AyT SaNostra Financiación I, FTA 2.0.0 2013-01-01 2013-06-30 AyT SaNostra Financiación I, FTA 2.0.0 2012-01-01 2012-06-30 AyT SaNostra Financiación I, FTA 2.0.0 2012-01-01 2012-12-31 AyT SaNostra Financiación I, FTA 2.0.0 2009-10-22 2009-10-22 AyT SaNostra Financiación I, FTA 2.0.0 2013-06-30 AyT SaNostra Financiación I, FTA 2.0.0 2012-06-30 AyT SaNostra Financiación I, FTA 2.0.0 2012-12-31 AyT SaNostra Financiación I, FTA 2.0.0 2009-10-22 iso4217:EUR iso4217:USD iso4217:JPY iso4217:GBP xbrli:pure AyT SaNostra Financiación I, FTA 9542 NIF Ahorro y Titulización S.G.F.T., S.A. NIF false S1 2013 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 16835000 21872000 0 0 8273000 12859000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 8273000 12859000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 8105000 12637000 0 0 0 0 0 0 0 0 0 0 0 0 1356000 1439000 -1241000 -1239000 44000 3000 0 0 9000 19000 0 0 0 0 0 0 0 0 0 0 0 0 5000 15000 0 0 5000 15000 8557000 8998000 8557000 8998000 0 0 16835000 21872000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 16867000 22001000 0 0 0 0 16852000 22001000 0 20000 8875000 13997000 4366000 3383000 4500000 10600000 9000 14000 0 0 0 0 7909000 7788000 7900000 7900000 0 0 0 0 -133000 9000 10000 0 0 0 11000 68000 196000 68000 196000 0 0 0 0 0 0 15000 0 12000 0 0 0 0 0 0 0 12000 0 0 0 0 0 0 0 3000 0 -32000 -129000 0 0 -32000 -129000 0 0 16835000 21872000 650000 1358000 0 0 631000 1358000 19000 0 -198000 -424000 -111000 -300000 -87000 -124000 -166000 -298000 286000 636000 0 0 0 0 0 0 0 0 0 0 0 0 -150000 -370000 -8000 -10000 -1000 -1000 -7000 -9000 -142000 -360000 -4000 -6000 -1000 -1000 -3000 -3000 -134000 -350000 -3000 -141000 0 0 -3000 -141000 0 0 0 0 0 0 0 0 -133000 -125000 0 0 0 0 0 0 54000 134000 193000 500000 573000 1233000 -114000 -322000 -197000 -291000 29000 8000 -98000 -128000 0 0 -130000 -360000 -4000 -6000 -1000 -1000 -3000 -3000 -122000 -350000 -9000 -6000 0 0 0 0 -9000 -6000 -495000 -609000 0 0 0 0 -495000 -609000 4622000 9032000 0 0 -5117000 -9641000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -441000 -475000 8998000 8774000 8557000 8299000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -69000 151000 -69000 151000 0 0 166000 627000 0 0 -97000 -778000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 BANCO MARENOSTRUM, S.A. 2766 9348000 3887 13971000 13161 100000000 2766 9348000 3887 13971000 13161 100000000 0 0 -4066000 -13558000 -557000 -2830000 -90652000 -86029000 0 0 9348000 13971000 5.62 16.84 549 121000 7000 128000 1530000 1658000 28 20000 2000 22000 90000 112000 32 24000 3000 27000 96000 122000 10 10000 1000 11000 13000 24000 16 21000 2000 23000 12000 34000 89 236000 25000 261000 94000 354000 163 631000 83000 714000 105000 819000 887 1063000 123000 1186000 1940000 3123000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 13.29 0 0 9.53 0 0 3.55 1.11 0 1599 3054000 1932 3326000 14 32000 871 3621000 1189 4898000 3705 15510000 185 1555000 549 3394000 3430 21686000 111 1117000 217 2353000 4736 45104000 0 0 0 0 1272 17637000 0 0 0 0 4 32000 2766 9347000 3887 13971000 13161 100001000 1.63 1.87 3.67 5.05 4.61 1.80 01 D ES0356851032 45 100000 4500000 1.30 45 100000 4500000 0.70 45 100000 4500000 4.10 C ES0356851024 61 72000 4366000 0.40 61 100000 6100000 0.60 61 100000 6100000 4.10 B ES0356851016 0 0 0 0 119 28000 3383000 0.20 119 100000 11900000 3.70 A ES0356851008 0 0 0 0 0 0 0 0 775 100000 77500000 1.50 106 8866000 225 13983000 1000 100000000 D ES0356851032 S EURIBOR 3 MESES 2.50 2.70 360 19 6000 0 4500000 0 4506000 C ES0356851024 NS EURIBOR 3 MESES 1.25 1.45 360 19 3000 0 4366000 0 4369000 B ES0356851016 NS EURIBOR 3 MESES 0.70 0.90 360 19 0 0 0 0 0 A ES0356851008 NS EURIBOR 3 MESES 0.40 0.60 360 19 0 0 0 0 0 9000 0 8866000 0 8875000 D ES0356851032 2025-09-12 0 0 61000 556000 0 0 152000 495000 C ES0356851024 2025-09-12 1734000 1734000 44000 473000 0 0 129000 429000 B ES0356851016 2025-09-12 3383000 11900000 9000 620000 8517000 8517000 166000 611000 A ES0356851008 2025-09-12 0 77500000 0 1284000 8091000 77500000 48000 1284000 5117000 91134000 114000 2933000 16608000 86017000 495000 2819000 D ES0356851032 2013-05-30 FCH A BBB B+ C ES0356851024 2012-09-10 FCH AA- AA- BBB- B ES0356851016 2012-06-08 FCH AA- AA- A A ES0356851008 2012-06-08 FCH AA- AA- AAA 7900000 7900000 84.51 56.55 7.57 7.11 true true false false false false 0 0 true true 49.24 24.18 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 1034000 944000 13.27 9.53 12.02 0 0 0 0 0 1034000 944000 13.27 9.53 12.02 12 0 974000 837000 11.40 7.07 10.74 0 0 0 0 0 974000 837000 11.40 7.07 10.74 ES0356851032 ES0356851032 1.25 1.25 13.56 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0356851024 ES0356851024 1.50 1.50 13.56 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) ES0356851032 ES0356851032 4 4 1.13 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0356851024 ES0356851024 8 8 1.13 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B ES0356851016 ES0356851016 12 12 1.13 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.6.1.B 1 1 13.56 FOLLETO INFORMATIVO. MÓDULO ADICIONAL.3.4.2.1 CANTIDAD REQUERIDA FONDO DE RESERVA 18.52 18.52 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) SUPUESTO DE AMORTIZACIÓN SECUENCIAL 1.75 1.75 0 FOLLETO INFORMATIVO. NOTA DE VALORES. APARTADO 4.9.2.b (iv) 3 5000 6 8000 14 98000 0 0 0 0 0 0 0 0 0 0 1 5000 2732 9204000 3839 13763000 12981 98310000 2 8000 3 30000 9 126000 1 10000 1 12000 2 24000 1 0 1 0 7 52000 1 10000 3 13000 11 130000 4 23000 5 31000 26 224000 1 2000 1 2000 3 17000 0 0 1 3000 3 21000 0 0 0 0 0 0 4 30000 5 35000 64 686000 0 0 0 0 0 0 1 1000 1 2000 2 12000 0 0 0 0 0 0 0 0 0 0 0 0 16 54000 21 71000 38 295000 0 0 0 0 0 0 2766 9347000 3887 13970000 13161 100000000 0 0 0 0 0 0 0 0 0 0 0 0 2766 9347000 3887 13970000 13161 100000000 2766 9348000 9348000 3887 13971000 13971000 13161 100000000 100000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2766 9348000 3887 13971000 13161 100000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 TIPO FIJO 2724 9166000 0 7.86 CECA 40 160000 2.39 7.71 EURIBOR AÑO 2 21000 1.75 2.58 2766 9347000 0.04 7.84 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 3 25000 1 15000 4 23000 5 47000 0 0 0 0 0 0 1 6000 1 6000 22 189000 0 0 0 0 0 0 0 0 0 0 0 0 1 8000 21 117000 1 3000 2 1000 17 64000 8 69000 34 133000 59 226000 208 2056000 63 158000 106 292000 606 4697000 373 1322000 568 2140000 2154 18832000 269 946000 397 1443000 1567 12329000 591 2155000 790 3103000 2580 20958000 345 1146000 465 1677000 1464 10871000 632 2012000 820 2837000 2737 18407000 120 397000 161 545000 467 3152000 272 853000 388 1224000 1087 6844000 62 194000 89 273000 252 1520000 2766 9346000 3887 13970000 13161 99999000 9.82 9.67 7.61 2.25 2.56 1.46 2.61 1.90 0.54 0 0 0 0 0 0 0 106 8866000 8866000 1000 100000000 100000000 106 8866000 1000 100000000 S06 NOTAS EXPLICATIVAS SA NOSTRA FINANCIACIÓN I.pdf pdf 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