FTAP 8598 F.T.A.SANTANDER EMPRESAS 2 Santander de Titulizacion S.G.F.T., S.A NO NO 20181231 Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan a los estados S.01, S.03, S.04 y S.05.3.B 0.00 59202000.00 0.00 59202000.00 0.00 57887000.00 0.00 57238000.00 0.00 0.00 0.00 986000.00 0.00 0.00 0.00 -337000.00 0.00 0.00 0.00 1315000.00 0.00 1315000.00 0.00 0.00 114042000.00 71637000.00 8990000.00 9162000.00 65111000.00 22591000.00 64961000.00 22539000.00 61386000.00 17648000.00 22000.00 26000.00 1000.00 1000.00 6400000.00 7394000.00 1000.00 1000.00 -2849000.00 -2531000.00 0.00 0.00 150000.00 52000.00 150000.00 52000.00 0.00 0.00 0.00 2000.00 2000.00 39941000.00 39882000.00 39941000.00 39882000.00 114042000.00 130839000.00 0.00 106852000.00 0.00 0.00 0.00 106852000.00 0.00 106852000.00 0.00 31504000.00 0.00 82700000.00 0.00 -7352000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 113942000.00 22672000.00 0.00 0.00 113167000.00 21888000.00 113167000.00 21888000.00 34985000.00 17648000.00 82700000.00 -8851000.00 81000.00 83000.00 4252000.00 4157000.00 0.00 0.00 326000.00 326000.00 -352000.00 -352000.00 26000.00 26000.00 0.00 0.00 0.00 0.00 775000.00 784000.00 8000.00 8000.00 8000.00 8000.00 231000.00 207000.00 22382000.00 22382000.00 -22613000.00 -22589000.00 767000.00 776000.00 100000.00 1315000.00 100000.00 1315000.00 114042000.00 130839000.00 102000.00 165000.00 442000.00 685000.00 102000.00 165000.00 442000.00 685000.00 -180000.00 -184000.00 -817000.00 -742000.00 -179000.00 -183000.00 -713000.00 -741000.00 -1000.00 -1000.00 -1000.00 -1000.00 0.00 -103000.00 112000.00 111000.00 421000.00 410000.00 34000.00 92000.00 46000.00 353000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -88000.00 -94000.00 -245000.00 -353000.00 -20000.00 -42000.00 -42000.00 -160000.00 -2000.00 -3000.00 -9000.00 -9000.00 -8000.00 -30000.00 -119000.00 0.00 -10000.00 -9000.00 -33000.00 -32000.00 0.00 -68000.00 -52000.00 -203000.00 -193000.00 -17000.00 -18000.00 -70000.00 -70000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 0.00 0.00 -45000.00 -28000.00 -109000.00 -99000.00 34000.00 626000.00 -1220000.00 770000.00 34000.00 626000.00 -1220000.00 770000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -91000.00 809000.00 -105000.00 310000.00 111000.00 -1433000.00 1524000.00 -1080000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -40000.00 -7000.00 -177000.00 -81000.00 35000.00 43000.00 109000.00 211000.00 96000.00 125000.00 417000.00 575000.00 -154000.00 -159000.00 -620000.00 -649000.00 204000.00 238000.00 855000.00 1003000.00 -94000.00 -130000.00 -431000.00 -599000.00 0.00 -31000.00 0.00 -119000.00 -1000.00 -2000.00 -16000.00 -110000.00 -17000.00 -17000.00 -70000.00 -70000.00 -17000.00 -17000.00 -70000.00 -70000.00 0.00 0.00 0.00 0.00 -58000.00 -33000.00 -216000.00 -222000.00 0.00 0.00 0.00 0.00 -58000.00 -33000.00 -216000.00 -222000.00 0.00 638000.00 883000.00 236000.00 1930000.00 0.00 0.00 639000.00 884000.00 237000.00 1932000.00 1994000.00 2586000.00 9022000.00 11350000.00 921000.00 592000.00 4564000.00 3047000.00 -5000.00 610000.00 112000.00 1702000.00 37000.00 31000.00 176000.00 357000.00 180000.00 188000.00 530000.00 593000.00 -2488000.00 -3123000.00 -14167000.00 -15117000.00 -1000.00 -1000.00 -1000.00 -2000.00 0.00 0.00 0.00 -1000.00 -1000.00 -1000.00 -2000.00 598000.00 876000.00 59000.00 1849000.00 39343000.00 39006000.00 39882000.00 38033000.00 39941000.00 39882000.00 39941000.00 39882000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 100000.00 63000.00 -795000.00 87000.00 100000.00 63000.00 -795000.00 87000.00 -112000.00 -111000.00 -420000.00 -410000.00 12000.00 48000.00 1215000.00 323000.00 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 9.44 23.95 1.01 8.73 10.06 20.40 0.35 9.10 0.10 0.00 16.00 97000.00 1000.00 98000.00 7377000.00 7475000.00 3.00 3000.00 3000.00 214000.00 217000.00 3.00 3000.00 1000.00 17000.00 21000.00 698000.00 719000.00 10.00 223000.00 1000.00 224000.00 224000.00 0.00 0.00 103.00 5476000.00 68000.00 5544000.00 5544000.00 135.00 5802000.00 2000.00 86000.00 5890000.00 8289000.00 0.00 14179000.00 16.00 97000.00 1000.00 98000.00 7377000.00 7475000.00 58737000.00 58737000.00 12.73 3.00 3000.00 3000.00 214000.00 217000.00 283000.00 283000.00 76.68 3.00 3000.00 1000.00 17000.00 21000.00 698000.00 719000.00 667000.00 667000.00 107.80 10.00 223000.00 1000.00 224000.00 224000.00 2360000.00 2360000.00 9.49 0.00 0.00 0.00 103.00 5476000.00 68000.00 5544000.00 5544000.00 38770000.00 38027000.00 14.30 135.00 5802000.00 2000.00 86000.00 5890000.00 8289000.00 0.00 14179000.00 100817000.00 14.06 6509000.00 7870000.00 380492000.00 2749000.00 2040000.00 345526000.00 1071000.00 6054000.00 261820000.00 6539000.00 1914000.00 312960000.00 785000.00 8043000.00 380640000.00 9682000.00 10825000.00 697994000.00 40451000.00 46520000.00 520568000.00 67786000.00 83266000.00 2900000000.00 10.07 10.11 9.00 13.90 12.90 1.00 205.00 18717000.00 202.00 24067000.00 13538.00 2354082000.00 134.00 12900000.00 138.00 15430000.00 200.00 70644000.00 152.00 14858000.00 152.00 15519000.00 205.00 53211000.00 96.00 15091000.00 127.00 19064000.00 186.00 59236000.00 23.00 3124000.00 48.00 6543000.00 113.00 31753000.00 3.00 568000.00 8.00 1306000.00 87.00 26939000.00 1.00 135000.00 1.00 144000.00 63.00 14442000.00 1.00 1835000.00 350.00 289693000.00 615.00 67228000.00 676.00 82073000.00 14742.00 2900000000.00 68.92 61.16 83.61 0.59 0.67 2.00 5.00 8.25 8.00 0.00 0.00 0.12 93.00 6869000.00 106.00 9195000.00 1764.00 366629000.00 22.00 1522000.00 24.00 1773000.00 883.00 70014000.00 13.00 966000.00 14.00 1045000.00 312.00 42979000.00 13.00 3523000.00 13.00 3877000.00 294.00 64564000.00 39.00 4027000.00 48.00 4904000.00 1312.00 243908000.00 38.00 3641000.00 42.00 4371000.00 553.00 51696000.00 58.00 4428000.00 62.00 4842000.00 1188.00 100685000.00 40.00 2238000.00 43.00 2943000.00 800.00 85604000.00 72.00 8981000.00 84.00 10418000.00 2076.00 416146000.00 2.00 141000.00 2.00 152000.00 7.00 296000.00 18.00 6903000.00 20.00 8335000.00 369.00 49824000.00 35.00 2555000.00 35.00 2823000.00 668.00 72450000.00 62.00 7223000.00 72.00 10736000.00 1837.00 786885000.00 6.00 356000.00 6.00 398000.00 25.00 1942000.00 20.00 1291000.00 21.00 1584000.00 378.00 61201000.00 8.00 1156000.00 9.00 1289000.00 216.00 45075000.00 3.00 157000.00 3.00 183000.00 151.00 31094000.00 51.00 5279000.00 52.00 6190000.00 1172.00 188167000.00 38.00 6530000.00 48.00 8208000.00 737.00 220841000.00 631.00 67786000.00 704.00 83266000.00 14742.00 2900000000.00 631.00 67786000.00 704.00 83266000.00 14742.00 2900000000.00 22.52 23.26 9.79 8.35 6820 8.34 68 28.15 70 ES0338058060 BONOS SERIE F 537.00 100000.00 53700000.00 537.00 100000.00 53700000.00 537.00 100000.00 53700000.00 ES0338058052 BONOS SERIE E 290.00 100000.00 29000000.00 290.00 100000.00 29000000.00 290.00 100000.00 29000000.00 ES0338058045 BONOS SERIE D 595.00 59000.00 34985000.00 595.00 83000.00 49152000.00 595.00 100000.00 59500000.00 ES0338058037 BONOS SERIE C 623.00 623.00 623.00 100000.00 62300000.00 ES0338058029 BONOS SERIE B 841.00 841.00 841.00 100000.00 84100000.00 ES0338058011 BONOS SERIE A2 13650.00 13650.00 13650.00 100000.00 1365000000.00 ES0338058033 BONOS SERIE A1 13001.00 13001.00 13001.00 100000.00 1300100000.00 29537.00 117685000.00 29537.00 131852000.00 29537.00 2953700000.00 ES0338058060 BONOS SERIE F S E3M 0.50 0.18 12000.00 4252000.00 S 53700000.00 57964000.00 -8851000.00 ES0338058052 BONOS SERIE E S E3M 2.10 1.78 59000.00 S 29000000.00 29059000.00 ES0338058045 BONOS SERIE D NS E3M 0.55 0.23 10000.00 S 34985000.00 34995000.00 ES0338058037 BONOS SERIE C NS E3M 0.32 0.00 S ES0338058029 BONOS SERIE B NS E3M 0.22 0.00 N ES0338058011 BONOS SERIE A2 NS E3M 0.16 0.00 N ES0338058033 BONOS SERIE A1 NS E3M 0.50 0.18 S 81000.00 4252000.00 117685000.00 0.00 122018000.00 -8851000.00 0.59 0.54 1.00 ES0338058060 BONOS SERIE F 0.00 ES0338058052 BONOS SERIE E 132000.00 151501000.00 130000.00 151111000.00 ES0338058037 BONOS SERIE C 62300000.00 29869000.00 62300000.00 29869000.00 ES0338058029 BONOS SERIE B 84100000.00 8524000.00 84100000.00 8524000.00 ES0338058011 BONOS SERIE A2 1365000000.00 14205000.00 1365000000.00 14205000.00 ES0338058033 BONOS SERIE A1 1300100000.00 12576000.00 1300100000.00 12576000.00 ES0338058045 BONOS SERIE D 2488000.00 24514000.00 22000.00 56887000.00 3123000.00 10348000.00 29000.00 56817000.00 2488000.00 2836014000.00 154000.00 273562000.00 3123000.00 2821848000.00 159000.00 273102000.00 ES0338058060 BONOS SERIE F 20180930 SYP D D CCC ES0338058060 BONOS SERIE F 20180930 MDY C B- BB+ ES0338058060 BONOS SERIE F 20180930 FCH C BBB+ BBB+ ES0338058052 BONOS SERIE E 20181231 SYP AA AA- A ES0338058052 BONOS SERIE E 20181231 MDY Aa1 - AA ES0338058052 BONOS SERIE E 20181231 FCH A - AAA ES0338058045 BONOS SERIE D 20181231 SYP AAA - AAA ES0338058045 BONOS SERIE D 20181231 MDY Aa1 C Ca ES0338058045 BONOS SERIE D 20181231 FCH A B1 Ba1 ES0338058037 BONOS SERIE C 20180630 SYP --- A3 Baa3 ES0338058037 BONOS SERIE C 20141006 MDY --- Aa2 A2 ES0338058037 BONOS SERIE C 20141006 FCH --- - Aa2 ES0338058029 BONOS SERIE B 20130423 SYP --- - Aaa ES0338058029 BONOS SERIE B 20130423 MDY --- - Aaa ES0338058029 BONOS SERIE B 20131111 FCH --- C CCC- ES0338058011 BONOS SERIE A2 20180630 SYP --- B BB- ES0338058011 BONOS SERIE A2 20180630 MDY --- BB+ BBB ES0338058011 BONOS SERIE A2 20150429 FCH --- AA+ A ES0338058033 BONOS SERIE A1 20140430 SYP --- - AA ES0338058033 BONOS SERIE A1 20120608 MDY --- - AAA ES0338058033 BONOS SERIE A1 20120608 FCH --- - AAA 6509000.00 7870000.00 380492000.00 2749000.00 2040000.00 345526000.00 1071000.00 6054000.00 261820000.00 6539000.00 1914000.00 312960000.00 785000.00 8043000.00 380640000.00 9682000.00 10825000.00 697994000.00 90350000.00 95106000.00 574268000.00 117685000.00 131852000.00 2953700000.00 10.07 10.11 9.00 37963000.00 37455000.00 53700000.00 53700000.00 53700000.00 26100000.00 32.26 28.41 1.82 SANTANDER SANTANDER UK SANTANDER A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0 0.00 0.00 0.00 0.00 0.00 0.00 0 0 0 S S S 28.68 36.12 90.23 150000.00 1367000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 224000.00 590000.00 0.33 0.71 0.60 224000.00 590000.00 0.33 0.71 0.60 Definiciones 12.00 5501000.00 6926000.00 8.12 8.32 8.63 21931000.00 20929000.00 32.35 25.14 33.34 27432000.00 27855000.00 40.47 33.46 41.98 Definiciones Santander Empresas 2 dic18.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 0.020 17500.00 TRIMESTRAL S SANTANDER 6000.00 TRIMESTRAL SANTANDER 2350.00 TRIMESTRAL N S SANTANDER MODULO ADICIONAL 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 20181101 20180801 20180501 20180201 20171101 20170801 20170501 20170201 20161101 20160801 20160501 20160201 37953000.00 37934000.00 38077000.00 37455000.00 36742000.00 36375000.00 35932000.00 35739000.00 35752000.00 34804000.00 34101000.00 34520000.00 2565000.00 2496000.00 5571000.00 4348000.00 3905000.00 4144000.00 4257000.00 4880000.00 4391000.00 19041000.00 6873000.00 7321000.00 -22000.00 -18000.00 -25000.00 -46000.00 -18000.00 -23000.00 -22000.00 -46000.00 -18000.00 -18000.00 -31000.00 -41000.00 110000.00 107000.00 102000.00 105000.00 108000.00 107000.00 92000.00 98000.00 73000.00 17000.00 4000.00 40000.00 -37963000.00 -37953000.00 -37934000.00 -38077000.00 -37455000.00 -36741000.00 -36375000.00 -35932000.00 -35739000.00 -35752000.00 -34804000.00 -34101000.00 -2643000.00 -2566000.00 -5791000.00 -3785000.00 -3282000.00 -3862000.00 -3884000.00 -4739000.00 -4459000.00 -18092000.00 -6143000.00 -7739000.00 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 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