ICO Mediación I AyT, FTA 2.0.0 2011-01-01 2011-06-30 ICO Mediación I AyT, FTA 2.0.0 2010-01-01 2010-06-30 ICO Mediación I AyT, FTA 2.0.0 2010-01-01 2010-12-31 ICO Mediación I AyT, FTA 2.0.0 2007-03-08 2007-03-08 ICO Mediación I AyT, FTA 2.0.0 2011-06-30 ICO Mediación I AyT, FTA 2.0.0 2010-06-30 ICO Mediación I AyT, FTA 2.0.0 2010-12-31 ICO Mediación I AyT, FTA 2.0.0 2007-03-08 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure ICO Mediación I AyT, FTA 8672 NIF Ahorro y Titulización S.G.F.T., S.A. NIF false S1 2011 TE EM 824739000 848481000 824739000 848481000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 815993000 815993000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 815993000 815993000 0 0 0 0 0 0 8746000 32488000 8746000 32488000 0 0 0 0 0 0 0 0 0 0 0 0 1118033000 1917804000 0 0 831669000 1633853000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 827919000 1633853000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 821956000 1626124000 0 0 5963000 7729000 0 0 0 0 3750000 0 3750000 0 0 0 0 0 0 0 0 0 670000 536000 0 0 670000 536000 285694000 283415000 285694000 283415000 0 0 1942772000 2766285000 0 1093814000 0 0 0 1093814000 0 949011000 0 949011000 0 0 0 0 0 0 0 144803000 0 144838000 0 0 0 0 -35000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1934298000 1640728000 0 0 0 0 1933734000 1640687000 0 0 1643177000 1414565000 1640028000 1411476000 0 0 3149000 3089000 0 0 0 0 250676000 215707000 249925000 214963000 0 0 0 148000 -53000 751000 649000 0 0 0 0 10882000 10415000 10882000 10415000 0 0 28999000 0 28999000 0 564000 41000 560000 38000 0 0 26000 38000 0 0 0 0 534000 0 0 0 0 0 4000 3000 8474000 31743000 0 0 8746000 32488000 0 0 -272000 -745000 1942772000 2766285000 17206000 47458000 0 0 15117000 15681000 2089000 31777000 -13346000 -45451000 -11026000 -12861000 -2320000 -3026000 -29564000 -1918000 0 1942000 2007000 0 0 0 0 0 0 0 0 0 0 0 0 -1942000 -2320000 -534000 -691000 -524000 -681000 -10000 -10000 0 0 -1408000 -1629000 -123000 -227000 -190000 -1089000 -622000 0 -473000 -313000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 313000 0 0 0 0 0 0 28445000 -5870000 303000 -4643000 16882000 28174000 -10966000 -13864000 -5872000 -18747000 2564000 3050000 -2305000 -3256000 0 0 -849000 -1227000 -9000 -135000 -243000 -190000 -244000 -524000 -731000 28991000 0 0 0 0 0 28991000 0 -26166000 -19511000 0 0 0 0 83710000 137271000 804169000 1166181000 0 0 -720459000 -1028910000 -109876000 -156782000 0 0 -109876000 -156782000 0 0 0 0 0 0 0 0 0 0 2279000 -25381000 283415000 424569000 285694000 399188000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -25660000 -13169000 -25660000 -13169000 0 0 1918000 5625000 0 0 23742000 7544000 0 0 0 0 0 0 0 0 473000 630000 -473000 -630000 0 0 0 0 INSTITUTO DE CREDITO OFICIAL 9191 1637949000 12173 2442118000 26136 14098594000 9191 1637949000 12173 2442118000 26136 14098594000 0 0 -762834000 -1907589000 -41335000 -150517000 -12460645000 -11656476000 0 0 1637949000 2442118000 4.72 28.16 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3477 338121000 4876 522553000 730 193501000 2563 673688000 2093 395134000 4686 1162641000 1708 202400000 3139 1012679000 4274 1964365000 975 267311000 930 127104000 9210 6123579000 468 156429000 1135 384647000 6930 4493600000 0 0 0 0 306 160909000 9191 1637949000 12173 2442117000 26136 14098595000 2.49 2.48 4.39 5.36 4.92 1.72 01 Único ES0347524003 131690 12000 1640028000 0.70 131690 18000 2360487000 1 131690 100000 13169000000 0 131690 1640028000 131690 2360487000 131690 13169000000 Único ES0347524003 NS EURIBOR 6 MESES -0.35 1.35 360 51 3149000 0 1640028000 0 1643177000 3149000 0 1640028000 0 1643177000 Único ES0347524003 2021-11-11 720459000 11528972000 10966000 977941000 1901655000 10808513000 24342000 966975000 720459000 11528972000 10966000 977941000 1901655000 10808513000 24342000 966975000 Bon ICO ES0347524003 2009-02-02 FCH AAA AAA AAA 0 0 0 0 0.09 0 true true false false false false 84603000 0 true true 86.80 0 0 0 0 0 0 0 false false NIF 0 NIF INSTITUTO DE CREDITO OFICIAL NIF 0 NIF 0 NIF VARIOS NIF 0 NIF 0 0 90 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 FOLLETO INFORMATIVO. GLOSARIO DE DEFINICIONES 12 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) PRÉSTAMO SINDICADO PRÉSTAMO SINDICADO 100 0 0 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.b) DETERIORO DE LOS ACTIVOS 10 11.62 13.40 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) DÉFICIT DE AMORTIZACIÓN 0 0 0 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (v) IMPORTE MÁXIMO DEL CRÉDITO SUBORDINADO 0.60 0.60 0.60 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.3.2 SALDO VIVO ACTIVOS MOROSOS 0 0 0 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 9191 1637949000 12173 2442118000 26136 14098594000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 9191 1637949000 12173 2442118000 26136 14098594000 0 0 0 0 0 0 0 0 0 0 0 0 9191 1637949000 12173 2442118000 26136 14098594000 9191 1637949000 1637949000 12173 2442118000 2442118000 26136 14098594000 14098594000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 9191 1637949000 12173 2442118000 26136 14098594000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 TIPO FIJO 1870 221927000 0 3.56 EURIBOR 6 MESES 7321 1416022000 -0.19 1.02 9191 1637949000 -0.16 1.36 2241 785680000 7002 1862995000 0 0 5078 630342000 2363 237441000 0 0 0 0 0 0 3 175000 0 0 0 0 426 89821000 315 22193000 394 35384000 2196 571965000 350 55386000 879 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