TERDE INVERSIONES SICAV SA 1.0.0 2013-07-01 2013-09-30 TERDE INVERSIONES SICAV SA 1.0.0 2013-04-01 2013-06-30 TERDE INVERSIONES SICAV SA 1.0.0 2013-01-01 2013-09-30 TERDE INVERSIONES SICAV SA 1.0.0 2012-01-01 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2013-01-01 2013-03-31 TERDE INVERSIONES SICAV SA 1.0.0 2012-10-01 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2011-01-01 2011-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2010-01-01 2010-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2008-01-01 2008-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2010-01-01 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2008-01-01 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2013-09-30 TERDE INVERSIONES SICAV SA 1.0.0 2013-06-30 TERDE INVERSIONES SICAV SA 1.0.0 2012-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2011-12-31 TERDE INVERSIONES SICAV SA 1.0.0 2010-12-31 iso4217:EUR xbrli:pure TERDE INVERSIONES SICAV SA 2961 01 03 2013 EUR n.d. false c/ Maria de Molina, 4 - 1ª Planta. Madrid 28006 EM departamento.atencion-cliente@ubs.com https://www.ubs.com/es/es/wealth_management/invertir/informacion.html 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 (publico 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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 EURO- DOLAR Venta Futuro|EURO- DOLAR|125000| 12476353 02 EURO- DOLAR Venta Futuro|EURO- DOLAR|125000| 2500999 02 14977352 14977352 false false false false false false false No aplicable. true false true false false true true false a.) Existe un Accionista significativo con un volumen de inversión de 12.729.105,66 que supone el 82,51% 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 15.305.000,00 euros, suponiendo un 1,10 % 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 34.477,11 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. ras un complicado segundo trimestre para la renta fija con subidas de tipos en las principales curvas, el tercer trimestre ha sido más tranquilo, aunque ha persistido el escenario de progresiva subida de los tipos a medio y largo plazo. La rentabilidad del bono a 10 años americano subía 12 puntos básicos hasta el 2.61% aunque llegó a tocar un 3% a principios de septiembre mientras el 10 años alemán repuntaba 5 puntos básicos hasta el 1.78% habiendo hecho máximos en el 2.05% también en septiembre. En cuanto al crédito, en este tercer trimestre los diferenciales han bajado, moviéndose en contra de los tipos base. El investment grade en Europa (iTraxx Main) ha estrechado 15 puntos básicos hasta +104 y el High Yield (iTraxx Xover) ha estrechado 68 puntos básicos hasta +407. Sigue la presión en la renta fija emergente, donde el spread (JP EMBI) no ha podido estrechar nada y sube 2 puntos básicos hasta +355 a lo que habría que sumar la debilidad general de las divisas de los países emergentes. Por último, se consolida la mejoría de los países periféricos europeos en el trimestre. El bono a 10 años español cierra el trimestre con una caída del diferencial frente al bono alemán de 55 puntos básicos hasta +249, niveles no vistos desde 2011. La renta variable ha experimentado subidas de forma generalizada, si bien los comportamientos relativos entre diferentes zonas geográficas han sufrido cambios respecto a trimestres anteriores. Prácticamente todas las bolsas has registrado subidas superiores al 5%, si bien Europa y en concreto los mercados periféricos han subido con más fuerza, recuperando el peor comportamiento previo. Mientras en Estados Unidos el SP500 ha acabado el trimestre con subidas del 4.69%, en Europa el Eurostoxx50 ha subido un 11.16%. Dentro de Europa, mientas el DAX subía un 7.98%, el Ibex35 un 18.34%, el FTSE un 3.97% o el MiB italiano un 14.4%. Respecto a mercados emergentes, han acabado también en positivo, si bien siguen haciéndolo peor en el año. El MSCI de mercados emergentes subió en el trimestre cerca del 6%, si bien a partir de agosto China ayudó con su comportamiento trimestral del +10%. Por su parte Japón aminoró el paso respecto a la explosión de los tres trimestres anteriores, todos con doble dígito largo, para cerrar este trimestre con un 5.69% de subida Los argumentos que explican el buen trimestre de forma generalizada se encuentran por un lado en una cierta mejora macroeconómica global en verano, con algunos datos esperanzadores en Europa y por otro por el anuncio de la Reserva Federal de que no iba a iniciar el cambio de política monetaria en septiembre aminorando el ritmo de su intervención en mercado. Asimismo, no hay que descartar el inicio continuado de flujos favorables a la renta variable por la realocación de la salida de la renta fija, el activo con mayor entrada de activos en los últimos años y que ante un cambio en la perspectiva de la futura evolución de los tipos de medio largo plazo empieza a tener reembolsos constantes. Al final del trimestre la cartera estaba invertida aproximadamente en un 97.29% 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 primer trimestre de -98,005.74 EUR. En ningún momento se han superado los límites y coeficientes establecidos. La volatilidad de la cartera en el último año ha sido de 20.53% y la volatilidad del benchmark en el último año ha sido del 12.27%. La rentabilidad acumulada de la SICAV a cierre del tercer trimestre de 2013 es de 38.17%. Durante el trimestre el coeficiente total de diversificación en emisores (40% del patrimonio) se ha excedido ligeramente (43.23%) por revalorización en los valores computables y está en vías de corrección. No aplicable.