FTAP 8561 F.T.PYMES BANESTO 2 Santander de Titulizacion S.G.F.T., S.A NO NO 20191231 Las modificaciones, como consecuencia del trabajo de auditoría, afectan a las casillas: 2232, 2238 y 2239 del estado S02 y 2303 y 2336 del estado S03 y 2776 del estado S053.A 7395000.00 14140000.00 7395000.00 14140000.00 7395000.00 14140000.00 7319000.00 14021000.00 0.00 106000.00 177000.00 0.00 -30000.00 -58000.00 0.00 0.00 0.00 0.00 0.00 21827000.00 28250000.00 10798000.00 11283000.00 10561000.00 16967000.00 10561000.00 16967000.00 7616000.00 10778000.00 7000.00 12000.00 0.00 0.00 4089000.00 9166000.00 0.00 2000.00 -1151000.00 -2991000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 468000.00 0.00 468000.00 0.00 29222000.00 42390000.00 16824000.00 24836000.00 0.00 0.00 16824000.00 24836000.00 16770000.00 24037000.00 16770000.00 24037000.00 0.00 0.00 0.00 0.00 0.00 667000.00 25000000.00 25000000.00 -25000000.00 -24333000.00 54000.00 132000.00 54000.00 132000.00 0.00 0.00 12452000.00 17686000.00 0.00 0.00 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700000.00 0.00 4844000.00 7.00 7000.00 7000.00 480000.00 487000.00 2419000.00 2419000.00 20.13 6.00 3000.00 3000.00 110000.00 113000.00 1953000.00 152000.00 5.79 4.00 15000.00 1000.00 16000.00 106000.00 122000.00 1252000.00 513000.00 9.74 0.00 0.00 0.00 5.00 179000.00 4000.00 183000.00 183000.00 776000.00 23.58 169.00 3388000.00 38000.00 3426000.00 3426000.00 25906000.00 9490000.00 13.22 191.00 3592000.00 0.00 43000.00 3635000.00 696000.00 0.00 4331000.00 32306000.00 13.41 5314000.00 10376000.00 13726000.00 3102000.00 3826000.00 109409000.00 4660000.00 5247000.00 170970000.00 1801000.00 7030000.00 201104000.00 745000.00 2399000.00 22087000.00 3508000.00 5264000.00 238355000.00 244349000.00 19130000.00 34142000.00 1000000000.00 1.59 1.29 7.00 13.83 12.91 1.00 485.00 14306000.00 640.00 22496000.00 15319.00 892260000.00 20.00 1387000.00 45.00 4608000.00 762.00 95053000.00 6.00 801000.00 9.00 1861000.00 102.00 12560000.00 2.00 569000.00 3.00 862000.00 1.00 127000.00 1.00 157000.00 7.00 1112000.00 2.00 346000.00 2.00 463000.00 2.00 426000.00 4.00 1138000.00 518.00 17992000.00 710.00 32540000.00 16184.00 1000000000.00 33.05 42.63 98.09 0.69 0.91 4.00 5.01 6.32 12.50 0.00 0.00 1.23 131.00 4052000.00 166.00 6903000.00 1719.00 108877000.00 8.00 469000.00 8.00 658000.00 406.00 22064000.00 14.00 420000.00 20.00 1183000.00 340.00 25318000.00 6.00 131000.00 6.00 241000.00 169.00 11797000.00 27.00 769000.00 38.00 1403000.00 343.00 24896000.00 11.00 118000.00 14.00 1033000.00 406.00 14039000.00 26.00 561000.00 43.00 1013000.00 674.00 42305000.00 26.00 953000.00 39.00 1729000.00 1114.00 43933000.00 40.00 1535000.00 60.00 3236000.00 1300.00 109230000.00 4.00 440000.00 9.00 442000.00 12.00 636000.00 341.00 12833000.00 41.00 1721000.00 58.00 2467000.00 1050.00 74986000.00 117.00 5538000.00 165.00 8648000.00 4403.00 280734000.00 1.00 -4000.00 7.00 667000.00 5.00 353000.00 7.00 436000.00 326.00 19196000.00 5.00 125000.00 7.00 217000.00 117.00 6705000.00 1.00 10000.00 5.00 44000.00 201.00 8339000.00 52.00 1384000.00 73.00 3384000.00 2741.00 137688000.00 20.00 549000.00 25.00 915000.00 523.00 55953000.00 539.00 19130000.00 747.00 34142000.00 16184.00 1000000000.00 539.00 19130000.00 747.00 34142000.00 16184.00 1000000000.00 13.60 13.14 2.52 2.69 5510 2.32 2711 3.40 46 ES0372260036 BONOS SERIE C 340.00 72000.00 24386000.00 340.00 100000.00 34000000.00 340.00 100000.00 34000000.00 ES0372260028 BONOS SERIE B 243.00 243.00 3000.00 815000.00 243.00 100000.00 24300000.00 ES0372260010 BONOS SERIE A2 5417.00 5417.00 5417.00 100000.00 541700000.00 ES0372260002 BONOS SERIE A1 4000.00 4000.00 4000.00 100000.00 400000000.00 10000.00 24386000.00 10000.00 34815000.00 10000.00 1000000000.00 ES0372260036 BONOS SERIE C NS E3M 0.54 0.15 2000.00 S 15372000.00 9014000.00 24388000.00 ES0372260028 BONOS SERIE B NS E3M 0.27 0.00 N ES0372260010 BONOS SERIE A2 NS E3M 0.16 0.00 N ES0372260002 BONOS SERIE A1 NS E3M 0.13 0.00 N 2000.00 0.00 15372000.00 9014000.00 24388000.00 0.00 0.14 0.22 ES0372260028 BONOS SERIE B 24300000.00 600000.00 3939000.00 23485000.00 600000.00 ES0372260010 BONOS SERIE A2 541700000.00 3296000.00 541700000.00 3296000.00 ES0372260002 BONOS SERIE A1 400000000.00 44995000.00 400000000.00 44995000.00 ES0372260036 BONOS SERIE C 2936000.00 9614000.00 7000.00 1554000.00 1369000.00 2936000.00 975614000.00 7000.00 50445000.00 3939000.00 965185000.00 0.00 50260000.00 ES0372260036 BONOS SERIE C 20180331 SYP D D B ES0372260028 BONOS SERIE B 20180331 SYP --- AA- BBB ES0372260010 BONOS SERIE A2 20160930 SYP --- --- AAA ES0372260002 BONOS SERIE A1 20130117 SYP --- --- AAA ES0372260036 BONOS SERIE C 20150123 MDY Ca Ca Baa3 ES0372260028 BONOS SERIE B 20180630 MDY --- Aa1 A1 ES0372260010 BONOS SERIE A2 20150123 MDY --- --- Aaa ES0372260002 BONOS SERIE A1 20140101 MDY --- --- Aaa ES0372260036 BONOS SERIE C 20190630 FCH Rating retirado CC BBB ES0372260028 BONOS SERIE B 20180930 FCH --- A AA- ES0372260010 BONOS SERIE A2 20160930 FCH --- --- AAA ES0372260002 BONOS SERIE A1 20100201 FCH --- --- AAA 4753000.00 9784000.00 13726000.00 3102000.00 3826000.00 109409000.00 4660000.00 5247000.00 170970000.00 1801000.00 7030000.00 201104000.00 745000.00 2399000.00 22087000.00 9325000.00 6529000.00 238355000.00 244349000.00 24386000.00 34815000.00 1000000000.00 1.59 1.29 7.00 0.00 0.00 25000000.00 25000000.00 25000000.00 25000000.00 0.00 0.00 2.50 SANTANDER SANTANDER SANTANDER A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp A-1 cp / F-1 cp / P-1 cp 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 99.99 2.33 94.17 -57000.00 -137000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 303000.00 247000.00 1.58 0.72 2.02 303000.00 247000.00 1.58 0.72 2.02 Nota de Valores 12.00 3473000.00 9053000.00 18.15 26.52 30.12 18636000.00 15118000.00 97.42 44.28 72.33 22109000.00 24171000.00 115.57 70.80 102.45 Modulo Adicional a la Nota de Valores Pymes Banesto 2 dic19.pdf 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