AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2011-07-01 2011-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2010-07-01 2010-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2010-01-01 2010-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2011-01-01 2011-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2000-01-27 2000-01-27 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2011-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2010-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2000-01-27 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure AyT.2 Fondo de Titulización Hipotecaria 3138 NIF Ahorro y Titulización S.G.F.T., S.A. NIF false S2 2011 TE EM 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 22913000 29131000 0 0 20060000 26127000 0 1000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 20060000 26126000 19996000 25943000 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 36000 155000 26000 28000 0 0 2000 0 0 0 0 0 0 0 0 0 0 0 0 0 1000 0 0 0 1000 0 2852000 3004000 2852000 3004000 0 0 22913000 29131000 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 22913000 29131000 0 0 0 0 22619000 28780000 2000 5000 20285000 26406000 18429000 23993000 1843000 2399000 13000 14000 0 0 0 0 2332000 2369000 2330000 2368000 0 0 0 0 2000 1000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 294000 351000 293000 350000 2000 2000 0 0 0 0 291000 348000 0 0 0 0 0 0 1000 1000 0 0 0 0 0 0 0 0 22913000 29131000 349000 370000 687000 820000 0 0 0 0 331000 366000 658000 815000 18000 4000 29000 5000 -264000 -218000 -492000 -452000 -240000 -200000 -449000 -417000 -24000 -18000 -43000 -35000 0 0 0 0 85000 152000 195000 368000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -57000 -156000 -195000 -1428000 -5000 -6000 -9000 -11000 -1000 -1000 -1000 -1000 -1000 -2000 -1000 -3000 -3000 -3000 -7000 -7000 -52000 -150000 -186000 -1417000 -25000 -24000 -50000 -48000 -1000 -1000 -2000 -3000 -1000 -1000 -25000 -125000 -133000 -1365000 -1000 1000 -1000 0 4000 2000 0 0 0 0 0 4000 0 2000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -28000 0 0 1058000 0 0 0 0 0 0 0 0 0 0 0 0 -55000 -148000 197000 358000 663000 796000 -452000 -413000 0 0 29000 10000 -43000 -35000 0 0 -243000 -496000 -50000 -48000 -3000 -3000 -1000 -190000 -444000 -9000 -10000 0 0 0 0 -9000 -10000 -97000 -562000 0 0 0 0 -59000 -99000 6061000 6869000 0 0 -6120000 -6968000 -38000 -463000 0 0 -38000 -463000 0 0 0 0 0 0 0 0 0 0 -152000 -710000 3004000 3714000 2852000 3004000 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 BANCA CIVICA BANKIA 1224 20029000 1450 26090000 4569 232999000 1224 20029000 1450 26090000 4569 232999000 0 0 -5167000 -991000 -894000 -5878000 -212970000 -206909000 0 0 20029000 26090000 6.02 23.40 33 6000 1000 7000 599000 606000 13 9000 1000 10000 231000 242000 1 2000 0 2000 8000 10000 0 0 0 0 0 0 0 0 0 0 0 0 1 4000 1000 5000 14000 19000 1 6000 2000 8000 11000 19000 49 27000 5000 32000 863000 896000 33 6000 1000 7000 599000 606000 3402000 3402000 17.82 13 9000 1000 10000 231000 242000 1283000 1283000 18.87 1 2000 0 2000 8000 10000 47000 47000 20.33 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 4000 1000 5000 14000 19000 50000 50000 38.56 1 6000 2000 8000 11000 19000 63000 63000 29.90 49 27000 5000 32000 863000 896000 4845000 4845000 18.49 0.00 0 0 0.12 0.01 0 0 0 0 276 4513000 737 11139000 0 0 261 3752000 240 3573000 1 29000 41 562000 162 2123000 1 49000 179 2566000 64 1342000 33 1135000 394 7365000 196 5611000 1088 55237000 73 1271000 51 2301000 3446 176548000 1224 20029000 1450 26089000 4569 232998000 4.42 3.36 14.02 12.95 11.84 2.62 01 B ES0312406020 88 24000 1843000 0.50 88 27000 2399000 0 88 100000 8800000 0 A2 ES0312406012 1918 10000 18429000 0.50 1918 13000 23993000 0 1918 100000 191800000 0 A1 ES0312406004 0 0 0 0 0 0 0 0 300 100000 30000000 0 2006 20272000 2006 26392000 2306 230600000 B ES0312406020 S EURIBOR 6 MESES 0.45 2.11 360 12 1000 0 1843000 0 1844000 A2 ES0312406012 NS EURIBOR 6 MESES 0.29 1.95 n/a 12 12000 0 18429000 0 18441000 A1 ES0312406004 NS EURIBOR 6 MESES 0 1.66 360 12 0 0 0 0 0 13000 0 20272000 0 20285000 B ES0312406020 2032-12-20 556000 6956000 44000 2826000 633000 6400000 42000 2782000 A2 ES0312406012 2032-12-20 5563000 173370000 406000 398951000 6335000 167807000 375000 398545000 A1 ES0312406004 2032-12-20 0 30000000 0 1146000 0 30000000 0 1146000 6119000 210326000 450000 402923000 6968000 204207000 417000 402473000 B ES0312406020 2000-02-11 MDY A1 A1 A1 A2 ES0312406012 2000-02-11 MDY Aaa Aaa Aaa A1 ES0312406004 2007-02-05 MDY Aaa Aaa Aaa 2330000 2368000 11.63 9.08 1.39 -1.55 false false false false false false 0 0 true true 89.72 90.91 0 0 0 0 0 0 false false NIF VARIOS NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 0 90 15000 38000 0.22 0.56 0.38 0 0 0 0 0 15000 38000 0.22 0.56 0.38 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.2 0 0 32000 0 4.44 0 4.69 0 0 0 0 0 32000 0 4.44 0 4.69 3 0.38 0.57 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.4 DÉFICIT DE AMORTIZACIÓN 0 0.38 0.57 FOLLETO INFORMATIVO. CAPÍTULO II. APARTADO II.11.3.2.5 IMPORTE REQUERIDO DE FONDO DE RESERVA 8.40 10.13 10.13 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.3 SALDO VIVO ACTIVOS FALLIDOS 0.48 0 0 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.3 TIPO MEDIO PONDERADO DE LOS ACTIVOS MENOS 0,50% 0 2.27 2.27 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.2 TIPO MEDIO PONDERADO DE LOS BONOS 0 2.06 2.06 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.2 0 0 0 0 3 185000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 609 10684000 699 12945000 2610 114950000 0 0 0 0 1 31000 424 6976000 490 9441000 880 52670000 1 7000 1 21000 13 713000 0 0 0 0 6 348000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 190 2361000 260 3682000 1055 63973000 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 1 130000 0 0 0 0 0 0 1224 20028000 1450 26089000 4569 233000000 0 0 0 0 0 0 0 0 0 0 0 0 1224 20028000 1450 26089000 4569 233000000 1224 20029000 20029000 1450 26090000 26090000 4569 232999000 232999000 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 1224 20029000 1450 26090000 4569 232999000 945 14774000 1185 16483000 385 17741000 246 4625000 233 8197000 937 50161000 30 568000 29 1293000 1836 102073000 3 62000 3 117000 1407 62718000 0 0 0 0 2 135000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2 171000 1224 20029000 1450 26090000 4569 232999000 28.85 34.68 69.09 MIBOR AÑO 1142 18515000 1.21 3.34 CECA 1 13000 0 7 IRPH entidades 3 16000 0.25 5.75 IRPH cajas 60 1116000 0.14 3.86 IRMH 1 7000 0 5 EURIBOR AÑO 17 361000 0.79 3.30 1224 20028000 1.14 3.37 5 68000 9 154000 0 0 0 0 0 0 0 0 10 152000 13 365000 0 0 206 2968000 247 4704000 0 0 295 4961000 337 5810000 0 0 292 4930000 336 6504000 46 2694000 166 3160000 212 3836000 814 48534000 72 1179000 88 1578000 1486 80169000 65 767000 75 1223000 1124 53989000 46 771000 50 664000 876 37827000 28 558000 33 613000 197 8460000 31 452000 38 565000 18 959000 5 33000 8 49000 4 199000 2 14000 3 18000 1 41000 0 0 0 0 1 52000 0 0 0 0 0 0 0 0 0 0 0 0 1 16000 1 9000 2 74000 0 0 0 0 0 0 0 0 0 0 0 0 1224 20029000 1450 26092000 4569 232998000 0 3.31 4.42 2.07 0 0.83 4.35 3.57 0.81 0 0 0 0 0 0 0 2006 20272000 20272000 2306 230600000 230600000 2006 20272000 2306 230600000 S06 NOTAS EXPLICATIVAS AYT.2 F.T.H..pdf pdf 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