CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2020-07-01 2020-09-30 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2020-04-01 2020-06-30 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2020-01-01 2020-09-30 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2019-01-01 2019-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2020-01-01 2020-03-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2019-10-01 2019-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2018-01-01 2018-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2017-01-01 2017-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2015-01-01 2015-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2017-01-01 2019-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2015-01-01 2019-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2020-09-30 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2020-06-30 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2019-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2018-12-31 CAUCE INVERSIONES MOB.SICAV SA 1.0.0 2017-12-31 iso4217:EUR xbrli:pure CAUCE INVERSIONES MOB.SICAV SA 3617 01 03 2020 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 2009-06-29 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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Distribucion3.png png 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 DJ EUROSTOXX 50 Compra Opcion|DJ EUROSTOXX 50|10| 412500 01 DJ EUROSTOXX 50 Compra Opcion|DJ EUROSTOXX 50|10| 325000 01 DJ EUROSTOXX 50 Compra Opcion|DJ EUROSTOXX 50|10| 472500 01 NASDAQ 100 Compra Opcion|NASDAQ 100|20| 553408 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|100| 531476 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|100| 270807 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|100| 546106 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|100| 269428 01 3381225 3381225 DJ EUROSTOXX 50 Compra Futuro|DJ EUROSTOXX 50|10| 332050 02 DJ EUROSTOXX 50 Emisión Opcion|DJ EUROSTOXX 50|10| 330000 02 DJ EUROSTOXX 50 Emisión Opcion|DJ EUROSTOXX 50|10| 390000 02 NASDAQ 100 Emisión Opcion|NASDAQ 100|20| 432186 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|100| 687254 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|100| 474485 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|100| 231540 02 2877515 EURO- DOLAR Compra Futuro|EURO- DOLAR|125000| 1497443 01 1497443 4374958 false false false false false false false No aplica. true false true false false false true false a.) Existen dos Accionistas significativos con un volumen de inversión que supone el 24,91% y el 29,59% 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. 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 2.198,67 euros durante el periodo de referencia, un 0,03% sobre el patrimonio medio. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. A) VISIÓN DE LA GESTORA/SOCIEDAD SOBRE LA SITUACIÓN DE LOS MERCADOS.Después de la fuerte recuperación de julio y agosto, los activos financieros se tomaron un descanso en septiembre, a la espera de mayor claridad sobre la evolución de la epidemia, la economía y riesgos políticos como el Brexit y las elecciones en Estados Unidos. Entre tanto, los bancos centrales confirmaron que prolongarán su expansión monetaria durante varios años y los indicadores de actividad siguieron mejorando -en especial en el sector industrial-, lo que augura un sustancial rebote del PIB global y de los resultados empresariales en el trimestre recién terminado. El recorte del sector tecnológico y la recaída del precio del petróleo marcaron la evolución de los distintos índices. Así, las acciones estadounidenses retrocedieron casi un 4% en septiembre, mientras que las del resto del mundo lo hicieron de forma más moderada. No obstante, el tercer trimestre se salda con revalorizaciones cercanas al 9% en las bolsas de Estados Unidos y países emergentes, mientras que los índices europeos apenas lograron avanzar lastrados por los sectores financiero y energético. Las curvas de deuda se mantuvieron estables en Norteamérica pero descendieron algo en Europa, haciendo que los bonos gubernamentales de la Zona Euro avanzaran cerca del 1%. Los diferenciales crediticios repuntaron moderadamente en los segmentos de alta rentabilidad y mercados emergentes, con lo que sus índices perdieron alrededor del 1%. Las compras de los bancos centrales ayudaron a que los bonos corporativos de mejor calidad tuvieran un comportamiento más plano. Este menor apetito por el riesgo también se tradujo en una leve recuperación del dólar estadounidense. Sin embargo, la agresiva política de la Reserva Federal hace probable, en nuestra opinión, que prolongue su depreciación en 2021. Las condiciones de financiación globales siguen relajándose, ayudando a sostener unos niveles de deuda pública muy elevados y a que los gobiernos prolonguen los estímulos fiscales en los primeros años del nuevo ciclo. Los inversores se enfrentan en el último trimestre del año a un momento de gran incertidumbre, en el que confluyen incógnitas sobre la epidemia, la economía y la política. Pero aunque vayan a poner a prueba los nervios del mercado, no creemos que tengan entidad como para frustrar el proceso de recuperación, que cuenta con los potentes soportes de la expansión monetaria y fiscal. Estamos convencidos de que la actitud adecuada en momentos como el actual, como siempre, es tener una perspectiva a largo plazo. La actividad económica y empresarial volverá en pocos años a los niveles anteriores a la crisis. El régimen permanente de tipos de interés inferiores a la inflación reduce el riesgo de quiebras y eleva los múltiplos de equilibrio de las acciones. Y el mundo está inmerso en enormes transformaciones estructurales que generan grandes oportunidades de negocio. Con las valoraciones bursátiles todavía atractivas respecto a la liquidez y los bonos, se pueden contemplar los recortes como otra buena ocasión para añadir o ajustar posiciones en crédito y acciones globales. B) DECISIONES GENERALES DE INVERSIÓN ADOPTADAS.N/A C) ÍNDICE DE REFERENCIA.N/A D) EVOLUCIÓN DEL PATRIMONIO, PARTICIPES, RENTABILIDAD Y GASTOS DE LA IIC.El patrimonio de la SICAV a cierre del periodo era de 6,956,345 EUR, lo que supone un incremento de 129,413 EUR respecto al periodo anterior. El número de accionistas es de 190, aumentando en 81 accionistas respecto al periodo anterior. En términos generales, en lo que llevamos de 2020 la aportación de la renta fija a la rentabilidad de las SICAVs ha sido positiva en los bonos de más calidad, especialmente en USD, mientras que los de menor rating se mantienen con una aportación negativa en el año. El movimiento hacia posiciones más conservadoras y los planes de estímulos de los Bancos Centrales han hecho que las caídas en los bonos gubernamentales del primer trimestre se hayan recuperado ya por completo, destacando entre el caos los de Europa y EE.UU. Los bonos corporativos, que se habían quedado algo más rezagados por una notable ampliación en los spreads, también han conseguido recuperarse al verse una contracción de estos bastante significativa, especialmente en el mes de abril. En cuanto a la renta variable, vimos un primer trimestre con volatilidades históricas en las bolsas a nivel global, finalizando con rentabilidad muy negativa en todas las bolsas a raíz del proceso de corrección motivado por la crisis del COVID-19. El tercer trimestre se salda con revalorizaciones cercanas al 9% en las bolsas de Estados Unidos y países emergentes, mientras que los índices europeos apenas lograron avanzar lastrados por los sectores financiero y energético. En el trimestre, la rentabilidad de la SICAV ha sido de un 0.35%. La cartera ha mantenido una exposición media a renta variable inferior a la de su perfil. Esto, unido a las apuestas tácticas y los movimientos en divisas, que han contribuido negativamente, la rentabilidad de la cartera no ha batido a su referencia. Los gastos soportados por la SICAV han sido de un 0.32%, siendo los gastos indirectos en otras IICs de un 0.09%. Desde el 1 de mayo la liquidez de la IIC se ha remunerado al -0.60% E) RENDIMIENTO DEL FONDO EN COMPARACIÓN CON EL RESTO DE FONDOS DE LA GESTORA.N/A 2. INFORMACION SOBRE LAS INVERSIONES.A) INVERSIONES CONCRETAS REALIZADAS DURANTE EL PERIODO.Las mayores inversiones en gestoras de IICs a cierre del trimestre se encontraban en UBS GESTION SGIIC SA (9.22%), UBS - GLOBAL ASSET MGNT (7.9%) y PICTET FIF (7.47%), siendo la inversión en Instituciones de Inversión Colectiva de un 57.22%. B) OPERATIVA DE PRÉSTAMO DE VALORES.N/A C) OPERATIVA EN DERIVADOS Y ADQUISICIÓN TEMPORAL DE ACTIVOS.Se han realizado operaciones con derivados con la finalidad de cobertura y/o inversión con un resultado durante el periodo de 21,336 EUR.Como consecuencia del uso de derivados, la IIC tuvo un grado de apalancamiento medio en el periodo del 42.48%. D) OTRA INFORMACIÓN SOBRE INVERSIONES.A cierre del periodo no se han superado los límites y coeficientes establecidos. A fecha del informe la IIC no tenía inversiones integradas dentro del artículo 48.1.j del RIIC. A fecha del informe la IIC no tenía inversiones en productos estructurados. A fecha del informe la IIC no tenía inversiones dudosas, morosas o en litigio. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.La volatilidad de la cartera acumulada en el año ha sido de 14.93% y la volatilidad de la Letra del Tesoro a 1 año ha sido del 0.67%, debiéndose la diferencia a la estrategia y exposición anteriormente detalladas. El índice de referencia indicado en el folleto se utiliza en términos meramente informativos o comparativos, esto es, sin condicionar la actuación del gestor. 4. RIESGO ASUMIDO POR EL FONDO.Al final del trimestre la cartera estaba invertida aproximadamente en un 67.76% en renta variable, lo que implica un incremento del 9.67% con respecto al periodo anterior. Se trata de un aumento de la exposición a renta variable significativo. Los cambios más importantes en renta variable se producen en las zonas geográficas de Europa y EE.UU. Alrededor de un 18.62 % estaba invertido en renta fija al final del periodo. La inversión en renta variable, sin tener en cuenta la exposición en derivados y otros métodos alternativos de inversión, se distribuye en un 37.92% en mercados desarrollados y un 7.34% en mercados emergentes. 5. EJERCICIO DERECHOS POLITICOS.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. 6. INFORMACION Y ADVERTENCIAS CNMV.N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO ALAS MISMAS.N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.N/A No aplicable.