AyT VPO II, FTA 2.0.0 2011-07-01 2011-12-31 AyT VPO II, FTA 2.0.0 2010-07-01 2010-12-31 AyT VPO II, FTA 2.0.0 2010-01-01 2010-12-31 AyT VPO II, FTA 2.0.0 2011-01-01 2011-12-31 AyT VPO II, FTA 2.0.0 2009-10-22 2009-10-22 AyT VPO II, FTA 2.0.0 2011-12-31 AyT VPO II, FTA 2.0.0 2010-12-31 AyT VPO II, FTA 2.0.0 2009-10-22 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure AyT VPO II, FTA 9541 NIF Ahorro y Titulización S.G.F.T., S.A. NIF false S2 2011 TE EM 113969000 125208000 113969000 125208000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 113969000 125208000 0 0 112697000 124680000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2392000 542000 -1120000 -14000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 26017000 28881000 0 0 10014000 12365000 0 6000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 10014000 12359000 0 0 9836000 12193000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 105000 19000 -50000 -1000 113000 148000 0 0 10000 0 0 0 0 0 0 0 0 0 0 0 0 0 17000 7000 0 0 17000 7000 15986000 16509000 15986000 16509000 0 0 139986000 154089000 132385000 148786000 0 0 132385000 148786000 117916000 128406000 102566000 113056000 15350000 15350000 0 0 0 0 10082000 11170000 11629000 11771000 0 0 0 0 -1547000 -601000 0 0 0 0 3212000 7972000 3212000 7972000 0 0 1175000 1238000 1175000 1238000 0 0 10813000 13275000 0 0 0 0 10806000 13249000 10000 0 10334000 12557000 9806000 12149000 0 0 528000 408000 0 0 0 0 282000 206000 146000 157000 0 0 0 0 64000 49000 0 0 72000 0 180000 486000 180000 486000 0 0 0 0 0 0 7000 26000 10000 25000 9000 9000 3000 16000 1000 1000 0 0 0 0 0 0 -3000 -1000 0 0 -3000 1000 -3212000 -7972000 0 0 -3212000 -7972000 0 0 139986000 154089000 1785000 3441000 3714000 1534000 0 0 0 0 1733000 2004000 3616000 4176000 52000 1437000 98000 -2642000 -1466000 -3339000 -2649000 -2129000 -1311000 -943000 -2366000 -1901000 -155000 -115000 -283000 -228000 -2281000 -153000 0 -638000 0 166000 102000 427000 -595000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -157000 -80000 -220000 -82000 -4000 -8000 -8000 -19000 -1000 -1000 -1000 -3000 -7000 -7000 -19000 -153000 -72000 -212000 -63000 -23000 -22000 -45000 -46000 -8000 -7000 -16000 -14000 -2000 -2000 -3000 -3000 -120000 -41000 -130000 -18000 -714000 -22000 -1155000 -15000 0 0 0 0 -714000 -22000 -1155000 -15000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 705000 0 948000 692000 0 0 0 0 0 0 0 0 0 0 0 0 34000 -246000 324000 -90000 3622000 4230000 -2246000 -1915000 -944000 -2196000 88000 18000 -196000 -227000 0 0 -200000 -51000 -45000 -47000 -22000 -1000 -3000 -3000 -130000 -90000 -105000 0 0 0 0 -90000 -105000 -557000 594000 0 0 0 0 -404000 717000 12429000 13162000 0 0 -12833000 -12445000 -153000 -123000 0 0 -153000 -123000 0 0 0 0 0 0 0 0 0 0 -523000 348000 16509000 16161000 15986000 16509000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4122000 -11891000 4122000 -11891000 0 0 638000 2667000 0 0 -4760000 9224000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 BANCA CIVICA BANCO MARENOSTRUM, S.A. BANKIA CAIXABANK 3257 125000000 3384 137431000 3469 153000000 3257 125000000 3384 137431000 3469 153000000 0 0 -10666000 -10397000 -1765000 -2770000 -28000000 -15569000 0 0 125000000 137431000 1.54 2.18 98 17000 5000 22000 5217000 5244000 45 18000 4000 22000 1685000 1708000 11 8000 2000 10000 461000 472000 4 3000 1000 4000 203000 207000 2 3000 1000 4000 110000 114000 24 57000 24000 81000 1544000 1625000 2 4000 1000 5000 74000 79000 186 110000 38000 148000 9294000 9449000 98 17000 5000 22000 5217000 5244000 9583000 9583000 54.72 45 18000 4000 22000 1685000 1708000 4182000 4182000 40.84 4 4000 1000 5000 157000 162000 316000 316000 51.19 3 3000 1000 4000 171000 175000 289000 289000 60.60 1 3000 1000 4000 55000 58000 83000 83000 70.63 7 43000 17000 60000 609000 669000 1295000 1295000 51.69 0 0 0 0 0 0 0 0 0 158 88000 29000 117000 7894000 8016000 15748000 15748000 50.90 1.97 0 0 0.40 0 0 3.94 0.85 0 254 742000 95 424000 1 1000 167 1394000 236 1922000 69 679000 119 1416000 178 2317000 275 3666000 179 2720000 223 3909000 317 6085000 524 14741000 322 8171000 282 6517000 2014 103986000 2330 120688000 2525 136051000 3257 124999000 3384 137431000 3469 152999000 13.62 14.25 15.05 7.75 6.93 5.92 01 C ES0312382023 145 50000 7250000 8.20 145 50000 7250000 10.80 145 50000 7250000 0 B ES0312382015 162 50000 8100000 8.20 162 50000 8100000 10.80 162 50000 8100000 0 A ES0312382007 2753 41000 112372000 5.50 2753 45000 125205000 6.80 2753 50000 137650000 0 3060 127722000 3060 140555000 3060 153000000 C ES0312382023 S EURIBOR 3 MESES 1 2.57 360 75 39000 0 7250000 0 7289000 B ES0312382015 S EURIBOR 3 MESES 0.75 2.32 360 75 39000 0 8100000 0 8139000 A ES0312382007 NS EURIBOR 3 MESES 0.35 1.92 360 75 450000 0 112372000 0 112822000 528000 0 127722000 0 128250000 C ES0312382023 2051-01-18 0 0 164000 300000 0 0 136000 136000 B ES0312382015 2051-01-18 0 0 163000 295000 0 0 132000 132000 A ES0312382007 2051-01-18 12833000 25278000 1918000 3565000 12445000 12445000 1647000 1647000 12833000 25278000 2245000 4160000 12445000 12445000 1915000 1915000 C ES0312382023 2009-10-21 FCH BBB- BBB- BBB- B ES0312382015 2009-10-21 FCH A A A A ES0312382007 2009-10-21 FCH AAA AAA AAA 11322000 11322000 9.06 8.24 0.64 0.24 true true false false false false 0 0 true false 87.98 89.08 0 0 0 0 0 0 false false NIF VARIOS NIF CECA NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 0 90 105000 18000 1.97 0.41 1.69 0 0 0 0 0 105000 18000 1.97 0.41 1.69 FOLLETO INFORMATIVO. GLOSARIO DE DEFINICIONES 18 0 18000 0 0.20 0 0.09 0 0 0 0 0 18000 0 0.20 0 0.09 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312382023 ES0312382023 1 1.42 1.39 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312382015 ES0312382015 1.25 1.42 1.39 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312382023 ES0312382023 10 0 0 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0312382015 ES0312382015 15 0 0 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B CANTIDAD REQUERIDA DE FONDO DE RESERVA 1.70 7.40 7.40 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 DETERIORO DE LOS ACTIVOS 10 85.48 87.29 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) SUPUESTO DE AMORTIZACIÓN SECUENCIAL 1.25 1.42 1.39 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 1164 21053000 1271 26045000 1330 32500000 1152 60891000 1157 64770000 1165 69400000 0 0 0 0 0 0 453 19603000 463 21255000 474 23438000 0 0 0 0 0 0 436 17536000 441 19165000 448 21000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 52 5917000 52 6195000 52 6662000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3257 125000000 3384 137430000 3469 153000000 0 0 0 0 0 0 0 0 0 0 0 0 3257 125000000 3384 137430000 3469 153000000 3257 125000000 125000000 3384 137431000 137431000 3469 153000000 153000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3257 125000000 3384 137431000 3469 153000000 1158 19806000 1185 21916000 1093 23676000 1327 57804000 1007 42874000 901 37147000 772 47390000 1192 72640000 1475 92177000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3257 125000000 3384 137430000 3469 153000000 53.02 55.34 58.35 VPO 1996-1999 529 7738000 0 3.44 VPO 1992-1995 360 2781000 0 3.52 VPO 2005-2008 126 8057000 0 2.55 VPO 2002-2005 1494 75501000 0 2.55 VPO 1998-2001 663 20043000 0 2.31 MIBOR 3 MESES 32 1434000 0 3.37 EURIBOR AÑO 53 9446000 0.63 2.97 3257 125000000 0.04 2.62 0 0 0 0 0 0 0 0 0 0 0 0 1 320000 3 895000 1 337000 824 22614000 684 23388000 5 1013000 1972 91353000 1728 82066000 122 5223000 20 3466000 19 3252000 59 3728000 25 1369000 316 17166000 1681 97932000 324 4295000 363 5807000 607 11054000 91 1584000 271 4857000 987 31434000 0 0 0 0 2 722000 0 0 0 0 5 1557000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3257 125001000 3384 137431000 3469 153000000 2.73 2.82 3.89 1.70 0 1.42 2.54 2.36 2.24 0 0 0 0 0 0 0 3060 127722000 127722000 3060 153000000 153000000 3060 127722000 3060 153000000 S06 NOTAS EXPLICATIVAS AYT VPO II.pdf pdf 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