AyT Caja Granada Hipotecario I, FTA 2.0.0 2015-01-01 2015-06-30 AyT Caja Granada Hipotecario I, FTA 2.0.0 2014-01-01 2014-06-30 AyT Caja Granada Hipotecario I, FTA 2.0.0 2014-01-01 2014-12-31 AyT Caja Granada Hipotecario I, FTA 2.0.0 2007-06-26 2007-06-26 AyT Caja Granada Hipotecario I, FTA 2.0.0 2015-06-30 AyT Caja Granada Hipotecario I, FTA 2.0.0 2014-06-30 AyT Caja Granada Hipotecario I, FTA 2.0.0 2014-12-31 AyT Caja Granada Hipotecario I, FTA 2.0.0 2007-06-26 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure AyT Caja Granada Hipotecario I, FTA 8774 NIF HAYA TITULIZACION, SGFT, S.A. NIF false S1 2015 TE EM 123066000 119497000 123066000 119497000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 123066000 119497000 0 0 118382000 113846000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 17827000 17071000 -13143000 -11420000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 22381000 34760000 0 0 13218000 24676000 0 6000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 13218000 24670000 0 0 12755000 24146000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1059000 943000 -780000 -631000 98000 111000 0 0 86000 101000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 9163000 10084000 9163000 10084000 0 0 145447000 154257000 113507000 126469000 0 0 113507000 126469000 99117000 110617000 68718000 78303000 37000000 37000000 -6601000 -4686000 0 0 0 0 0 0 5200000 5200000 0 0 0 0 -5200000 -5200000 0 0 0 0 6253000 7392000 6253000 7392000 0 0 8137000 8460000 8137000 8460000 0 0 38193000 35180000 0 0 0 0 38189000 35176000 0 0 37920000 35123000 37899000 35091000 0 0 21000 32000 0 0 0 0 9000 9000 0 0 0 0 0 0 -371000 -299000 9000 9000 0 0 371000 299000 260000 44000 260000 44000 0 0 0 0 0 0 4000 4000 2000 2000 2000 2000 44000 36000 0 0 634000 634000 0 0 0 0 -678000 -670000 0 0 2000 2000 -6253000 -7392000 0 0 -6253000 -7392000 0 0 145447000 154257000 2207000 2635000 0 0 2207000 2621000 0 14000 -298000 -504000 -226000 -428000 -72000 -76000 -1992000 -1866000 -83000 265000 0 0 0 0 0 0 0 0 0 0 0 0 -40000 -43000 -12000 -12000 -12000 -12000 -28000 -31000 -19000 -21000 -8000 -8000 -1000 -2000 -1872000 -2534000 0 0 -1872000 -2534000 0 0 0 0 0 0 0 0 1995000 2312000 0 0 0 0 0 0 -139000 458000 216000 172000 2229000 2629000 -237000 -427000 -1776000 -2045000 0 15000 0 0 -20000 -23000 -19000 -21000 -1000 -2000 -335000 309000 0 0 0 0 -335000 309000 -781000 -2368000 0 0 0 0 -781000 -2368000 5995000 7623000 0 0 -6776000 -9991000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -920000 -1910000 10083000 10235000 9163000 8325000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -853000 -1606000 -853000 -1606000 0 0 1992000 3409000 0 0 -1139000 -1803000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 BANCO MARENOSTRUM, S.A. 1099 149841000 1124 155836000 2098 400000000 1099 149841000 1124 155836000 2098 400000000 0 0 -2811000 -5543000 -3184000 -10397000 -250159000 -244164000 0 0 149841000 155836000 2.08 6.25 148 66000 45000 111000 21483000 21604000 39 46000 41000 87000 6032000 6126000 8 16000 19000 35000 1297000 1332000 4 14000 14000 28000 702000 730000 6 32000 31000 63000 886000 948000 30 176000 221000 397000 4403000 4799000 70 640000 785000 1425000 10540000 11965000 305 990000 1156000 2146000 45343000 47504000 148 66000 45000 111000 21483000 21604000 37002000 36702000 58.39 39 46000 41000 87000 6032000 6126000 10917000 10917000 56.11 8 16000 19000 35000 1297000 1332000 1851000 1851000 71.95 4 14000 14000 28000 702000 730000 1149000 1149000 63.49 6 32000 31000 63000 886000 948000 1595000 1414000 59.45 30 176000 221000 397000 4403000 4799000 7832000 7832000 61.28 70 640000 785000 1425000 10540000 11965000 18470000 18470000 64.78 305 990000 1156000 2146000 45343000 47504000 78816000 78335000 60.27 12.48 0 0 11.45 0 0 1 0.15 0 5 257000 2 21000 0 0 8 131000 9 396000 0 0 2 34000 4 66000 0 0 9 453000 7 339000 0 0 63 5862000 51 4716000 15 2738000 1012 143103000 1051 150299000 2083 397262000 1099 149840000 1124 155837000 2098 400000000 19.96 20.27 27.17 9.45 8.96 1.41 01 D ES0312212030 20 100000 2000000 8.70 20 100000 2000000 8.70 20 100000 2000000 13.80 C ES0312212022 110 100000 11000000 8.70 110 100000 11000000 8.70 110 100000 11000000 13.80 B ES0312212014 240 100000 24000000 8.70 240 100000 24000000 8.70 240 100000 24000000 13.80 A ES0312212006 3630 29000 106618000 3.40 3630 31000 113394000 3.50 3630 100000 363000000 7.90 4000 143618000 4000 150394000 4000 400000000 D ES0312212030 S EURIBOR 3 MESES 2 1.98 360 22 2000 0 2000000 0 2002000 -2002000 C ES0312212022 S EURIBOR 3 MESES 0.65 0.63 360 22 4000 0 11000000 0 11004000 -4599000 B ES0312212014 S EURIBOR 3 MESES 0.33 0.31 360 22 5000 0 24000000 0 24005000 A ES0312212006 NS EURIBOR 3 MESES 0.17 0.15 360 22 10000 0 100290000 6328000 106628000 21000 0 137290000 6328000 143639000 -6601000 D ES0312212030 2050-03-09 0 0 21000 565000 0 0 45000 544000 C ES0312212022 2050-03-09 0 0 39000 1903000 0 0 98000 1864000 B ES0312212014 2050-03-09 0 0 47000 3533000 0 0 136000 3486000 A ES0312212006 2050-03-09 6776000 256383000 129000 37310000 18626000 249607000 507000 37181000 6776000 256383000 236000 43311000 18626000 249607000 786000 43075000 D ES0312212030 2014-10-31 SYP CCC CCC BB- D ES0312212030 2014-04-24 FCH CC CC BB C ES0312212022 2014-10-31 SYP B- B- BBB- C ES0312212022 2015-04-15 FCH CC CCC BBB- B ES0312212014 2014-10-31 SYP BB BB A B ES0312212014 2015-04-15 FCH CCC B A A ES0312212006 2014-10-31 SYP A- A- AAA A ES0312212006 2015-04-15 FCH A AA- AAA 0 0 0 0 2.65 2.66 true true false false false false 0 0 true true 74.23 75.39 0 0 0 0 0 0 false false NIF BANCO MARENOSTRUM, S.A. NIF CECA NIF 0 NIF 0 NIF 0 NIF 0 NIF 0 0 90 1946000 1728000 12.76 11.45 12.17 0 0 0 0 0 1946000 1728000 12.76 11.45 12.17 FOLLETO INFORMATIVO. GLOSARIO DE DEFINICIONES 18 0 1661000 1400000 9.09 7.58 8.80 0 0 0 0 0 1661000 1400000 9.09 7.58 8.80 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212030 ES0312212030 0.75 13.96 13.96 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212022 ES0312212022 1 13.96 13.96 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212014 ES0312212014 1.25 13.96 13.96 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0312212030 ES0312212030 5.50 4.82 4.82 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0312212022 ES0312212022 7 4.82 4.82 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0312212014 ES0312212014 11 4.82 4.82 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B 1 3.87 3.87 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 %SALDO VIVO DE LOS 10 PRÉSTAMOS CON MAYOR SALDO VIVO S/ FR 10 10 0 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 CANTIDAD REQUERIDA DE FONDO DE RESERVA 1.80 1.80 0 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 DETERIORO DE LOS ACTIVOS 10 10 0 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) 899 119108000 921 124289000 1597 292415000 0 0 0 0 0 0 0 0 0 0 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 0 0 0 0 6 1127000 176 27745000 179 28489000 320 67609000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 164000 4 672000 4 680000 146 33753000 17 1968000 17 2022000 23 4046000 1 96000 1 98000 2 368000 0 0 0 0 0 0 0 0 0 0 0 0 2 252000 2 258000 2 322000 0 0 0 0 0 0 1099 149841000 1124 155836000 2098 399999000 0 0 0 0 0 0 0 0 0 0 0 0 1099 149841000 1124 155836000 2098 399999000 1099 149841000 149841000 1124 155836000 155836000 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 1099 149841000 1124 155836000 2098 400000000 178 14354000 169 13823000 3 435000 432 58426000 426 58057000 233 41515000 399 61690000 427 66656000 1335 251568000 90 15371000 102 17300000 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 1099 149841000 1124 155836000 2098 400000000 59.52 60.30 76.66 MIBOR AÑO 2 153000 1.92 3.45 IRPH entidades 230 33748000 0.12 3.48 IRPH cajas 12 1913000 0.16 3.77 EURIBOR 6 MESES 3 209000 0.58 3.12 EURIBOR 3 MESES 5 642000 0.07 1.81 EURIBOR AÑO 847 113176000 1.10 3.17 1099 149841000 0.86 3.24 13 2087000 3 375000 0 0 24 2946000 22 2829000 0 0 19 2427000 15 1791000 0 0 18 2629000 7 1032000 0 0 150 19234000 144 18815000 5 1005000 361 48121000 376 51234000 1 225000 462 64940000 502 71858000 58 10520000 31 4269000 33 4659000 326 60013000 15 2055000 16 2107000 1045 200555000 4 723000 3 553000 611 117690000 2 410000 3 582000 52 9994000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1099 149841000 1124 155835000 2098 400002000 3.05 3.16 4.79 0.40 0.50 4.48 2.19 2.18 1 0 0 0 0 0 0 0 4000 143618000 143618000 4000 400000000 400000000 4000 143618000 4000 400000000 S06 NOTAS EXPLICATIVAS GRANADA H I.pdf pdf 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