AyT Hipotecario III, FTH 1.0.0 2010-01-01 2010-06-30 AyT Hipotecario III, FTH 1.0.0 2009-01-01 2009-06-30 AyT Hipotecario III, FTH 1.0.0 2009-01-01 2009-12-31 AyT Hipotecario III, FTH 1.0.0 2003-07-03 2003-07-03 AyT Hipotecario III, FTH 1.0.0 2010-06-30 AyT Hipotecario III, FTH 1.0.0 2009-06-30 AyT Hipotecario III, FTH 1.0.0 2009-12-31 AyT Hipotecario III, FTH 1.0.0 2003-07-03 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure AyT Hipotecario III, FTH 4573 NIF Ahorro y Titulización S.G.F.T., S.A. NIF false S1 2010 TE EM 96836000 101701000 96836000 101701000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 96836000 101701000 96836000 101177000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 535000 -11000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 20682000 24724000 0 0 15433000 18357000 79000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 15354000 18357000 14110000 18095000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1069000 0 -33000 208000 262000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1000 0 0 0 1000 0 5248000 6367000 5248000 6367000 0 0 117518000 126425000 102761000 107694000 0 0 102761000 107694000 98482000 103092000 85282000 89892000 13200000 13200000 0 0 0 0 4279000 4602000 4279000 4602000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 14757000 18731000 0 0 0 0 14155000 18066000 0 0 14153000 18060000 14110000 18012000 0 0 43000 48000 0 0 2000 2000 0 0 0 0 0 0 2000 2000 0 0 0 0 0 0 0 0 0 4000 0 4000 602000 665000 600000 664000 1000 2000 0 0 0 0 599000 662000 0 0 0 0 0 0 2000 1000 0 0 0 0 0 0 0 0 117518000 126425000 1654000 0 0 0 1653000 0 1000 0 -620000 -590000 -30000 1034000 0 0 0 0 0 0 0 0 0 0 0 0 0 -1765000 0 -6000 -6000 0 0 -1759000 0 -19000 -6000 -1000 -1733000 0 0 0 0 0 -22000 0 0 0 -22000 0 0 0 0 0 0 0 0 0 753000 0 0 0 0 0 0 0 2000 324000 1076000 3482000 1702000 6319000 -596000 -2750000 0 0 0 40000 -30000 -127000 0 0 -1069000 -3397000 -19000 -39000 -6000 -13000 -3000 -3000 -1041000 -3330000 -12000 -5000 239000 0 0 -5000 239000 -1121000 -1743000 0 0 0 0 -798000 -458000 7714000 18389000 0 0 -8512000 -18847000 -323000 -1285000 0 0 -323000 -1285000 0 0 0 0 0 0 0 0 0 0 -1119000 -1419000 6367000 7786000 5248000 6367000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 CAJAMAR CAJA RURAL, S.C.C. CAJA DE AHORROS Y MONTE DE PIEDAD DE NAVARRA 2820 112055000 2913 119768000 5173 330000000 2820 112055000 2913 119768000 5173 330000000 -4953000 -8970000 -2760000 -3099000 -217945000 -73934000 0 0 112055000 119768000 2.58 2.80 81 22000 4000 26000 3394000 3426000 25 13000 3000 16000 986000 1005000 17 16000 5000 21000 901000 924000 5 76000 2000 78000 60000 138000 5 6000 4000 10000 347000 356000 2 47000 3000 50000 35000 85000 2 69000 8000 77000 52000 130000 7 1000 1000 2000 310000 312000 2 43000 6000 49000 0 48000 146 293000 36000 329000 6085000 6424000 81 22000 4000 26000 3394000 3426000 8827000 38.81 25 13000 3000 16000 986000 1005000 2541000 39.54 17 16000 5000 21000 901000 924000 2024000 45.64 5 76000 2000 78000 60000 138000 430000 31.97 5 6000 4000 10000 347000 356000 760000 46.87 2 47000 3000 50000 35000 85000 177000 47.92 2 69000 8000 77000 52000 130000 189000 68.67 7 1000 1000 2000 310000 312000 744000 41.93 2 43000 6000 49000 0 48000 591000 8.20 146 293000 36000 329000 6085000 6424000 16283000 39.45 0.79 0.25 85.73 0 0.27 0.16 71.56 0 0 0 0 0 50 246000 201 8057000 2 47000 84 752000 0 0 4 84000 170 2213000 0 0 5 151000 214 3856000 28 110000 37 1033000 741 22089000 502 8441000 721 30648000 1561 82898000 2182 103159000 4404 298036000 2820 112054000 2913 119767000 5173 329999000 13.41 16.52 18.77 8.72 8.25 1.89 01 B ES0312369012 132 100000 13200000 8 132 100000 13200000 7.50 132 100000 13200000 0 A ES0312369004 3168 31000 99393000 4.30 3168 34000 107904000 3.80 3168 100000 316800000 0 3300 112593000 3300 121104000 3300 330000000 B ES0312369012 S EURIBOR 3 MESES 0.65 1.37 360 13 7000 13200000 0 0 13207000 A ES0312369004 NS EURIBOR 3 MESES 0.27 0.99 360 13 36000 99393000 0 0 99428000 43000 112593000 0 0 112635000 B ES0312369012 2035-03-18 0 0 89000 3164000 0 0 316000 3075000 A ES0312369004 2035-03-18 8512000 217407000 508000 39863000 18846000 208896000 2434000 39356000 8512000 217407000 597000 43027000 18846000 208896000 2750000 42431000 B ES0312369012 2003-07-07 MDY A3 A3 A3 A ES0312369004 2003-07-07 MDY Aaa Aaa Aaa 4279000 0 3.82 0 2.80 0 false false false false false false 0 0 true true 88.28 0 0 0 0 0 0 0 false false NIF VARIOS NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 90 264000 224000 1.04 0.91 1.26 0 0 0 0 0 264000 224000 1.04 0.91 1.26 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.4 18 128000 50000 0.53 0.30 0.53 116000 87000 0.22 0.15 0.16 244000 137000 0.75 0.45 0.69 FOLLETO INFORMATIVO. CAPÍTULO II. APARTADO II.11.3.2.5 1 0.50 0.73 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.4 TIPO MEDIO PONDERADO DE LOS ACTIVOS 0 4.09 4.11 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.4 TIPO MEDIO PONDERADO DE LOS BONOS + 0,35% 0 1.39 1.31 FOLLETO INFORMATIVO. CAPÍTULO V. APARTADO V.3.4 NO REDUCCIÓN DEL FONDO DE RESERVA: (a) Cuando en la Fecha de Determinación correspondiente a la Fecha de Pago en curso el Saldo Vivo de las Participaciones Hipotecarias con más de noventa (90) días de retraso en el pago de importes vencidos, fuera igual o superior al porcentaje recogido del Saldo de las Participaciones Hipotecarias. (b) Cuando el TIPO DE INTERÉS MEDIO PONDERADO DE LAS PH correspondiente a la Fecha de Pago en curso fuera inferior al TIPO DE INTERÉS MEDIO PONDERADO DE LOS BONOS más el 0,35% 907 33909000 922 35875000 1788 103305000 0 0 0 0 1 62000 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 47000 1 48000 1 59000 0 0 0 0 3 249000 99 5593000 101 5854000 202 17201000 2 197000 2 202000 5 468000 1 60000 1 61000 1 71000 0 0 0 0 1 35000 73 3915000 76 4177000 144 11667000 6 358000 6 373000 10 776000 592 24647000 607 26056000 1145 67663000 1122 42395000 1178 46033000 1834 125647000 6 282000 6 303000 8 655000 5 365000 6 384000 14 1081000 6 286000 7 402000 16 1061000 2820 112054000 2913 119768000 5173 330000000 0 0 0 0 0 0 0 0 0 0 0 0 2820 112054000 2913 119768000 5173 330000000 2820 112055000 112055000 2913 119768000 119768000 5173 330000000 330000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2820 112055000 2913 119768000 5173 330000000 1645 45559000 1639 46799000 1037 46846000 919 49136000 964 51514000 1495 92539000 256 17360000 310 21455000 2641 190615000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2820 112055000 2913 119768000 5173 330000000 42.91 43.84 60.02 MIBOR 3 MESES 1 17000 0.50 1.82 MIBOR AÑO 289 5772000 0.91 3.67 IRPH bancos 14 270000 0.33 5.69 IRPH entidades 540 19097000 0.04 3.09 IRPH cajas 564 20480000 0.19 4.84 EURIBOR 6 MESES 3 135000 0.81 3.70 EURIBOR 3 MESES 8 412000 0.85 5.64 EURIBOR AÑO 1397 65743000 0.78 4.17 2816 111926000 0.55 4.09 1 0 1 0 150 9934000 0 0 0 0 0 0 226 10015000 71 3422000 0 0 349 13528000 215 8888000 0 0 366 13183000 225 9027000 132 10451000 313 11976000 302 11585000 753 54691000 49 1865000 184 6986000 1285 87565000 15 671000 111 4507000 1144 71146000 269 12058000 366 16242000 1058 62096000 598 26317000 672 30230000 500 27103000 455 16986000 508 19674000 131 6256000 158 4963000 223 8091000 15 584000 21 493000 34 1097000 2 71000 0 0 1 20000 3 104000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2820 112055000 2913 119769000 5173 330001000 4.09 4.50 3.94 1.10 1.04 0.45 0 0 0 0 3300 112635000 112635000 3300 330000000 330000000 3300 112635000 3300 330000000 Notas Explicativas AYT HIPOTECARIO III FTH.pdf pdf 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