TERDE INVERSIONES SICAV SA 1.0.0 2014-01-01 2014-06-30 TERDE INVERSIONES SICAV SA 1.0.0 2013-07-01 2013-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2014-01-01 2014-06-30 TERDE INVERSIONES SICAV SA 1.0.0 2013-01-01 2013-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2014-04-01 2014-06-30 TERDE INVERSIONES SICAV SA 1.0.0 2014-01-01 2014-03-31 TERDE INVERSIONES SICAV SA 1.0.0 2013-10-01 2013-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2013-07-01 2013-09-30 TERDE INVERSIONES SICAV SA 1.0.0 2012-01-01 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2011-01-01 2011-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2009-01-01 2009-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2011-01-01 2013-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2009-01-01 2013-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2014-06-30 TERDE INVERSIONES SICAV SA 1.0.0 2013-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2011-12-31 iso4217:EUR xbrli:pure TERDE INVERSIONES SICAV SA 2961 02 02 2014 EUR n.d. false c/ Maria de Molina, 4 - 1ª Planta. Madrid 28006 EM departamento.atencion-cliente@ubs.com www.ubs.com/gestion 05 C/ Maria de Molina, 4 - 1ª Planta. Madrid 28006 EM departamento.atencion-cliente@ubs.com 2004-03-04 06 15 Alto true false La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IICs, en activos de renta variable y renta fija sin que exista predeterminación en cuanto a los porcentajes de inversión en cada clase de activo pudiendo estar la totalidad de su patrimonio invertido en renta fija o renta variable. Dentro de la renta fija además de valores se incluyen depósitos a la vista o con vencimiento inferior a un año en entidades de crédito de la UE o que cumplan la normativa específica de solvencia e instrumentos del mercado monetario no cotizados, que sean líquidos.No existe objetivo predeterminado ni límites máximos en lo que se refiere a la distribución de activos por tipo de emisor (público o privado), ni por rating de emisión/emisor, ni duración, ni por capitalización bursátil, ni por divisa, ni por sector económico, ni por países. Se podrá invertir en países emergentes. La exposición al riesgo de divisa puede alcanzar el 100% del patrimonio. La Sociedad no tiene ningún índice de referencia en su gestión. 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 Distribucion2.png png 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 Distribucion3.png png 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 EURO- DOLAR Venta Futuro|EURO- DOLAR|125000| 15384683 02 15384683 15384683 false false false false false false true Con fecha 04/04 la CNMV ha resuelto autorizar la fusión por absorción de WORLD POLICY SICAV S.A. por TERDE INVERSIONES, SICAV, S.A., aprobada por los consejos de administración de las respectivas sociedades. true false true false false true true false a.) Existe un Accionista significativo con un volumen de inversión de 9.416.847,52 que supone el 82,55% sobre el patrimonio de la IIC. c.) La gestora y el depositario pertenecen al mismo grupo, habiendose adoptado todas la medidas oportunas para la separación según la legislación vigente. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 7.207.000,00 euros, suponiendo un 0,35 % sobre el patrimonio medio de la IIC en el período de referencia. g.) El importe satisfecho en concepto de comisiones de brokerage y liquidación de operaciones percibido por alguna empresa del grupo de la gestora asciende a 105.308.51 euros durante el periodo de referencia. UBS Gestión SGIIC, S.A.U. ha ejercido los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas que forman parte de las carteras de sus fondos de inversión en los siguientes dos supuestos: 1) cuando se haya reconocido una prima de asistencia y 2) cuando sus fondos de inversión tuvieran con más de un año de antigüedad una participación superior al 1% del capital social. En todas las Juntas Generales el voto ha sido favorable a los acuerdos propuestos por el Consejo de Administración. Segundo trimestre de 2014 marcado por la actuación de los distintos bancos centrales. El Banco de Inglaterra advertía que la primera subida de tipos pudiera venir antes de lo que están esperando los mercados. El Banco Central Europeo bajaba tipos y ponía el tipo de depósito en negativo por primera vez, al -0,10% y anunciaba una serie de medidas de inyección de liquidez para intentar dinamizar la economía de la Eurozona y luchar contra el bajísimo nivel de la inflación. La Reserva Federal registraba en sus actas que ya han empezado las discusiones sobre cómo y cuándo empezarán a subir tipos una vez que este otoño terminará la inyección monetaria. Otro frente muy activo durante el trimestre ha sido el del riesgo geopolítico. A la crisis entre Ucrania y Rusia hay que sumar el conflicto de Iraq, que ha hecho que el crudo alcance niveles máximos anuales. En EE.UU. el 10 años ha caído en el trimestre y cierra en el 2,53%, un 0,50% por debajo del inicio del año. El USD acumula en el año una apreciación del 0,37% frente al EUR. Los tipos de interés de los países centrales del EUR han seguido bajando con el 10 años alemán en el 1,25%, un 0,68% por debajo del nivel de principio de año. Los diferenciales de crédito en Europa también han bajado en este trimestre cerrando por debajo de los niveles de inicio de año. Las bolsas han seguido un patrón alcista con livianas correcciones que no han vulnerado la actual tendencia. En Estados Unidos el SP500 marcó nuevos máximos históricos con una subida del 4.7%. El NASDAQ100 por su parte subió un 7% con especial protagonismo de los principales Blue Chips tecnológicos. Europa subió un 2% en el Eurostoxx50 y por su parte mantuvo comportamientos dispares por países. Así mientras el Ibex35 se revalorizó un 5.7% manteniendo el buen tono de índices periféricos, el MIB20 italiano se dejó un 1.9%, corrigiendo revalorizaciones previas. Por su parte el DAX se revalorizó casi un 3% pero no pudo conseguir confirmar los máximos históricos en la zona del 10.000 de mediados de junio. En este trimestre, tanto los comportamientos sectoriales como geográficos han vuelto a ser protagonistas por su rotación. En concreto, nuevamente el MSCI de Emergentes rectifica al alza subiendo casi un 5.5% un mal comportamiento previo. En efecto, a nivel sectorial, los cambios fueron constantes y en el caso europeo las revalorizaciones de los sectores petrolero (+10%), salud (+6%), alimentación (+6%) y utilities (+4%) contrastaron con los retrocesos de bancos (-4%) y tecnología (-3%) Al final del trimestre la cartera estaba invertida aproximadamente en 95,47% en renta variable, 0,00% en renta fija y el resto en activos del mercado monetario e inversiones alternativas. La inversión en renta variable y en renta fija se centra principalmente en mercados desarrollados de la zona Euro y EEUU, presentando una adecuada diversificación tanto sectorial como geográfica. Se han realizado operaciones con derivados con la finalidad de cobertura y/o inversión con un resultado durante el trimestre de 154.946,66 EUR. En ningún momento se han superado los límites y coeficientes establecidos. La volatilidad de la cartera en el último año ha sido de 20,08% y la volatilidad del benchmark en el último año ha sido del 10,75%. La rentabilidad acumulada de la SICAV a cierre del trimestre es de -7,45%. Durante el trimestre la posición en American reprography ha excedido ligeramente (10.62%) lo marcado en el coeficiente de diversificación (máx 10% en un mismo grupo emisor). Este exceso se ha producido por revalorización y está en vías de corrección. Durante el trimestre la posición en Phoenix Companies ha excedido ligeramente (10.14%) lo marcado en el coeficiente de diversificación (máx 10% en un mismo grupo emisor). Este exceso se ha producido por revalorización y está en vías de corrección. Durante el trimestre el coeficiente total de diversificación en emisores (40% del patrimonio) se ha excedido ligeramente (44.62%) por revalorización en los valores computables y está en vías de corrección. No aplicable.