AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2011-01-01 2011-06-30 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2010-01-01 2010-06-30 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2010-01-01 2010-12-31 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2000-01-27 2000-01-27 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2011-06-30 AyT.2 Fondo de Titulización Hipotecaria 2.0.0 2010-06-30 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 S1 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 25857000 29131000 0 0 22875000 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 22875000 26126000 22758000 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 86000 155000 26000 28000 0 0 5000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2982000 3004000 2982000 3004000 0 0 25857000 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 25857000 29131000 0 0 0 0 25534000 28780000 0 5000 23165000 26406000 21046000 23993000 2105000 2399000 14000 14000 0 0 0 0 2369000 2369000 2368000 2368000 0 0 0 0 1000 1000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 323000 351000 322000 350000 1000 2000 0 0 0 0 0 348000 321000 0 0 0 0 0 1000 1000 0 0 0 0 0 0 0 0 25857000 29131000 338000 450000 0 0 327000 449000 11000 1000 -228000 -235000 -209000 -217000 -19000 -18000 0 0 110000 215000 0 0 0 0 0 0 0 0 0 0 0 0 -138000 -815000 -4000 -5000 -1000 -4000 -4000 0 0 -134000 -810000 -25000 -24000 -1000 -2000 -108000 -783000 0 0 0 -1000 0 -1000 0 0 0 -1000 0 0 0 0 0 0 0 0 28000 601000 0 0 0 0 0 0 -25000 -87000 114000 219000 333000 453000 -212000 -220000 0 0 11000 4000 -18000 -18000 0 0 -134000 -301000 -25000 -24000 -1000 -2000 -108000 -275000 -5000 -5000 0 0 0 0 -5000 -5000 3000 -434000 0 0 0 0 3000 -118000 3245000 3606000 0 0 -3242000 -3724000 0 -316000 0 0 -316000 0 0 0 0 0 0 0 0 0 0 -22000 -521000 3004000 3714000 2982000 3193000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 CAJA DE AHORROS Y MONTE DE PIEDAD DE AVILA CAJA DE AHORROS Y MONTE DE PIEDAD DE SEGOVIA CAJA GENERAL DE AHORROS DE CANARIAS 1334 22845000 1450 26090000 4569 232999000 1334 22845000 1450 26090000 4569 232999000 0 0 -2722000 -991000 -523000 -5878000 -210154000 -206909000 0 0 22845000 26090000 2.66 23.40 44 9000 1000 10000 729000 740000 12 8000 1000 9000 240000 249000 1 2000 0 2000 10000 12000 1 5000 1000 6000 34000 39000 0 0 0 0 0 0 1 3000 1000 4000 15000 19000 1 5000 1000 6000 12000 18000 60 32000 5000 37000 1040000 1077000 44 9000 1000 10000 729000 740000 3529000 3529000 20.97 12 8000 1000 9000 240000 249000 1272000 1272000 19.56 1 2000 0 2000 10000 12000 90000 90000 13.72 1 5000 1000 6000 34000 39000 233000 233000 16.86 0 0 0 0 0 0 0 0 0 1 3000 1000 4000 15000 19000 50000 50000 38.11 1 5000 1000 6000 12000 18000 63000 63000 29.59 60 32000 5000 37000 1040000 1077000 5237000 5237000 20.56 0 0 0 0.12 0.01 0 0 0 0 369 1571000 737 11139000 0 0 274 2693000 240 3573000 1 29000 45 701000 162 2123000 1 49000 195 3799000 64 1342000 33 1135000 377 10456000 196 5611000 1088 55237000 74 3624000 51 2301000 3446 176548000 1334 22844000 1450 26089000 4569 232998000 6.31 3.36 14.02 13.30 11.84 2.62 01 B ES0312406020 88 24000 2105000 0.50 88 27000 2399000 0 88 100000 8800000 0 A2 ES0312406012 1918 11000 21046000 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 23151000 2006 26392000 2306 230600000 B ES0312406020 S EURIBOR 6 MESES 0.45 2.20 360 11 1000 0 2105000 0 2106000 A2 ES0312406012 NS EURIBOR 6 MESES 0.29 2.04 n/a 11 13000 0 21046000 0 21059000 A1 ES0312406004 NS EURIBOR 6 MESES 0 1.75 360 11 0 0 0 0 0 14000 0 23151000 0 23165000 B ES0312406020 2032-12-20 295000 6695000 21000 2803000 633000 6400000 42000 2782000 A2 ES0312406012 2032-12-20 2947000 170754000 187000 398732000 6335000 167807000 375000 398545000 A1 ES0312406004 2032-12-20 0 30000000 0 1146000 0 30000000 0 1146000 3242000 207449000 208000 402681000 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 2368000 0 10.37 0 0 0 false false false false false false 0 0 true true 0 0 0 0 0 0 0 0 false false NIF VARIOS NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 0 90 18000 38000 0.38 0.56 0.56 0 0 0 0 0 18000 38000 0.38 0.56 0.56 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.2 0 0 37000 0 4.69 0 3.57 0 0 0 0 0 37000 0 4.69 0 3.57 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 0 656 11590000 699 12945000 2610 114950000 0 0 0 0 1 31000 463 8246000 490 9441000 880 52670000 1 20000 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 0 214 2990000 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 1334 22846000 1450 26089000 4569 233000000 0 0 0 0 0 0 0 0 0 0 0 0 1334 22846000 1450 26089000 4569 233000000 1334 22845000 22845000 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 1334 22845000 1450 26090000 4569 232999000 1074 13798000 1185 16483000 385 17741000 228 7680000 233 8197000 937 50161000 29 1254000 29 1293000 1836 102073000 3 113000 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 1334 22845000 1450 26090000 4569 232999000 36.09 34.68 69.09 MIBOR AÑO 1245 20460000 1.18 3.24 CECA 2 4000 0 7 IRPH entidades 3 23000 0.25 5.51 IRPH cajas 66 1789000 0.17 4 IRMH 1 20000 0 5 EURIBOR AÑO 17 548000 0.82 3.18 1334 22844000 1.09 3.30 7 121000 9 154000 0 0 0 0 0 0 0 0 13 342000 13 365000 0 0 235 4100000 247 4704000 0 0 315 5049000 337 5810000 0 0 312 5814000 336 6504000 46 2694000 187 3388000 212 3836000 814 48534000 73 1418000 88 1578000 1486 80169000 69 1037000 75 1223000 1124 53989000 48 539000 50 664000 876 37827000 29 506000 33 613000 197 8460000 35 480000 38 565000 18 959000 7 32000 8 49000 4 199000 3 10000 3 18000 1 41000 0 0 0 0 1 52000 0 0 0 0 0 0 0 0 0 0 0 0 1 7000 1 9000 2 74000 0 0 0 0 0 0 0 0 0 0 0 0 1334 22843000 1450 26092000 4569 232998000 3.30 3.31 4.42 2.36 1.86 0.83 3.97 3.57 0.81 0 0 0 0 0 0 0 2006 23151000 23151000 2306 230600000 230600000 2006 23151000 2306 230600000 S06 NOTAS EXPLICATIVAS AYT.2 F.T.H..pdf pdf 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