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 2009-05-26 2009-05-26 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 2009-05-26 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure F.T.A.SANTADER EMPRESAS 4 8882 NIF Santander de Titulizacion S.G.F.T., S.A NIF false S1 2012 TE EM triggers listos para enviar.xlsx application/excel 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 516967000 729391000 516967000 729391000 512990000 717795000 507999000 716675000 9911000 38320000 -4920000 -37200000 3977000 11596000 3977000 11596000 408627000 373115000 23744000 31260000 328776000 252250000 328776000 252191000 271025000 192415000 110961000 76408000 -55087000 -18656000 1476000 1541000 401000 483000 59000 59000 19000 19000 56088000 89605000 56088000 89605000 925594000 1102506000 645898000 892981000 645898000 892981000 645898000 892981000 372463000 602906000 369900000 369900000 -96465000 -79825000 610000 -650000 40000 275719000 197929000 275673000 197351000 440000 274329000 197298000 271025000 192415000 -3594000 6898000 4883000 0 0 -45000 45000 904000 53000 904000 53000 46000 578000 42000 45000 42000 45000 89000 77000 18824000 18824000 -18913000 -18901000 4000 533000 3977000 11596000 3977000 11596000 925594000 1102506000 13002000 15940000 12762000 15653000 240000 287000 -8854000 -11350000 -8849000 -11345000 -5000 -5000 -1384000 -577000 2764000 4013000 -264000 -3042000 -4000 -978000 -3000 -2000 -1000 -976000 -260000 -2064000 -100000 -130000 -12000 -12000 -1922000 -148000 -15026000 -18693000 -15026000 -18693000 -3526000 -2401000 16052000 20123000 10882000 14683000 1458000 3337000 11741000 14664000 -10030000 -10504000 -534000 -1091000 281000 268000 -107000 -165000 -107000 -165000 9531000 11511000 9561000 8850000 -30000 2661000 -44157000 1382000 -44157000 1382000 107676000 156001000 -151833000 -154619000 -33275000 16065000 89362000 77137000 56087000 93202000 -8232000 12795000 -8232000 12795000 613000 577000 7619000 -13372000 BANCO SANTANDER, S.A. 4011 900877000 6415 1024653000 17286 3540000000 4011 900877000 6415 1024653000 17286 3540000000 -9130000 -21537000 -4175000 -50628000 -95352000 -224190000 -15119000 -51798000 -2634948000 -2515347000 900877000 1024653000 1.34 3.24 252 1204000 93000 1297000 89921000 91243000 210 3784000 309000 4093000 4116000 53 393000 79000 472000 8942000 9430000 5 24000 11000 35000 871000 906000 6 110000 3000 113000 98000 211000 3 40000 16000 56000 385000 441000 267 110990000 110990000 110990000 796 116545000 511000 117056000 100217000 217337000 162 254000 63000 317000 73339000 73679000 487000 76390000 95.84 106 3419000 263000 3682000 3697000 2098000 47000000 7.52 21 133000 57000 190000 5408000 5598000 1486000 12540000 39.91 3 23000 11000 34000 869000 903000 832000 1936000 32.62 645000 0 1 38000 16000 54000 385000 439000 428000 6211000 6.61 186 79046000 79046000 79046000 77206000 116108000 40.88 479 82913000 410000 83323000 80001000 163362000 82537000 260830000 197.93 13.52 7.01 71.02 11.27 5.27 9.30 6.34 694 168174000 2624 134086000 1133 413621000 699 84895000 377 77575000 1498 377791000 331 33712000 782 114198000 2320 368937000 261 128007000 296 64986000 6913 745770000 642 227606000 599 251620000 2431 733953000 1384 258483000 1737 382188000 2991 899928000 4011 900877000 6415 1024653000 17286 3540000000 9 10 8 6 4 0 01 BONOS SERIE A1 ES0337944005 8302 3000 22046000 0 8302 3000 0 8302 100000 830200000 0.40 BONOS SERIE A2 ES0337944013 17636 26000 459355000 0 17636 32000 0 17636 100000 1763600000 2.18 BONOS SERIE A3 ES0337944021 6223 26000 162087000 0 6223 32000 0 6223 100000 622300000 6.31 BONOS SERIE B ES0337944039 902 100000 90200000 0 902 100000 0 902 100000 90200000 9.22 BONOS SERIE C ES0337944047 974 100000 97400000 0 974 100000 0 974 100000 97400000 9.22 BONOS SERIE D ES0337944054 797 100000 79700000 0 797 100000 0 797 100000 79700000 9.22 BONOS SERIE E ES0337944062 566 100000 56600000 0 566 100000 0 566 100000 56600000 9.22 BONOS SERIE F ES0337944070 460 100000 46000000 0 460 100000 0 460 100000 46000000 7.83 35860 1013388000 35860 35860 3586000000 BONOS SERIE A1 ES0337944005 NS E3M 0.12 0.87 360 73 39000 39000 22046000 22124000 BONOS SERIE A2 ES0337944013 NS E3M 0.25 1 360 73 928000 459355000 460283000 BONOS SERIE A3 ES0337944021 NS E3M 0.34 1.09 360 73 357000 162087000 162444000 BONOS SERIE B ES0337944039 S E3M 0.40 1.15 360 73 210000 90200000 90410000 BONOS SERIE C ES0337944047 S E3M 0.60 1.35 360 73 266000 97400000 97666000 BONOS SERIE D ES0337944054 S E3M 1.30 2.05 360 73 331000 79700000 80031000 BONOS SERIE E ES0337944062 S E3M 3.50 4.25 360 73 501000 674000 56600000 57775000 BONOS SERIE F ES0337944070 S E3M 0.65 1.40 360 73 130000 3464000 46000000 49594000 2762000 4177000 1013388000 1020327000 BONOS SERIE A1 ES0337944005 2050-07-19 5201000 808154000 200000 15127000 10887000 802953000 459000 14927000 BONOS SERIE A2 ES0337944013 2050-07-19 108387000 1304245000 4512000 134073000 226848000 1195858000 10503000 129561000 BONOS SERIE A3 ES0337944021 2050-07-19 38245000 460213000 1679000 48833000 80045000 421968000 3934000 47154000 BONOS SERIE B ES0337944039 2050-07-19 824000 9521000 1497000 8697000 BONOS SERIE C ES0337944047 2050-07-19 989000 11121000 1814000 10132000 BONOS SERIE D ES0337944054 2050-07-19 1092000 11504000 2050000 10412000 BONOS SERIE E ES0337944062 2050-07-19 735000 12864000 2718000 12129000 BONOS SERIE F ES0337944070 2050-07-19 1877000 1877000 151833000 2572612000 10031000 244920000 317780000 2420779000 22975000 234889000 BONOS SERIE A1 ES0337944005 FCH BBB BBB AAA BONOS SERIE A1 ES0337944005 2012-02-17 MDY A3 A1 AAA BONOS SERIE A1 ES0337944005 2012-02-21 SYP A- AA AAA BONOS SERIE A2 ES0337944013 FCH BBB BBB AA- BONOS SERIE A2 ES0337944013 2012-02-17 MDY A3 A1 A BONOS SERIE A2 ES0337944013 2012-02-21 SYP A- AA BBB BONOS SERIE A3 ES0337944021 FCH BBB BBB BB- BONOS SERIE A3 ES0337944021 2012-02-17 MDY A3 A1 CC BONOS SERIE A3 ES0337944021 2012-02-21 SYP A- AA Aaa BONOS SERIE B ES0337944039 FCH BB BB Aaa BONOS SERIE B ES0337944039 2012-02-17 MDY Ba1 Ba1 Aaa BONOS SERIE B ES0337944039 2012-02-21 SYP A- A- Aa3 BONOS SERIE C ES0337944047 FCH B B A3 BONOS SERIE C ES0337944047 2012-02-17 MDY B3 B3 Baa3 BONOS SERIE C ES0337944047 2012-02-21 SYP BB- BB- Ba2 BONOS SERIE D ES0337944054 FCH C C C BONOS SERIE D ES0337944054 2012-02-17 MDY Ca Ca AAA BONOS SERIE D ES0337944054 2012-02-21 SYP CCC- CCC+ AAA BONOS SERIE E ES0337944062 FCH C C AAA BONOS SERIE E ES0337944062 2012-02-17 MDY C C AA BONOS SERIE E ES0337944062 2012-02-21 SYP D CC- A BONOS SERIE F ES0337944070 FCH C C BBB BONOS SERIE F ES0337944070 2012-02-17 MDY C C BB- BONOS SERIE F ES0337944070 2012-02-21 SYP D D CCC- 0 0 true true false false false false true true 33.48 68.25 false false NIF BANCO SANTANDER NIF BANCO SANTANDER . . . . . . . . . . . . . . 581 145105000 885 160491000 2468 551161000 180 38473000 314 42948000 774 119610000 86 7893000 125 9066000 313 30066000 85 20749000 141 23047000 363 59690000 356 69832000 540 79890000 1527 265353000 89 7946000 167 9719000 443 44674000 303 40760000 457 49721000 1136 179892000 182 27014000 338 31862000 821 130096000 535 159429000 966 191120000 2701 590059000 1 11000 644 78856000 8 192000 89 37691000 130 39101000 342 65770000 125 16803000 205 19900000 619 82222000 525 174633000 782 188883000 2331 678487000 7 815000 219 33300000 26 1482000 148 29505000 91 11891000 531 132405000 69 9878000 338 46640000 215 40432000 47 6236000 61 7353000 154 29408000 381 68203000 3 19000 1730 313479000 222 39901000 9 846000 784 225522000 4011 900877000 6415 1024653000 17286 3540000000 4011 900877000 6415 1024653000 17286 3540000000 4011 900877000 900877000 6415 1024653000 1024653000 17286 3540000000 3540000000 4011 900877000 6415 1024653000 17286 3540000000 211 39345000 168 27120000 619 117702000 696 173574000 694 179513000 538 106578000 1045 232285000 1209 283606000 526 126979000 236 74232000 282 76190000 348 113012000 32 28834000 17 25751000 207 69631000 11 2232000 8 1643000 151 48681000 1 794000 111 36747000 8 6153000 6 5858000 698 607925000 2240 557449000 2384 599681000 3198 1227255000 67.77 68.51 82.02 EURIBOR HIPOTECARIO A 1 AÑO 1153 259156000 0.03 TIPO DE INTERES FIJO 625 36869000 0 5 EURIBOR A 1 MES - DIARIO 1 15000 0 1 ICO PYMES 2000. LIQUIDACION MENSUAL 68 2617000 0.20 2 ICO PYMES 2000. LIQUIDACION TRIMESTRAL 12 499000 0.03 2 ICO PYMES 2000. LIQUIDACION SEMESTRAL 11 785000 0.02 2 ICO - PYMES 2003. LIQUIDACION MENSUAL (TRAMO 1) 3 248000 0 1 ICO - PYMES 2003. LIQUIDACION TRIMESTRAL (TRAMO 1 175000 0 1 ICO - PYMES 2003. LIQUIDACION SEMESTRAL (TRAMO 1 36000 0 2 ICO - CDTI 2003. LIQUIDACION MENSUAL 7 1026000 0.30 2 ICO - CDTI 2003. LIQUIDACION SEMESTRAL 17 1924000 0 2 LINEA ICO-EXTERIOR 2005 TRAMO II (LIQ. MENSUAL) 1 8000 0 1 INST.CATALAN DE FINANZAS (TRIMESTRAL) 7 138000 0 1 LINEA "PYMES 2007" CON LIQUIDACION MENSUAL 252 11102000 0.10 2 LINEA "PYMES 2007" CON LIQUIDACION TRIMESTRAL 31 3367000 0.38 2 LINEA "PYMES 2007" CON LIQUIDACION SEMESTRAL 11 886000 0 2 LINEA ICO-CRECI. EMPRESA, LIQUID. SEMESTRAL 2 11000 0 2 LINEA ICO-TEXTIL CALZADO, LIQUID. MENSUAL 3 5000 0.36 2 TIPO PREFERENCIA BS 1 3000 0 5 MEDIA MENSUAL EURIBOR A 3 MESES 1 112000 0.55 1 EURIBOR A 3 MESES - DIARIO 123 84944000 0.25 1 EURIBOR A 6 MESES - DIARIO 36 8578000 0.10 2 EURIBOR DIARIO A 12 MESES 435 171562000 0.44 2 EURIBOR-35% EMPL.-MEJORAS SOC. EXTRA CONVENIO 3 113000 0 1 MEDIA MENSUAL MIBOR A 1 AÑO - SAN 1 36000 0.50 2 MIBOR HIPOTECARIO A 1 AÑO 2 85000 0.97 2 TRH TOTAL ENTIDADES 34 4239000 0.06 3 EURIBOR HIPOTECARIO A 1 AÑO 1169 312338000 0.51 2 4011 900877000 0.31 2 29 11670000 14 7270000 147 73209000 227 89243000 1 11000 1889 393854000 2400 443307000 14 363000 909 183294000 1330 249441000 53 799000 178 52092000 306 50899000 39 11697000 114 83529000 208 72579000 21 790000 70 54525000 115 53588000 73 9138000 67 14793000 115 16117000 854 275683000 115 20822000 334 23225000 4680 1513724000 114 5593000 334 9464000 3892 1308088000 15 3479000 30 3661000 1175 268128000 29 1366000 58 1410000 741 48007000 59 501000 123 754000 887 27705000 37 379000 115 616000 799 18780000 63 427000 270 822000 1289 20558000 44 297000 126 494000 964 12784000 46 347000 143 643000 931 11275000 53 382000 97 675000 422 6718000 32 299000 67 422000 413 5516000 1 19000 3 23000 38 236000 4011 900877000 6415 1024653000 17286 3540000000 2 2 5 16.13 14.61 852 ALQUILER DE BIENES INMOBILIARIOS POR CUENTA PROPIA 4.05 6820 3.56 6820 120 4200 35860 1013388000 1013388000 35860 3586000000 3586000000 35860 1013388000 35860 3586000000 .