Santander de Titulizacion S.G.F.T., S.A 1.0.0 2011-07-01 2011-12-31 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2010-07-01 2010-12-31 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2010-01-01 2010-12-31 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2011-01-01 2011-12-31 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2005-11-28 2005-11-28 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2011-12-31 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2010-12-31 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2005-11-28 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure F.T.A. U.C.I. 14 8286 NIF Santander de Titulizacion S.G.F.T., S.A NIF false S2 2011 TE EM Triggers_UCI 14_S2_2011.xlsm application/excel 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 594752000 622429000 594752000 622429000 594752000 622429000 516260000 517627000 83281000 112413000 -4789000 -7611000 120254000 138876000 11894000 10707000 89496000 107040000 89496000 107040000 83362000 95870000 8023000 8422000 -3961000 -312000 1839000 2879000 233000 181000 15000 10000 15000 10000 18849000 21119000 18849000 21119000 715006000 761305000 589854000 631431000 589854000 631431000 568101000 609678000 495601000 537178000 72500000 72500000 21753000 21753000 21753000 21753000 125152000 129874000 84254000 96260000 15000 12000 83709000 96153000 83362000 95870000 347000 283000 530000 95000 15000 95000 515000 40898000 33614000 40892000 33609000 13000 31000 7000 44870000 34698000 -4009000 -1109000 114000 5000 715006000 761305000 13406000 17957000 26293000 29364000 13197000 17828000 25928000 29126000 209000 129000 365000 238000 -6020000 -3890000 -10775000 -7338000 -5777000 -3728000 -10340000 -7033000 -243000 -162000 -435000 -305000 7386000 14067000 15518000 22026000 -5040000 -8117000 -11731000 -16528000 -5000 -932000 -14000 -936000 -5000 -2000 -7000 -6000 -930000 -7000 -930000 -5035000 -7185000 -11717000 -15592000 -64000 -70000 -130000 -142000 -12000 -12000 -24000 -24000 -4021000 -7103000 -10625000 -15426000 -938000 -938000 1366000 -5545000 150000 -7065000 1366000 -5545000 150000 -7065000 -6612000 -1514000 -6837000 308000 2900000 1109000 2900000 1259000 0 0 0 0 0 0 20028000 19580000 13301000 19312000 23216000 26313000 -10273000 -7021000 358000 239000 -219000 -285000 -2806000 -130000 -142000 -18000 -155000 -2646000 7012000 3074000 2899000 3196000 5389000 -1276000 -122000 -22298000 -21790000 -22298000 -21789000 31787000 46048000 4349000 -54085000 -72186000 -1000 -1000 -2270000 -2210000 21119000 23329000 18849000 21119000 BANCO SANTANDER, S.A. 9203 690578000 9520 734332000 16742 1450000000 9203 690578000 9520 734332000 16742 1450000000 -22881000 -2450000 -13619000 -18423000 -45713000 -759422000 -715668000 690578000 734332000 2.50 5.86 524 56000 97000 153000 69453000 69698000 273 70000 136000 206000 206000 129 68000 135000 203000 10886000 11115000 105 103000 163000 266000 7678000 7965000 81 91000 143000 234000 5942000 6192000 360 600000 1136000 1736000 24254000 26056000 680 1778000 3806000 5584000 39793000 45499000 2152 2766000 5616000 8382000 158006000 166731000 399 54000 90000 144000 43839000 44070000 76012000 57.97 200 65000 123000 188000 21961000 22192000 37749000 58.78 90 65000 124000 189000 10213000 10426000 16729000 62.32 64 97000 143000 240000 6830000 7088000 11983000 59.15 55 85000 127000 212000 5474000 5700000 9942000 57.33 216 548000 991000 1539000 21715000 23310000 34868000 66.85 418 1624000 3343000 4967000 35685000 40758000 98836000 41.23 1442 2538000 4941000 7479000 145717000 153544000 286119000 0 0 13.17 0 0 16.45 0.14 0 29 155000 12 67000 14 32000 49 341000 28 305000 31 224000 44 578000 54 587000 63 776000 34 1007000 71 1430000 67 1181000 150 7254000 159 8556000 283 12481000 8897 681243000 9196 723387000 16284 1435306000 9203 690578000 9520 734332000 16742 1450000000 23 24 30 6 5.08 1.15 01 B.T.A'S SERIE A ES0338341003 13775 42000 578963000 4.93 13775 46000 633048000 4.78 13775 100000 1377500000 4.81 B.T.A'S SERIE B ES0338341011 341 100000 34100000 10.51 341 100000 34100000 10.51 341 100000 34100000 8.13 B.T.A'S SERIE C ES0338341029 384 100000 38400000 10.51 384 100000 38400000 10.51 384 100000 38400000 8.13 14500 651463000 14500 705548000 14500 1450000000 B.T.A'S SERIE A ES0338341003 NS E3M 0.15 1.57 360 12 302000 578963000 579265000 B.T.A'S SERIE B ES0338341011 S E3M 0.29 1.71 360 12 19000 34100000 34119000 B.T.A'S SERIE C ES0338341029 S E3M 0.58 2 360 12 26000 38400000 38426000 347000 651463000 651810000 B.T.A'S SERIE A ES0338341003 2043-06-20 54085000 798538000 8990000 141607000 72186000 744453000 6094000 132617000 B.T.A'S SERIE B ES0338341011 2043-06-20 0 0 552000 5589000 0 0 355000 5037000 B.T.A'S SERIE C ES0338341029 2043-06-20 0 0 731000 6946000 0 0 513000 6215000 54085000 798538000 10273000 154142000 72186000 744453000 6962000 143869000 B.T.A'S SERIE A ES0338341003 2011-05-11 FCH BB AA AAA B.T.A'S SERIE A ES0338341003 2009-03-12 SYP AA+ BBB A+ B.T.A'S SERIE B ES0338341011 2011-05-11 FCH B BB- BBB+ B.T.A'S SERIE B ES0338341011 2010-05-18 SYP BB AA+ AAA B.T.A'S SERIE C ES0338341029 2011-05-11 FCH CCC BB A- B.T.A'S SERIE C ES0338341029 2010-05-18 SYP B- B- BBB 18494000 19701000 2.68 2.68 2 1.79 false false false false false false true true 88.87 89.72 0 0 false false NIF SANTANDER - UCB . . . . . . . . . . . . . . . 1537 147023000 1593 156159000 2814 310852000 57 5786000 58 6035000 119 14202000 237 18306000 245 19324000 386 34346000 262 31093000 266 32156000 473 65708000 605 52153000 632 56373000 1076 107319000 91 9299000 94 9617000 142 16541000 151 12372000 156 13384000 290 26782000 294 30729000 309 32951000 549 65754000 819 97421000 846 102962000 1508 209026000 84 5237000 87 5638000 172 12713000 246 20505000 257 22453000 450 46118000 3657 156895000 3763 165366000 6740 331518000 169 13912000 178 14992000 270 25224000 21 2184000 22 2317000 43 5158000 21 2008000 21 2034000 36 3478000 845 72848000 882 78672000 1473 147199000 107 12807000 111 13899000 201 28062000 9203 690578000 9520 734332000 16742 1450000000 9203 690578000 9520 734332000 16742 1450000000 9203 690578000 690578000 9520 734332000 734332000 16742 1450000000 1450000000 9203 690578000 9520 734332000 16742 1450000000 1226 83720000 4078 134769000 1411 100944000 1140 141568000 1144 146560000 1831 253220000 3857 398933000 4152 436470000 8030 961165000 148 16951000 146 16533000 267 34842000 6371 641172000 9520 734332000 11539 1350171000 59.86 59.25 68.81 EURIBOR 1 AÑO 1147 93051000 0 3 IRPH 72 5219000 MIBOR 1 AÑO INDICE MES 39 441000 MIBOR 6 MESES 56 526000 IRPC 7888 591290000 DEUDA PÚBLICA ENTRE 2 Y 6 AÑOS 1 51000 9203 690578000 0 3 692 55875000 81 8281000 131 14409000 207 24614000 1 20000 506 49781000 569 56591000 2 252000 585 55210000 519 49469000 288 49045000 3590 338672000 4045 392585000 1417 179973000 1569 121945000 1725 138066000 5222 611502000 650 22440000 702 26402000 2243 242885000 596 14374000 657 15745000 2298 234968000 534 9579000 607 11533000 443 24218000 270 5354000 312 6720000 572 26001000 30 1188000 40 2052000 794 17664000 16 1006000 18 1440000 1128 22774000 16 459000 17 521000 1531 27765000 5 131000 6 136000 540 8977000 9 118000 9 114000 174 2588000 2 23000 4 49000 34 470000 1 10000 1 10000 33 577000 9 145000 1 4000 1 4000 13 176000 9203 690578000 9520 734332000 16742 1450000000 3 3 4 1 0.60 0.59 37 . 0.06 0.06 4 14500 651463000 651463000 14500 1450000000 1450000000 14500 651463000 14500 1450000000 .