BANKIA EVOLUCION PRUDENTE 1.0.0 2013-07-01 2013-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-01-01 2013-06-30 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-01-01 2013-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2012-01-01 2012-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-10-01 2013-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-07-01 2013-09-30 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-04-01 2013-06-30 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-01-01 2013-03-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2011-01-01 2011-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2010-01-01 2010-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2008-01-01 2008-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2010-01-01 2012-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2008-01-01 2012-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2013-06-30 BANKIA EVOLUCION PRUDENTE 1.0.0 2012-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2011-12-31 BANKIA EVOLUCION PRUDENTE 1.0.0 2010-12-31 iso4217:EUR xbrli:pure BANKIA EVOLUCION PRUDENTE 2704 02 04 2013 EUR BB- false www.bankiafondos.es EM fondos@bankia.com www.cnmv.es 05 P. de la Castellana, 189 28046 Madrid EM fondos@bankia.com 2003-02-28 07 14 2, en una escala del 1 al 7 El fondo invertira mas del 50% en otras Instituciones de Inversion Colectiva financieras que sean activo apto armonizadas o no pertenecientes o no al grupo de la Gestora, nacionales o extranjeras, de renta fija publica, renta fija privada,renta variable, emergente, high yield, etc, con independencia del tipo de gestion que realicen.El nivel de volatilidad no superara el 2% anual. El objetivo de rentabilidad NO GARANTIZADO, a un ano dependera de lascondiciones de mercado de cada momento, en las condiciones actuales el objetivo es superar el euribor a 3 meses mas 50 puntos basicos. La metodologia aplicada para calcular la exposicion total al 01 0.24 0.00 0.28 2.20 0.01 0.01 0.01 0.19 EUR 1486187.07 1132435.71 12881 9577 0.00 0.00 false 100.00 186517815 90844496 170644498 230928437 125.5009 123.1853 118.8716 120.0640 0.37 0.64 0.00 0.00 0.37 0.64 01 0.05 0.10 01 1.88 0.91 0.85 -0.61 0.72 3.63 -0.08 -0.66 2013-12-03 2013-06-20 0.18 0.29 2013-10-10 2013-06-26 01 1.50 1.50 1.48 1.47 0.96 0.90 18.84 18.84 19.45 25.25 28.49 27.88 1.60 1.60 1.18 2.18 2.45 2.53 1.39 1.39 1.39 1.39 1.39 1.39 1.00 0.28 0.28 0.22 0.22 0.80 0.72 0.69 true EvolucionValorLiquidativo_198.png png 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OPC|EURO STOXX 50 (SX5E)|10 Compra de opciones "put" 1640.00 02 OPC|SPX- SyP 500 INDEX- $|100 Compra de opciones "put" 1100.00 02 2740.00 2740.00 OPC|SPX- SyP 500 INDEX- $|100 Emision de opciones "put" 1100.00 02 OPC|EURO STOXX 50 (SX5E)|10 Emision de opciones "put" 1640.00 02 2740.00 2740.00 false false false false false false false true false true J.- BANKIA FONDOS S.G.I.I.C., S.A., comunica a fecha 23/12/2013 como HECHO RELEVANTE que las ordenes de suscripcion y reembolso cursadas por los participes, a partir de las 14:00 horas de los proximos dias 24 y 31 diciembre de 2013, se tramitaran junto con las realizadas al dia siguiente habil, en los terminos establecidos en el folleto del fondo. La razon deriva del adelanto ocasional de la hora de cierre de los mercados financieros, en los dias indicados. H.- Modificacion de elementos esenciales del folleto. 19 de julio de 2013 -La CNMV ha resuelto: Verificar y registrar a solicitud de BANKIA FONDOS, S.G.I.I.C., S.A., como entidad Gestora, y de BANKIA, S.A, como entidad Depositaria, la actualizacion del folleto y del documento con los datos fundamentales para el inversor de BANKIA EVOLUCION VAR 3, FI (inscrito en el Registro Administrativo de Fondos de Inversion de caracter financiero con el numero 2704), al objeto de elevar la comision de gestion. false false true true false true true false D. Compras: 1.601.170 miles de EUR.Ventas: 1.592.981 miles de EUR.Se trata del importe total de operaciones, desglosada entre compra y venta, en las que el depositario ha actuado como vendedor o comprador. G. 0.30% percibido por las empresas del grupo de la gestora en concepto de comisiones de comercializacion, depositaria e intermediacion. F. El fondo ha realizado operaciones de adquisicion de acciones de Mapfre cuya contrapartida ha sido Bankia. Compra: 120.227,74 El trimestre ha confirmado que la progresion de la economia mundial a lo largo de 2013 ha sido favorable, con una tendencia de menos a mas, para acabar con la mayor tasa de crecimiento desde mediados de 2011. Las perspectivas para 2014 apuntan a una aceleracion adicional, modesta pero generalizada, especialmente para los paises desarrollados. En Espana, el PIB inicio una suave recuperacion en el 3T13 (+0,1%) que permite revisar al alza la prevision para 2014 (+1,1%) confiando en un mayor dinamismo de la demanda interna. Por lo que respecta a las decisiones de los principales bancos centrales, hay que referirse al nuevo recorte de su tipo de intervencion por parte del BCE en noviembre (minimo historico del 0,25%). En cuanto a la FED en diciembre anuncio el inicio de la reduccion gradual de su programa de compra de bonos. En este contexto, la deuda publica continuo registrando un proceso de normalizacion. En Espana, la prima de riesgo del bono a 10 anos descendio hasta niveles inferiores a los 200 pb y la rentabilidad del bono a 10 anos cayo al 3,80%, minimos desde 2009. Se constata un punto de inflexion en las calificaciones de las agencias de rating, que han mejorado las perspectivas para la deuda espanola. La renta variable acumulo avances que ampliaron el balance positivo del ano hasta convertirlo en el mas rentable desde 2009. Los paises desarrollados ganaron casi un 8% en el trimestre (24% en el ano), mientras que los emergentes experimentaron un avance del 1,5% en el trimestre, (en el ano fue negativo-perdidas del 5%). Para 2014, el punto de partida es positivo por las perspectivas en cuanto a crecimiento y beneficios. La bolsa espanola (ganancia en 2013 del 21%), se presenta como una de las apuestas preferidas por las casas de analisis. En el mercado de divisas, el euro se aprecio en el trimestre y en el ano frente a una amplia mayoria de divisas. Por lo que respecta a su cotizacion con el dolar, se aprecio un 4% en el ano, cerrando en 1,374. El patrimonio del fondo en el periodo se incremento en un 33.56%, el numero de participes en el periodo aumento en 3304 y la rentabilidad del fondo en el trimestre fue de 0.908%. Los gastos totales soportados por el fondo fueron de 0.227% en el trimestre. La rentabilidad diaria maxima alcanzada en el trimestre fue del 0.179% mientras que la renta minima diaria fue de -0.082%. Los fondos de la misma categoria gestionados por Bankia Fondos S.G.I.I.C. S.A. tuvieron una rentabilidad media ponderada del 1.753% en el periodo. La liquidez del fondo se ha remunerado a un tipo medio del 0.009% en el periodo. El fondo obtuvo una rentabilidad superior a la rentabilidad de los indices asociados en 0.89% en el trimestre. El fondo ha cerrado el ultimo trimestre con rentabilidades positivas logrando una rentabilidad neta (descontadas comisiones) de 0,51%.Afrontamos el ultimo trimestre manteniendo el nivel de inversion pero reduciendo la volatilidad del fondo a traves de varias decisiones. En primer lugar construimos una estrategia de opciones put sobre el Euro Stoxx50 que sirviera de proteccion hasta el fin de ano. Adicionalmente redujimos la exposicion a mercados emergentes, concentrandonos en la tematica de consumo, y disminuimos la inversion en materias primas. Dentro de los activos de mas riesgo invertimos en Europa principalmente y en menor medida en EE.UU., que lo vemos mas agotado por valoracion. Como alternativa a los depositos de alta remuneracion hemos aumentado la inversion en fondos de retorno absoluto, con baja volatilidad. Entre las operaciones mas relevantes del periodo se encuentra la venta del fondo PT. THREADNEEDLE AMERICAN ABSOLUTE ALPHA- IEH (TNAAIEH LX) y la compra del fondo PT. DEXIA INDEX ARBITRAGE- C (DEXARBC FP)Al final del periodo, el porcentaje de inversion en total en otras IIC era de un 56,52%. Entre las gestoras en las que se invierte significativamente destacan Dexia y BNY Mellon.El fondo hace uso de instrumentos derivados con el fin de la consecucion del objetivo. Como consecuencia del uso de derivados, el fondo tuvo un grado de apalancamiento directo o indirecto medio del 46.52% en el periodo.La volatilidad historica del fondo en el trimestre alcanzo el 1.50% en linea con los mercados en los que invierte. La volatilidad historica es un indicador de riesgo que nos da cierta informacion acerca de la magnitud de los movimientos que cabe esperar en el valor liquidativo del fondo, aunque no debe usarse como una prediccion o un limite de perdida maxima. En la ultima parte del ano, el principal foco de atencion de los inversores ha sido el inicio de la retirada de los estimulos en Estados Unidos. La tendencia positiva mostrada por la principal economia del mundo apuntaba a que la Reserva Federal iba a tomar esta decision en septiembre, pero finalmente decidio posponerla hasta tener mayores garantias sobre la recuperacion economica y fue en diciembre cuando se empezo a reducir el agresivo programa de ayudas. Este tema seguira candente en el inicio del nuevo ano, al mismo tiempo que iremos conociendo si se confirman las senales positivas que ultimamente viene ofreciendo la economia europea y si es necesario que el BCE tome nuevas medidas para que la recuperacion se consolide. Por otro lado, habra que mantenerse tambien a la espera para saber el resultado del experimento en materia de politica monetaria que se ha adoptado en Japon y para conocer si las dudas sobre las economias emergentes se van resolviendo o por el contrario estos mercados siguen perdiendo el favor de los inversores, como viene ocurriendo en los ultimos tiempos. Sin Advertencias 0 0 0.00 53040879 1898 0.26 1561547274 48243 0.98 25964300 997 -1.89 155859850 8820 5.48 17392625 1176 1.80 102917475 5640 15.70 10023903 707 3.93 93670803 6947 31.12 114154574 11257 7.94 200924707 7984 5.68 3801832687 146322 3.80 1033297325 64426 3.95 7016691 162 8.83 183066462 12838 1.87 43215823 599 17.26 7403925377 318017 3.88