AyT Caja Granada Hipotecario I, FTA 1.0.0 2010-07-01 2010-12-31 AyT Caja Granada Hipotecario I, FTA 1.0.0 2009-07-01 2009-12-31 AyT Caja Granada Hipotecario I, FTA 1.0.0 2009-01-01 2009-12-31 AyT Caja Granada Hipotecario I, FTA 1.0.0 2010-01-01 2010-12-31 AyT Caja Granada Hipotecario I, FTA 1.0.0 2007-06-26 2007-06-26 AyT Caja Granada Hipotecario I, FTA 1.0.0 2010-12-31 AyT Caja Granada Hipotecario I, FTA 1.0.0 2009-12-31 AyT Caja Granada Hipotecario I, FTA 1.0.0 2007-06-26 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure AyT Caja Granada Hipotecario I, FTA 8774 NIF Ahorro y Titulización S.G.F.T., S.A. 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BBB- C ES0312212022 2010-07-13 FCH BB BBB- BBB- B ES0312212014 2007-06-26 SYP A A A B ES0312212014 2010-07-13 FCH BBB A A A ES0312212006 2007-06-26 SYP AAA AAA AAA A ES0312212006 2008-08-01 FCH AAA AAA AAA 2708000 0 1.10 0 0.73 0 true true false false false false 0 0 true true 85.08 0 0 0 0 0 0 0 false false NIF CAJA GENERAL DE AHORROS DE GRANADA NIF CECA NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 90 618000 844000 4.95 6.34 5.38 0 0 0 0 0 618000 844000 4.95 6.34 5.38 FOLLETO INFORMATIVO. GLOSARIO DE DEFINICIONES 18 265000 130000 0.91 0.41 1.73 0 0 0 0 0 265000 130000 0.91 0.41 1.73 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212030 ES0312212030 0.75 5 5.10 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212022 ES0312212022 1 5 5.10 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212014 ES0312212014 1.25 5 5.10 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212030 ES0312212030 5.50 0.60 1.10 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0312212022 ES0312212022 7 0.60 1.10 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0312212014 ES0312212014 11 0.60 1.10 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B 1 5 5.10 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 %SALDO VIVO DE LOS 10 PRÉSTAMOS CON MAYOR SALDO VIVO S/ FR 0 0 0 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 CANTIDAD REQUERIDA DE FONDO DE RESERVA 1.94 0.68 0.68 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 DETERIORO DE LOS ACTIVOS 10 61.73 63.05 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) AMORTIZACIÓN SECUENCIAL: Si en la Fecha de Determinación correspondiente a la Fecha de Pago en curso, el importe a que ascienda el Saldo Vivo de los Activos con morosidad que presenten más de tres (3) meses de retraso en el pago de los importes vencidos es superior al % establecido para cada ISIN del Saldo Vivo de los Activos deducidos los Activos Fallidos o si existe un "SUPUESTO DE DETERIORO DE LOS ACTIVOS" DIFERIMIENTO DE INTERESES: Valor nominal agregado de los Activos Fallidos represente un porcentaje superior al recogido para cada ISIN del Saldo de los Activos en la Fecha de Constitución del Fondo siempre que no se hubiera producido la completa amortización de los Bonos de el /los Tramos Senior conforme al OPP o no se fueran a producir en la Fecha de Pago correspondiente. NO REDUCCIÓN DEL FONDO DE RESERVA: a) Cuando el Saldo Vivo de los Activos en morosidad con más de noventa (90) días de retraso en el pago de importes vencidos, fuera superior al porcentaje recogido del Saldo Vivo de los Activos que no tengan la consideración de Activos Fallidos b) Si en la Fecha de Pago anterior el Fondo de Reserva no se dotó en la CANTIDAD REQUERIDA DEL FONDO DE RESERVA c) Que la Cantidad Requerida del Fondo de Reserva resultate fuese inferior a la suma del SALDO VIVO DE LOS DIEZ (10) PRÉSTAMOS CON MAYOR SALDO VIVO d) Que no hubieran transcurrido tres (3) años desde la Fecha de Constitución DETERIORO DE LOS ACTIVOS: a) Cuando el Saldo Vivo de los Activos en la fecha de Determinación correspondiente a la Fecha de Pago en curso sea inferior al porcentaje establecido del Saldo Vivo de los Activos en la Fecha de Constitución sin que se haya ejercitado la opción de amortización anticipada b) cuando el Fondo de Reserva no se encuentre en la CANTIDAD REQUERIDA DEL FONDO DE RESERVA 1172 185538000 1302 215074000 1597 292415000 0 0 0 0 0 0 1 171000 1 182000 1 195000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3 495000 3 507000 6 1127000 233 42405000 253 47216000 320 67609000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 164000 86 15116000 102 19381000 146 33753000 19 2773000 21 3230000 23 4046000 1 131000 1 143000 2 368000 0 0 0 0 0 0 0 0 0 0 0 0 2 296000 2 305000 2 322000 0 0 0 0 0 0 1517 246925000 1685 286038000 2098 399999000 0 0 0 0 0 0 0 0 0 0 0 0 1517 246925000 1685 286038000 2098 399999000 1517 246926000 246926000 1685 286038000 286038000 2098 400000000 400000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1517 246926000 1685 286038000 2098 400000000 78 7763000 57 5425000 3 435000 401 57631000 385 57789000 233 41515000 786 134970000 939 165324000 1335 251568000 252 46562000 304 57501000 527 106482000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1517 246926000 1685 286039000 2098 400000000 67.99 70.08 76.66 MIBOR 6 MESES 1 126000 2.61 3.75 MIBOR AÑO 46 8048000 2.05 3.37 IRPH cajas 352 58488000 0.57 3.53 EURIBOR 6 MESES 6 893000 2.25 3.30 EURIBOR 3 MESES 1 168000 2.58 3.25 EURIBOR AÑO 1111 179203000 1.98 3.32 1517 246926000 1.65 3.37 0 0 0 0 0 0 1 197000 0 0 0 0 17 2432000 5 861000 0 0 18 3289000 13 2605000 0 0 155 24305000 156 24918000 5 1005000 496 79170000 418 69626000 1 225000 730 121698000 808 140267000 58 10520000 78 12108000 136 22487000 326 60013000 18 3050000 39 7076000 1045 200555000 4 678000 56 9623000 611 117690000 0 0 8 1293000 52 9994000 0 0 29 4603000 0 0 0 0 17 2681000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1517 246927000 1685 286040000 2098 400002000 3.37 3.62 4.79 1.65 1.48 1.15 0 0 0 0 4000 247993000 247993000 4000 400000000 400000000 4000 247993000 4000 400000000 S06 NOTAS EXPLICATIVAS GRANADA H I 31 12 2010.pdf pdf 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