RSR RV INTERNACIONAL, FI 1.0.0 2017-07-01 2017-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2017-01-01 2017-06-30 RSR RV INTERNACIONAL, FI 1.0.0 2017-01-01 2017-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2016-01-01 2016-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2017-10-01 2017-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2017-07-01 2017-09-30 RSR RV INTERNACIONAL, FI 1.0.0 2017-04-01 2017-06-30 RSR RV INTERNACIONAL, FI 1.0.0 2017-01-01 2017-03-31 RSR RV INTERNACIONAL, FI 1.0.0 2015-01-01 2015-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2014-01-01 2014-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2012-01-01 2012-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2014-01-01 2016-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2012-01-01 2016-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2017-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2017-06-30 RSR RV INTERNACIONAL, FI 1.0.0 2016-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2015-12-31 RSR RV INTERNACIONAL, FI 1.0.0 2014-12-31 iso4217:EUR xbrli:pure RSR RV INTERNACIONAL, FI 5095 02 04 2017 EUR NA false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@bancoalcala.com 2016-12-02 08 09 5 en una escala del 1 al 7 Al menos un 75% de la exposición total se invertirá en renta variable de cualquier capitalización y sector, principalmente de emisores/mercados de la OCDE, pudiendo invertir hasta un 40% de la exposición total en emisores/mercados de países emergentes. La exposición al riesgo divisa será del 0-100% de la exposición total. El resto de la exposición total, hasta un 25%, se invertirá en renta fija de emisores/mercados públicos o privados (incluyendo depósitos e instrumentos del mercado monetario, cotizados o no, que sean líquidos). Los emisores/mercados serán fundamentalmente de países zona euro, sin descartar otros países OCDE. Lacalidad crediticia de las emisiones de renta fija será igual o superior a la del Reino de España en cada momento. En caso de que las emisiones no estén calificadas se atenderá al rating del emisor. La duración media de la cartera de renta fija oscilará entre 0 y 18 meses. El Fondo podrá invertir hasta un 10% en IIC financieras, que sean activo apto,armonizadas o no, pertenecientes o no al grupo de la Gestora. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.00 0.48 0.33 0.00 -0.01 -0.63 -0.32 -0.05 EUR 274653.91 403419.10 118 108 0.00 0.00 false 10,00 Euros 3023995 2526541 11.0102 10.1065 0.69 1.36 0.23 0.41 0.92 1.77 03 0.04 0.07 01 8.94 1.43 3.14 -0.68 4.85 5.50 3.51 0.71 -3.05 4.39 0.48 0.49 0.50 0.48 0.47 -1.27 -1.27 2017-10-25 2017-10-25 1.41 1.41 2017-11-28 2017-11-28 01 6.15 6.91 6.30 6.21 5.06 12.84 14.09 11.95 13.76 11.40 0.59 0.17 1.09 0.39 0.15 BENCHMARK RSR RV INTERNACIONAL FI 8.67 7.95 9.12 7.34 10.05 2.19 2.19 1.63 0.41 0.43 0.39 0.41 0.34 false true GraficaVL.png png 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 Distribucion2.png png 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 false false false false false false false true false false H.) La CNMV ha resuelto: Verificar y registrar a solicitud de GESALCALA, S.A., S.G.I.I.C., como entidad Gestora, y de BANCO INVERSIS, S.A., como entidad Depositaria, la actualización del folleto y del documento con los datos fundamentales para el inversor de RSR RV INTERNACIONAL, FI(inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 5095), al objeto de incluir comisiones de intermediación que incorporen el servicio de análisis financiero sobre inversiones. true false false true false true false true a.) Existe un Partícipe significativo con un volumen de inversión de 1.069.674,97 euros que supone el 35,37% sobre el patrimonio de la IIC. d.) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 471,43 euros, suponiendo un 0,01% sobre el patrimonio medio de la IIC en el periodo de referencia. 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 1.117.270,33 euros, suponiendo un 28,54% sobre el patrimonio medio de la IIC en el período de referencia. f.) El importe de las enajenaciones 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 1.775.997,78 euros, suponiendo un 45,37% sobre el patrimonio medio de la IIC en el período de referencia. Anexo: h.) Como consecuencia de una menor volatilidad sostenida en un periodo de a l menos dos meses se actualiza el nivel del riesgo del fondo resultando en un nivel de riesgo actual de 5 sobre 7 frente al nivel de riesgo anterior d e 7 sobre 7. Durante el segundo semestre de 2017 las bolsas han tenido un comportamiento muy positivo encabezado por EE. UU y Asia. Finalmente se aprobó el plan fiscal propuesto por Trump y el S&P 500 finalizó el año con rentabilidades cercanas al 20%, mientras que el índice tecnológico (Nasdaq) obtuvo rentabilidades superiores al 30%. En Europa las empresas obtuvieron crecimiento de doble digito por primera vez en los últimos 5 años, sin embargo, el Eurostoxx terminó con ascensos de 6.5%, significativamente inferiores a los retornos de los índices americanos. Los bonos por su parte han seguido debilitándose ante la expectación de mayores inflaciones y los comentarios del BCE que deriven en un alza de tipos. Se han vendido las posiciones en EON y Novo Nordisk, además también han salido de la cartera los fondos de terceros, Lierde SICAV, Bestinver Internacional, Magallanes European Equity y Belgravia Epsilon, manteniéndose AzValor Internacional. Se han deshecho las posiciones de coberturas sobre el Nasdaq. Los valores que se han incorporado a la cartera son Siemens Gamesa, Teva, Draegerwerk, Edreams, Bunge, Potash Corp, Israel Chemicals y Phosagro PJSC. En este semestre se han producido subidas generalizadas de los índices, por lo que los valores que componen la cartera han experimentado un comportamiento positivo, lo que ha permitido obtener rentabilidad positiva en el semestre. Por el lado positivo destacan Ocado, EON, Teva, Gold Fields, Ingenico, Edreams, Ralph Lauren, Sports Direct y Sonae. Por el contrario, Chipotle, Talgo y Pax Global son los valores que mayores pérdidas han sufrido. El euro se ha revalorizado respecto a las divisas extranjeras durante el semestre. En los próximos meses mantendremos una posición en general conservadora ante las incertidumbres existentes actualmente sobre la evolución de la economía mundial y las actuaciones de los bancos centrales. Como en anteriores trimestres, trataremos de aprovechar los momentos de volatilidad que esperamos para tomar posiciones en activos con valoraciones atractivas (valores de renta variable, bonos, commodities, divisas). Durante el periodo, el patrimonio del fondo disminuyó en un 27,68% hasta 3.023.994,58 euros. El número de partícipes aumentó en el periodo en 1 lo que supone 118 partícipes.La rentabilidad del fondo es de 8,94% desde comienzos de año, por encima de la rentabilidad media de los fondos de la gestora.La rentabilidad del fondo está en la senda de la de su índice de referencia tal y como se puede apreciar en la gráfica correspondiente.La rentabilidad del valor liquidativo está por encima de la letra del tesoro a un año en lo que llevamos de año.El riesgo asumido por el fondo, medido por la volatilidad del valor liquidativo, es más bajo que el asumido por el índice de referencia.En cuanto a los gastos del fondo, se han mantenido como en otros periodos. Se ha adecuado el nivel de riesgo del fondo a la volatilidad real del fondo por lo que el nivel de riesgo pasa de un nivel 7 a un nivel 5. En cuanto a la política establecida en el ejercicio de los derechos políticos de nuestros fondos en acciones participadas es la de delegar el voto en el Consejo de Administración correspondiente. Este fondo no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. La cuenta corriente del fondo en la entidad depositaria es ES7402320105000017653425. GESALCALÁ, S.G.I.I.C., S.A. cuenta con una política de remuneración a sus empleados compatible con una gestión adecuada y eficaz de los riesgos y con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo propios y de las instituciones de inversión colectiva que gestiona. En base a esta política, el importe total de remuneraciones a sus empleados durante el ejercicio 2017 ha ascendido a 620.879,78 euros de remuneración fija y 67.350,94 euros de remuneración variable, correspondiendo a 11 empleados la remuneración fija y a 11 empleados la remuneración variable. Del importe de la remuneración total, 277.327,34 euros han sido percibidos por 3 empleados cuya actuación tiene una incidencia material en el perfil de riesgo de la IIC, correspondiendo 234.203,80 euros a remuneración fija y 43.123,54 euros a la parte de remuneración variable. Del importe de la remuneración total, 260.048,98 euros han sido percibidos por 2 empleados altos cargos de la Gestora, correspondiendo 223.034,76 euros a remuneración fija y 37.014,22 euros a la parte de remuneración variable. Informarles que el Informe de Auditoría correspondiente al ejercicio 2016 ha sido aprobado sin salvedades. 0 0 0.00 0 0 0.00 2278248 104 -0.06 0 0 0.00 39223419 300 0.26 0 0 0.00 37748874 384 0.15 11576784 105 0.74 0 0 0.00 3914337 116 4.61 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 24376821 196 0.29 11248191 486 0.89 130366674 1691 0.46