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APARTADO II.11.3.2.4 ES0312378013 ES0312378013 1 13.43 14.16 FOLLETO INFORMATIVO.CAPÍTULO II. APARTADO II.11.3.2.4 ES0312378013 ES0312378013 0 0 0 FOLLETO INFORMATIVO.CAPÍTULO V. APARTADO V.5.2 CANTIDAD REQUERIDA DE FONDO DE RESERVA 3.08 0.59 0.59 FOLLETO INFORMATIVO.CAPÍTULO V. APARTADO V.3.3 1470 94206000 1577 104122000 2873 236230000 6 415000 8 542000 21 1522000 0 0 0 0 2 88000 0 0 0 0 0 0 106 8359000 121 9270000 222 19266000 0 0 0 0 0 0 0 0 0 0 1 122000 33 2606000 46 3424000 102 10245000 100 8421000 103 9306000 213 22925000 0 0 0 0 0 0 42 2860000 55 3605000 116 8759000 0 0 0 0 0 0 317 28281000 346 29488000 681 68733000 4 231000 5 305000 9 683000 3 164000 3 178000 5 454000 0 0 0 0 0 0 0 0 0 0 0 0 1 48000 5 211000 13 973000 0 0 0 0 0 0 2082 145591000 2269 160451000 4258 370000000 0 0 0 0 0 0 0 0 0 0 0 0 2082 145591000 2269 160451000 4258 370000000 2082 145590000 145590000 2269 160451000 160451000 4258 370000000 370000000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2082 145590000 2269 160451000 4258 370000000 719 47651000 594 16940000 736 22163000 491 34034000 395 30058000 425 40476000 573 41153000 992 88681000 2297 231832000 299 22751000 288 24772000 800 75529000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2082 145589000 2269 160451000 4258 370000000 50.38 64.61 73.26 TIPO FIJO 45 1465000 1.07 3.45 TAR (Tipo activos referencia cajas 1 48000 0.25 4.38 MIBOR 6 MESES 15 790000 1.31 2.60 MIBOR 3 MESES 1 78000 3.30 4 MIBOR AÑO 429 28334000 1.85 3.15 IRPH entidades 161 12034000 0.39 4.04 IRPH cajas 786 52945000 0.74 3.74 EURIBOR AÑO 643 49896000 1.29 4.06 2081 145590000 1.12 3.75 0 0 0 0 2 256000 3 212000 1 80000 0 0 17 1244000 6 456000 0 0 67 4229000 34 2620000 4 387000 78 5368000 58 4106000 52 4883000 282 18838000 135 9876000 427 41542000 1125 93799000 1070 91643000 2466 250615000 237 16227000 301 21968000 646 55009000 18 801000 79 5040000 59 4137000 10 225000 129 8013000 11 612000 231 4631000 295 7346000 555 11815000 6 1000 100 6138000 34 727000 7 1000 56 3115000 1 4000 0 0 3 38000 0 0 0 0 1 0 0 0 0 0 0 0 0 0 1 12000 1 12000 1 13000 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2082 145588000 2269 160451000 4258 370000000 3.75 4.14 3.87 1.42 1.31 0.71 0 0 0 0 0 0 3700 141306000 141306000 3700 370000000 370000000 3700 141306000 3700 370000000 S06 NOTAS EXPLICATIVAS AYT HIPOTECARIO MIXTO III, F.T.A..pdf pdf 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