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<iic-com-fon:ComisionDepositario>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-50724236_daq">2018-12-26</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-50724236_dpy">2018-12-26</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-50724236_dly3">2015-10-22</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-50724236_daq" decimals="2" unitRef="pure">17.15</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-50724236_dpq" decimals="2" unitRef="pure">7.06</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-50724236_daq" decimals="2" unitRef="pure">15.62</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-50724236_dpq" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-50724236_dpq2" decimals="2" unitRef="pure">13.24</iic-com-fon:VolatilidadIbex>
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<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-50724236_ia">NIKKEI - 225</iic-com:OperativaDerivadosSubyacente>
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<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-50724236_ia">DJ Euro Stoxx 50 (SX5E)</iic-com:OperativaDerivadosSubyacente>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22018_V-50724236_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22018_V-50724236_da">* Ibercaja Banco S.A., es propietaria del 99,8% del capital de la Gestora.&#13;
* Operaciones vinculadas: Ibercaja Gestión SGIIC realiza una serie de operaciones en las que actúa como intermediario/contrapartida una entidad del grupo, Ibercaja Banco S.A. o la entidad depositaria, CECABANK:&#13;
 - Compraventa de divisas:&#13;
Efectivo compra: 3.070.970,72 Euros  (5,47% sobre patrimonio medio) &#13;
 - Comisión de depositaria:&#13;
Importe: 56.517,92 Euros  (0,1007% sobre patrimonio medio) &#13;
 - Comisión pagada por liquidación de valores:&#13;
Importe: 630,00 Euros  (0,0011% sobre patrimonio medio)</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22018_V-50724236_da">La volatilidad financiera ha vuelto para quedarse. El final de 2018 ha sido turbulento en los mercados financieros, con lo que se cierra un año de los que hacía tiempo que no se recordaban. En los últimos 12 meses se han vivido tres grandes correcciones de la bolsa: un arranque aciago de 2018, el llamado ¿octubre rojo¿ y ahora un diciembre de los peores en mucho tiempo, que han situado la práctica totalidad de los índices bursátiles en su peor año desde la Gran Recesión. Todo ello combinado un alza gradual de las primas de riesgo soberano de la periferia de la eurozona, el fortalecimiento del dólar frente a las principales divisas avanzadas y, especialmente emergentes, así como con una fuerte volatilidad del precio del petróleo. Todo ello se ha producido en un entorno de mayores tensiones geopolíticas y comerciales y de retirada de los estímulos de política monetaria. Este cambio de panorama se ha notado particularmente en los mercados de renta variable, donde los principales índices bursátiles, con retrocesos acumulados cercanos al -15% en el conjunto de 2018, han sufrido el peor año desde 2009-2011. Especialmente hablamos de diciembre, donde los principales parqués empezaron el mes con un tono moderadamente dubitativo, pero que se tornó pesimista después de que la Fed sellara la cuarta subida de tipos del año. Así, el índice VIX repuntó hasta niveles no vistos desde las correcciones de febrero y las bolsas de las economías avanzadas sufrieron pérdidas generalizadas y significativas. En concreto, los principales índices estadounidenses perdieron cerca de un 9%, mientras que en la eurozona los retrocesos se situaron alrededor del 6%. Por otro lado, el índice MSCI para el conjunto de economías emergentes retrocedió de forma más moderada. Todo este entorno ha afectado de forma directa a nuestro fondo que invierte en mercados globales.&#13;
IBERCAJA BOLSA INTERNACIONAL FI ha obtenido una rentabilidad simple semestral del -8,95% (Clase A) y de un -8,53% (Clase B) una vez ya deducidos los gastos de un 1,04% (Clase A) y de un 0,57% (Clase B), sobre el patrimonio. Por otra parte, el índice de referencia es único para el fondo si bien una vez deducidas las comisiones de gestión y depósito correspondiente a cada clase, éste ha registrado una variación del -8,87% (Clase A) y de un -8,36% (Clase B) durante el mismo período. Comparando la rentabilidad del fondo en relación al resto de fondos gestionados por la entidad, podemos afirmar que ha sido inferior para la Clase A y ha sido inferior para la Clase B, siendo la del total de fondos de un -3,04%. El fondo ha obtenido una rentabilidad superior a su benchmark principalmente por la adecuada exposición sectorial, destaca sobre todo por su sesgo más defensivo en la última parte del año donde los sectores más cíclicos han empeorado de forma importante su comportamiento. Respecto al resto de fondos gestionados por la entidad, es lógico al tratarse de un fondo de bolsa internacional, en un contexto donde las bolsas han registrado peor comportamiento que la renta fija, dónde el patrimonio de la gestora es superior.&#13;
El fondo durante 2018 ha soportado gastos derivados del servicio de análisis de inversiones prestado por nuestros proveedores de análisis financiero (incluidos en el ratio total de gastos). Dicho análisis permite al equipo de gestión la adopción de mejores decisiones de inversión. El proceso de selección de proveedores de análisis, así como la evaluación periódica de la calidad del servicio de análisis recibido, facilitan que tanto el análisis, como el coste soportado por el fondo se adecuen a su política de inversión y tipo de operatoria en mercado. Desde mayo de 2018, los gastos derivados del servicio de análisis dejan de estar incorporados en las comisiones de intermediación y se devengan en el fondo de forma separada.&#13;
El fondo se encuentra invertido un 96,96% en renta variable (85,20% en inversión directa y 11,76% a través de instrumentos derivados) y un 13,62% en liquidez. En cuanto a los valores que más han aportado en el semestre, destacamos: Starbucks, Pfizer, Johnson&amp; Johnson, Procter&amp; Gamble y Microsoft. Por el contrario los valores que más han drenado al resultado del fondo han sido: Atos, Western Digital, Facebook, Apple y Micron Technology. En la última parte del año, hemos ido incrementando peso en valores muy penalizados del sector tecnológico, y también mineras y utilities cuyo peso era inferior. A lo largo del período hemos variado esta inversión lo que ha generado un resultado de -4.695.246,53 euros. &#13;
El patrimonio de la Clase A a fecha 31 Diciembre 2018 ascendía a 28.298 miles de euros, registrando una variación en el período de 3.421 miles de euros, con un número total de 1.340 partícipes a final del período. El de la Clase B ascendía a 25.648 miles de euros, registrando una variación en el período de -2.555 miles de euros, con un número total de 14.464 partícipes a final del período.&#13;
El fondo ha utilizado instrumentos derivados de mercados organizados para llevar a cabo sus estrategias de inversión. Las operaciones con este tipo de instrumentos han tenido un resultado de -600.872,39 euros en el período. El fondo aplica la metodología del ''compromiso'' para el cálculo de la exposición total al riesgo de mercado asociado a derivados. Este fondo puede realizar operaciones a plazo (según lo establecido en la Circular 3/2008), pero que se corresponden con la operativa habitual de contado del mercado en el que se realicen, o adquisiciones temporales sobre Deuda del Estado con un plazo inferior a 3 meses que podrían generar un riesgo de contrapartida. Asimismo el grado de apalancamiento medio del fondo ha sido de un 8,56. &#13;
En cuanto al nivel de riesgo asumido por el fondo -medido a través del VaR histórico, es decir lo máximo que se puede perder, con un nivel de confianza del 99%, en el plazo de 1 mes, si se repitiese el comportamiento de los últimos 5 años- ha sido de un 7,71%.&#13;
La política seguida por Ibercaja Gestión, SGIIC, S.A. en relación al ejercicio de los derechos políticos inherentes a los valores que integran la cartera de las Instituciones de Inversión Colectiva es la siguiente: En los supuestos que establece la Ley de IIC, establecidos reglamentariamente, en los que la SGIIC está obligada a ejercer los derechos de asistencia y voto en las juntas generales, o en los casos de existencia de una prima de asistencia a junta, el ejercicio de estos derechos se lleva a cabo, con carácter general, mediante el voto a distancia, delegando el mismo en el Consejo de Administración de la compañía. Excepcionalmente, se asistirá directamente a las Juntas Generales de Accionistas, en cuyo caso la Gestora analizará y decidirá en cada caso el sentido del voto. En el caso de existir un posible conflicto de interés entre la sociedad gestora y alguno de los valores que integran las carteras gestionadas, la Unidad de Control y la Dirección de la gestora analizarán el sentido del voto en el contexto del conflicto de interés identificado. &#13;
Para el próximo trimestre vemos cómo los factores que hay detrás de este episodio de volatilidad bursátil siguen presentes. Incertidumbre cercana, como la que asola a Europa en forma de pocas certezas sobre el brexit y muchas dudas sobre el auténtico grado de compromiso en Italia con la sostenibilidad de las finanzas públicas. Incertidumbre, algo más lejana, sobre el alcance final del giro proteccionista estadounidense y la respuesta china. Incertidumbre, también sobre cuál va a ser la auténtica capacidad de crecimiento de EE.UU. a medida que el impulso fiscal se disipe. O sobre si en la fase madura del ciclo norteamericano vamos a poder evitar sorpresas de inflación que alteren el mapa de ruta de la Fed hacia un mayor endurecimiento monetario. Incertidumbre, en definitiva, sobre cuál acabará siendo el auténtico ritmo de crecimiento que vamos a experimentar en 2019. No obstante, pensamos que el mercado en momentos determinados está descontando un escenario recesivo que todavía no compartimos, y por tanto, esos momentos de volatilidad también hay que aprovecharlos para aumentar posiciones en mercado, por lo que vemos buenas oportunidades en el fondo.&#13;
El fondo tiene un instrumento calificado como de dudoso cobro, se trata de Paragon Offshore. La compañía se encuentra en proceso de reestructuración, tras presentación ¿Chapter 11¿. Es un valor que ya no cotiza en mercado, y cuya inversión tenemos valorada a 0 desde hace tiempo, por lo que ya no representa un riesgo adicional para el cliente.&#13;
La información al partícipe sobre la política remunerativa seguida por Ibercaja Gestión es la siguiente: Con carácter general, la retribución del personal de la Sociedad Gestora está formada por un componente fijo y un componente variable. La parte fija toma como referencia la clasificación profesional y otras referencias de mercado en relación con la cualificación y perfil de las tareas a realizar. Conforme al art. 46(bis) de la Ley de IIC, para las categorías de empleados cuya actividad profesional incide de manera significativa en el perfil de riesgo de las IIC gestionadas y/o de la Sociedad, Ibercaja Gestión tiene establecida una política remunerativa asociada a la gestión del riesgo que regula el sistema retributivo de  los altos cargos y a los responsables directos en la asunción de riesgos en las IIC (conjuntamente, el colectivo identificado). &#13;
Para los altos cargos no relacionados directamente con la gestión de las inversiones, la parte variable de la remuneración está vinculada al cumplimiento de objetivos específicos de Ibercaja Gestión y globales del Grupo Ibercaja, así como de objetivos de valoración cualitativa propios de cada área asociados a proyectos estratégicos, mejoras de procesos,  calidad de los trabajos, etc. &#13;
Para el equipo de gestores de las inversiones de las IIC, el sistema contempla  objetivos específicos relacionados con la calidad de la gestión, como la superación del benchmark de referencia de cada IIC y el posicionamiento en rankings sectoriales de rentabilidad de las IIC, fomentando el trabajo en equipo para el conjunto de las IIC gestionadas mediante la colectivización de los resultados obtenidos. Estos son ajustados por indicadores de cumplimiento normativo y por aspectos cualitativos (participación en eventos de formación, colaboración con el resto de áreas de la Sociedad y del Grupo, diseño de productos, elaboración de informes, artículos, entrevistas, colaboración con medios, etc.), y de evaluación del desempeño, así como por el grado de cumplimiento de objetivos específicos de Ibercaja Gestión y globales de Grupo Ibercaja.  Para el resto de empleados no comprendidos en las anteriores categorías, el empleado puede percibir un bonus de carácter subjetivo vinculado a la evaluación del desempeño y de la calidad de los trabajos. &#13;
El importe salarial total abonado por la Sociedad Gestora a la plantilla en 2018 ha sido de 2.101.326€ (del que corresponde a retribución variable 464.614€). El número de empleados beneficiarios ha sido de 42, de los que 37 han percibido algún tipo de remuneración variable o bonus. De la remuneración satisfecha, ha correspondido a altos cargos (5) un total de 365.343€ de salario fijo y de 133.964€ de salario variable. A empleados cuya actividad profesional tiene una incidencia material en el perfil de riesgo de la IIC (10), ha correspondido 608.004€ de remuneración fija y 297.628€ de remuneración variable. Ninguna de las remuneraciones al personal se ha basado en las comisiones de gestión de la IIC percibidas por la Sociedad Gestora. &#13;
La política remunerativa actualmente vigente (aprobada en marzo de 2018) introdujo modificaciones relativas a la prohibición del establecimiento de estrategias personales de cobertura y aseguramiento de remuneraciones, incorporación de cláusulas claw-back, aspectos a considerar en la valoración subjetiva del desempeño, así como la aplicación del principio de proporcionalidad al diferimiento de una parte de la retribución variable. La información de la política remunerativa puede consultarse en la página web  fondos.ibercaja.es &#13;
La Unidad de Control de la Sociedad, en el ejercicio de sus funciones de Cumplimiento Normativo, realizó una evaluación de la aplicación de la política remunerativa durante 2018 concluyendo que la Sociedad cumple las directrices y procedimientos de remuneración contenidos en la misma.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22018_V-50724236_da">No aplicable.</iic-com:AdvertenciasCNMV>
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