.00 0.00 31240000.00 75.00 108000.00 6000.00 114000.00 15274000.00 15388000.00 25129000.00 25129000.00 61.24 30.00 22000.00 22000.00 3027000.00 3049000.00 4982000.00 4982000.00 61.20 17.00 15000.00 1000.00 7000.00 23000.00 1147000.00 1170000.00 2035000.00 2035000.00 57.49 2.00 5000.00 1000.00 6000.00 109000.00 115000.00 670000.00 670000.00 17.16 5.00 41000.00 41000.00 41000.00 322000.00 322000.00 12.73 294.00 11200000.00 103000.00 11303000.00 11303000.00 74013000.00 68908000.00 15.27 423.00 11391000.00 7000.00 111000.00 11509000.00 19557000.00 0.00 31066000.00 107151000.00 28.99 11933000.00 12921000.00 374447000.00 5939000.00 4115000.00 403577000.00 3660000.00 7233000.00 240639000.00 2008000.00 1801000.00 396194000.00 3454000.00 3127000.00 341982000.00 35447000.00 36059000.00 644426000.00 127595000.00 131844000.00 1098735000.00 190036000.00 197100000.00 3500000000.00 12.96 12.99 9.00 14.05 13.81 1.00 569.00 30637000.00 563.00 31326000.00 1298.00 852410000.00 485.00 44461000.00 478.00 43290000.00 749.00 125701000.00 466.00 57254000.00 486.00 54275000.00 712.00 153472000.00 211.00 30158000.00 228.00 38521000.00 462.00 120316000.00 86.00 14808000.00 90.00 15575000.00 328.00 88191000.00 21.00 4186000.00 24.00 4754000.00 218.00 68458000.00 4.00 666000.00 5.00 784000.00 166.00 55180000.00 2.00 456000.00 4.00 867000.00 918.00 1844.00 182626000.00 1878.00 189392000.00 4851.00 1463728000.00 66.99 68.41 75.47 0.68 0.67 4.59 8.38 8.38 18.00 0.00 0.00 1.50 274.00 22528000.00 277.00 23416000.00 3094.00 437855000.00 79.00 7492000.00 81.00 7724000.00 1275.00 115617000.00 43.00 3078000.00 44.00 3157000.00 482.00 44319000.00 43.00 5399000.00 43.00 5506000.00 518.00 79257000.00 178.00 17866000.00 185.00 18775000.00 2084.00 227330000.00 57.00 4321000.00 58.00 4553000.00 819.00 59037000.00 140.00 10107000.00 142.00 10357000.00 1895.00 139886000.00 91.00 7666000.00 91.00 7849000.00 1263.00 122146000.00 275.00 34869000.00 279.00 35660000.00 3573.00 621617000.00 1.00 45000.00 1.00 47000.00 8.00 273000.00 66.00 3312000.00 66.00 3399000.00 637.00 40994000.00 89.00 6219000.00 91.00 6399000.00 1136.00 107433000.00 246.00 37315000.00 249.00 38579000.00 2945.00 845302000.00 1.00 16000.00 2.00 19000.00 27.00 1359000.00 42.00 3625000.00 44.00 3709000.00 620.00 107856000.00 12.00 1792000.00 12.00 1870000.00 338.00 45915000.00 16.00 1538000.00 18.00 1603000.00 256.00 32604000.00 160.00 12439000.00 164.00 13172000.00 2002.00 231573000.00 78.00 10409000.00 81.00 11306000.00 1021.00 239627000.00 1891.00 190036000.00 1928.00 197100000.00 23993.00 3500000000.00 1891.00 190036000.00 1928.00 197100000.00 23993.00 3500000000.00 8.07 8.10 10.02 3.08 5510 3.04 5510 25.92 70 ES0337710075 BONOS SERIE F 455.00 100000.00 45500000.00 455.00 100000.00 45500000.00 455.00 100000.00 45500000.00 ES0337710067 BONOS SERIE E 455.00 100000.00 45500000.00 455.00 100000.00 45500000.00 455.00 100000.00 45500000.00 ES0337710059 BONOS SERIE D 700.00 100000.00 70000000.00 700.00 100000.00 70000000.00 700.00 100000.00 70000000.00 ES0337710042 BONOS SERIE C 1173.00 59000.00 69039000.00 1173.00 65000.00 76261000.00 1173.00 100000.00 117300000.00 ES0337710034 BONOS SERIE B 397.00 397.00 397.00 100000.00 39700000.00 ES0337710026 BONOS SERIE A3 6275.00 6275.00 6275.00 100000.00 627500000.00 ES0337710018 BONOS SERIE A2 18000.00 18000.00 18000.00 100000.00 1800000000.00 ES0337710000 BONOS SERIE A1 8000.00 8000.00 8000.00 100000.00 800000000.00 35455.00 230039000.00 35455.00 237261000.00 35455.00 3545500000.00 ES0337710075 BONOS SERIE F S E3M 0.50 0.19 18000.00 4729000.00 S 45500000.00 50247000.00 -17757000.00 ES0337710067 BONOS SERIE E S E3M 2.30 1.99 189000.00 S 45500000.00 45689000.00 ES0337710059 BONOS SERIE D S E3M 0.65 0.34 50000.00 S 70000000.00 70050000.00 ES0337710042 BONOS SERIE C NS E3M 0.32 0.01 2000.00 S 69039000.00 69041000.00 ES0337710034 BONOS SERIE B NS E3M 0.28 0.00 N ES0337710026 BONOS SERIE A3 NS E3M 0.25 0.00 N ES0337710018 BONOS SERIE A2 NS E3M 0.17 0.00 N ES0337710000 BONOS SERIE A1 NS E3M 0.08 0.00 N 259000.00 4729000.00 230039000.00 0.00 235027000.00 -17757000.00 0.53 0.51 4.24 ES0337710075 BONOS SERIE F 2575000.00 2575000.00 ES0337710067 BONOS SERIE E 231000.00 16298000.00 229000.00 15387000.00 ES0337710059 BONOS SERIE D 59000.00 14020000.00 57000.00 13789000.00 ES0337710034 BONOS SERIE B 39700000.00 6811000.00 39700000.00 6811000.00 ES0337710026 BONOS SERIE A3 627500000.00 63702000.00 627500000.00 63702000.00 ES0337710018 BONOS SERIE A2 1800000000.00 163409000.00 1800000000.00 163409000.00 ES0337710000 BONOS SERIE A1 800000000.00 22188000.00 800000000.00 22188000.00 ES0337710042 BONOS SERIE C 7222000.00 48261000.00 17788000.00 9138000.00 16607000.00 17788000.00 7222000.00 3315461000.00 290000.00 306791000.00 9138000.00 3283807000.00 286000.00 305649000.00 ES0337710034 BONOS SERIE B SYP --- --- AA ES0337710034 BONOS SERIE B MDY --- --- Aa2 ES0337710034 BONOS SERIE B FCH --- --- AA ES0337710026 BONOS SERIE A3 SYP --- --- AAA ES0337710026 BONOS SERIE A3 MDY --- --- Aaa ES0337710026 BONOS SERIE A3 FCH --- --- AAA ES0337710018 BONOS SERIE A2 SYP --- --- AAA ES0337710018 BONOS SERIE A2 MDY --- --- Aaa ES0337710018 BONOS SERIE A2 FCH --- --- AAA ES0337710000 BONOS SERIE A1 SYP - - AAA ES0337710000 BONOS SERIE A1 MDY - - Aaa ES0337710000 BONOS SERIE A1 FCH - - AAA ES0337710075 BONOS SERIE F 20180313 SYP D D CCC- ES0337710075 BONOS SERIE F 20170309 MDY C C C ES0337710075 BONOS SERIE F 20150505 FCH C C CCC ES0337710067 BONOS SERIE E 20180313 SYP CCC CCC BB ES0337710067 BONOS SERIE E 20181231 MDY Caa2 Caa2 Ba1 ES0337710067 BONOS SERIE E 20150505 FCH CC CC BB+ ES0337710059 BONOS SERIE D 20180313 SYP BBB- BBB- BBB ES0337710059 BONOS SERIE D 20181231 MDY Baa1 Baa1 Baa3 ES0337710059 BONOS SERIE D 20181231 FCH B+ B+ BBB+ ES0337710042 BONOS SERIE C 20181231 SYP AA AA A ES0337710042 BONOS SERIE C 20180930 MDY Aa1 Aa1 A3 ES0337710042 BONOS SERIE C 20160426 FCH A+ A+ A+ 11933000.00 12921000.00 374447000.00 5939000.00 4115000.00 403577000.00 3660000.00 7233000.00 240639000.00 2008000.00 1801000.00 3454000.00 3127000.00 738176000.00 35447000.00 36059000.00 644426000.00 167598000.00 172005000.00 1144235000.00 230039000.00 237261000.00 3545500000.00 12.96 12.99 9.00 9029000.00 8444000.00 45500000.00 22750000.00 22750000.00 22750000.00 4.75 3.56 1.30 SANTANDER SANTANDER SANTANDER F1/ A-1/P-1 F1/ A-1/P-1 F1 +/ A-1/P-1 F1/ A-1/P-1 F1/ A-1/P-1 F1 +/ A-1/P-1 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 29.37 31.48 91.03 11780000.00 12580.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1278000.00 596000.00 0.67 0.30 0.56 1278000.00 596000.00 0.67 0.30 0.56 Modulo Adicional 12.00 11245000.00 12005000.00 5.92 6.09 6.51 38085000.00 37550000.00 20.04 19.05 20.34 49330000.00 49555000.00 25.96 25.14 26.85 Modulo Adicional Empresas 3_Mar19.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 0.019 70000.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 Trimestral S 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 20170401 20170701 20171001 20180101 20180401 20180701 20181001 20190101 0.00 0.00 0.00 5622000.00 6577000.00 7201000.00 7287000.00 8444000.00 13120000.00 12003000.00 15033000.00 10190000.00 8954000.00 8794000.00 8794000.00 7848000.00 -22000.00 -19000.00 -40000.00 -18000.00 -38000.00 -39000.00 -32000.00 -18000.00 149000.00 148000.00 199000.00 208000.00 217000.00 235000.00 267000.00 268000.00 -5622000.00 -6577000.00 -7201000.00 -7287000.00 -8443000.00 -9029000.00 -13247000.00 -12132000.00 -9570000.00 -9425000.00 -8509000.00 -8904000.00 -7873000.00 -7513000.00 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 0.00 0.00 0.00