Santander de Titulizacion S.G.F.T., S.A 1.0.0 2012-01-01 2012-06-30 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2011-01-01 2011-06-30 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 2004-05-14 2004-05-14 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2012-06-30 Santander de Titulizacion S.G.F.T., S.A 1.0.0 2012-06-30 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 2004-05-14 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure F.T.H. UCI 10 5846 NIF Santander de Titulizacion S.G.F.T., S.A NIF false S1 2012 TE EM triggers listos para enviar uci10 julio 2012.xlsx application/excel 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 148237000 153563000 148237000 153563000 148237000 153563000 146079000 150607000 2181000 2978000 -23000 -22000 38567000 39483000 607000 584000 31645000 32460000 31645000 32460000 30054000 30771000 1142000 1281000 -12000 -9000 442000 394000 19000 23000 1000 4000 1000 4000 6314000 6435000 6314000 6435000 186804000 193046000 148486000 160100000 148486000 160100000 148486000 153985000 137774000 140755000 10712000 13230000 6115000 6115000 38318000 32946000 36210000 30868000 2000 12000 30091000 30853000 30054000 30771000 37000 82000 6117000 3000 6115000 2000 3000 2108000 2078000 2103000 2072000 1000 1000 1000 1000 2101000 2070000 5000 6000 186804000 193046000 2852000 2486000 2808000 2436000 44000 50000 -1226000 -1344000 -1175000 -1292000 -51000 -52000 1626000 1142000 -1590000 -1145000 -12000 -78000 -3000 -2000 -9000 -76000 -1578000 -1067000 -34000 -28000 -12000 -12000 -1486000 -1027000 -46000 -3000 -117000 -3000 -117000 -33000 120000 78000 527000 1566000 1132000 2799000 2420000 -1228000 -1285000 48000 49000 -53000 -52000 -1502000 -1018000 -35000 -29000 -12000 -12000 -1455000 -977000 14000 413000 26000 426000 -12000 -13000 -194000 -1194000 -194000 -1194000 6021000 6783000 -6215000 -7977000 -116000 -667000 6435000 7090000 6319000 6423000 BANCO SANTANDER, S.A. 2703 179384000 2779 185554000 8550 700001000 2703 179384000 2779 185554000 8550 700001000 -129000 -1528000 -4074000 -7465000 -1967000 -4240000 -520488000 -514447000 179384000 185554000 1.03 2.05 69 13000 10000 23000 6978000 7011000 28 3000 12 8000 9000 17000 770000 788000 5 6000 4000 10000 242000 252000 2 6000 5000 11000 208000 219000 11 21000 12000 33000 525000 559000 15 86000 83000 169000 1330000 1549000 142 140000 123000 263000 10053000 10381000 69 13000 10000 23000 6978000 7011000 1007000 9638000 65.86 28 3000 271000 3119000 0.08 12 8000 9000 17000 770000 788000 36000 1542000 49.93 5 6000 4000 10000 242000 252000 434000 58.06 2 6000 5000 11000 208000 219000 363000 60.33 11 21000 12000 33000 525000 559000 657000 575000 45.37 15 86000 83000 169000 1330000 1549000 341000 2990000 46.50 142 140000 123000 263000 10053000 10381000 2312000 18661000 449.01 1.81 0 0 2.25 0 0 79 184000 73 191000 10 46000 29 194000 65 398000 325 2252000 19 247000 17 197000 242 2357000 62 775000 52 744000 700 12527000 202 6213000 215 6253000 610 17615000 2312 171771000 2357 177771000 6663 665204000 2703 179384000 2779 185554000 8550 700001000 19 19 26 8 7 0 01 B.T.H'S SERIE A ES0338146006 6790 25000 167829000 0 6790 25000 171526000 3.70 6790 100000 679000000 4.60 B.T.H'S SERIE B ES0338146014 210 51000 10712000 0 210 63000 13230000 3 210 100000 21000000 7.70 7000 178541000 7000 184756000 7000 700000000 B.T.H'S SERIE A ES0338146006 NS E3M 0.16 0.82 360 9 34000 34000 167829000 167896000 B.T.H'S SERIE B ES0338146014 S E3M 0.50 1.16 360 9 3000 10712000 10715000 37000 34000 178541000 178611000 B.T.H'S SERIE A ES0338146006 2036-06-22 3697000 511171000 1148000 67490000 11454000 507474000 2632000 66342000 B.T.H'S SERIE B ES0338146014 2036-06-22 2518000 10288000 129000 4360000 2793000 7770000 295000 4231000 6215000 521459000 1277000 71850000 14247000 515244000 2927000 70573000 B.T.H'S SERIE A ES0338146006 SYP AA AAA AAA B.T.H'S SERIE B ES0338146014 SYP BB A A 6111000 6111000 3.41 3.29 1 1 false false false false false false false false 6 91.95 0 false false NIF SANTANDER - UCB . . . . . . . . . . . . . . . 602 32285000 620 33494000 2085 135676000 25 1747000 26 1791000 85 7314000 97 5287000 101 5426000 256 18024000 69 5512000 71 5750000 211 23721000 206 14099000 209 14513000 649 56350000 39 2386000 39 2456000 77 6991000 65 3726000 70 3909000 206 12989000 105 6285000 106 6414000 330 29633000 435 33349000 444 34329000 1311 131240000 29 1517000 29 1551000 98 6367000 129 7762000 131 7932000 312 22697000 627 49364000 650 51228000 2078 186883000 17 773000 17 801000 52 2870000 13 1042000 14 1137000 33 3651000 5 265000 5 273000 26 2265000 185 10041000 190 10469000 586 38133000 55 3944000 57 4081000 155 15197000 2703 179384000 2779 185554000 8550 700001000 2703 179384000 2779 185554000 8550 700001000 2703 179384000 179384000 2779 185554000 185554000 8550 700001000 700001000 2703 179384000 2779 185554000 8550 700001000 1192 52350000 1328 62392000 2667 99700000 1049 87602000 976 82141000 2381 224300000 460 39238000 475 41021000 3502 376001000 1 60000 1 134000 2703 179384000 2779 185554000 8550 700001000 47.40 46.40 60.44 Euribor a 1 año 825 53490000 0 2 Euribor 1 año 1453 98391000 0.85 3 Euribor 3 meses 2 90000 0.96 2 Euribor 6 meses 6 633000 0.88 3 IRPH 340 24835000 0.32 4 Libor 6 meses 9 44000 1.35 3 Mibor 1 año indice del mes 49 1392000 1.23 4 Mibor 6 meses 12 127000 1.93 4 Deuda pública entre 2 y 6 años 7 382000 1 5 2703 179384000 0.53 3 19 1440000 33 2562000 128 10480000 572 40489000 633 42872000 984 71166000 4 529000 752 50174000 721 43380000 958 107490000 784 48776000 378 23440000 1896 178382000 274 18046000 74 3456000 2256 164600000 81 4999000 11 428000 1210 95765000 13 872000 2 266000 1361 117473000 7 528000 2 143000 270 20342000 2 187000 1 148000 84 7538000 5 645000 1 76000 2 179000 4 315000 2 200000 1 50000 131 2200000 135 2215000 36 475000 31 458000 132 1475000 32 569000 10 111000 2703 179384000 2779 185554000 8550 700001000 3 2 4 1 1.61 1.58 55 . 0.18 0.17 5 00999 7000 178541000 178541000 7000 700000000 700000000 7000 178541000 7000 700000000 .