RHO SELECCION, FI 1.0.0 2024-01-01 2024-06-30 RHO SELECCION, FI 1.0.0 2023-07-01 2023-12-31 RHO SELECCION, FI 1.0.0 2024-01-01 2024-06-30 RHO SELECCION, FI 1.0.0 2023-01-01 2023-12-31 RHO SELECCION, FI 1.0.0 2024-04-01 2024-06-30 RHO SELECCION, FI 1.0.0 2024-01-01 2024-03-31 RHO SELECCION, FI 1.0.0 2023-10-01 2023-12-31 RHO SELECCION, FI 1.0.0 2023-07-01 2023-09-30 RHO SELECCION, FI 1.0.0 2022-01-01 2022-12-31 RHO SELECCION, FI 1.0.0 2021-01-01 2021-12-31 RHO SELECCION, FI 1.0.0 2019-01-01 2019-12-31 RHO SELECCION, FI 1.0.0 2021-01-01 2023-12-31 RHO SELECCION, FI 1.0.0 2019-01-01 2023-12-31 RHO SELECCION, FI 1.0.0 2024-06-30 RHO SELECCION, FI 1.0.0 2023-12-31 RHO SELECCION, FI 1.0.0 2022-12-31 RHO SELECCION, FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure RHO SELECCION, FI 5594 02 02 2024 EUR n.d. false c/ Goya, 11. Madrid 28001 EM info@singularam.es https://www.singularam.es 05 c/ Goya, 11. Madrid 28001 EM info@singularam.es 2022-03-04 06 15 Medio Se invertirá un 0-50% del patrimonio en IIC financieras, que sean activo apto, armonizadas o no (máx. 30% en IIC armonizadas), pertenecientes o no al grupo de la Gestora. Se invertirá un 25-100% de la exposición total, directa o indirectamente, en renta variable sin predeterminación en cuanto a la capitalización bursátil ni sectores económicos. El resto se invertirá, directa o indirectamente, en renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos). La calidad crediticia de las emisiones de renta fija en el momento de la compra es al menos media (mínimo BBB-/Baa3) otorgada por alguna de las principales agencias de calificación crediticia del mercado o la calidad crediticia de España en cada momento si fuera inferior. La duración media de la cartera de renta fija no será superior a 5 años. Los emisores/mercados serán de países de OCDE, pudiendo invertir hasta un 50% de la exposición total en emisores/mercados de países emergentes. Así mismo, podrá existir concentración geográfica o sectorial. La exposición a riesgo divisa oscilará entre el 0-100% de la exposición total. No existe un índice de referencia dado que se realiza una gestión activa y flexible. 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 Distribucion2.png png 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 Distribucion3.png png 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false false false false false false false false false false No aplica. true false true false true false true true a.) Existen tres partícipes significativos, uno con un volumen de inversión de 13.148.857,33 euros que supone el 27,29% sobre el patrimonio de la IIC, otro con un volumen de inversión de 13.323.235,56 euros que supone el 27,66% sobre el patrimonio de la IIC y un tercero con un volumen de inversión de 13.059.097,67 euros que supone el 27,11% sobre el patrimonio de la IIC. c.) La gestora y el depositario pertenecen al mismo grupo, habiéndose adoptado todas la medidas oportunas para la separación según la legislación vigente. e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 654.985,02 euros suponiendo un 1,43% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a estas operaciones son de 0 euros. 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 1.726,32 euros durante el periodo de referencia, un 0,00 % sobre el patrimonio medio. h.) Durante el periodo se han efectuado 7 operaciones de renta variable o IIC cuyo intermediario ha sido una entidad del grupo de la gestora por un total de 1.881 miles de euros. Estas operaciones han supuesto comisiones de 0,0003% sobre el patrimonio medio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. A) VISIÓN DE LA GESTORA/SOCIEDAD SOBRE LA SITUACIÓN DE LOS MERCADOS.Los principales índices estadounidenses lograron terminar la primera mitad de 2024 en un territorio récord impulsados al alza por un puñado de acciones de mega capitalización tecnológica y relacionadas con la inteligencia artificial. El Nasdaq Composite subió casi un 20%, mientras que el S&P500 avanzó cerca del 14,50%. No a todos los índices de referencia de acciones les fue tan bien. DJ Industrials y Russell 2000 ganaron modestamente y el S&P500 equiponderado apenas superó el 3%. En otros lugares, Europa mostró un desempeño decente con un avance cercano al 10% y Japón mostró un comportamiento brillante por encima del 18%. Los mercados emergentes de Asia lucharon por avanzar agobiados por los problemas crónicos de China. El momento de los recortes de tasas de la FED fue el tema principal una vez más, con una inflación persistentemente alta que retrasó indefinidamente el suavizamiento de la política monetaria estadounidense. Mientras que otros bancos centrales, incluido el BCE, se sienten relativamente tranquilos al iniciar su política de ajuste, el presidente Powell busca pruebas más convincentes para iniciar la suya. En el contexto de alto crecimiento y bajo desempleo, parece como si la FED no tuviera prisa por actuar. Los rendimientos de los bonos del Tesoro se negociaron en el cómodo rango del 4,20%/4,70%, sin amenazar el entorno general de riesgo. Mientras tanto, el USD ganó marginalmente cotizando principalmente por encima de 1,05 frente al euro. El JPY se debilitó más allá de 160 unidades frente a niveles del USD no vistos desde principios de los años 1990. En el frente geopolítico, la atención principal se centró en las elecciones en países europeos clave como Francia, donde, en el momento de escribir este artículo, todavía no estaba claro si los ultraderechistas llegarían al poder, y cuya perspectiva creó un pequeño tsunami en los mercados de deuda soberana europeos a finales de junio. El Reino Unido también celebra elecciones en las que es probable que los laboristas obtengan una victoria histórica. Finalmente, continúan los debates sobre si Joe Biden debería postularse para la reelección y sus posibilidades de vencer a un Donald Trump revitalizado. Las condiciones de los mercados parecen difíciles en los próximos meses dados todos los factores mencionados. Queda por ver si la confianza de los inversores se mantendrá al ritmo actual y, de ser así, durante cuánto tiempo B) DECISIONES GENERALES DE INVERSIÓN ADOPTADAS.Durante el semestre analizado el fondo ha mantenido un nivel de exposición medio a activos de renta variable en los entornos del 92%. Implementada mediante inversión directa en acciones globales y posiciones en fondos de renta variable internacional. La liquidez se mantiene en saldo en cuenta remunerada y activos de muy corto plazo. C) ÍNDICE DE REFERENCIA.El índice de referencia indicado en el folleto se utiliza en términos meramente informativos o comparativos, esto es, sin condicionar la actuación del gestor. D) EVOLUCIÓN DEL PATRIMONIO, PARTICIPES, RENTABILIDAD Y GASTOS DE LA IIC.El patrimonio del fondo a cierre del periodo era de 48,179,313 EUR, correspondiendo 44,374,857 EUR al patrimonio contenido en la clase A, 3,538,669 EUR a la clase B y 265,787 EUR a la clase C del fondo. Suponiendo un incremento de 3,508,654 EUR en la clase A, un incremento de 966,010 EUR en la clase B y un incremento de 36,896 EUR en la clase C respecto al periodo anterior. El número de partícipes es de 7 en la clase A, de 17 en la clase B y de 87 en la clase C. No habiendo variación con respecto al periodo anterior en la clase A, aumentando en 3 partícipes en la clase B y disminuyendo en 2 partícipes en la clase C. La rentabilidad en el periodo del fondo ha sido de un 8.46% en el caso de la clase A, de un 8.36% en el caso de la clase B y de un 8.13% en el caso de la clase C. La rentabilidad de los fondos con su misma vocación inversora en el periodo fue de un 5.02%. Los gastos soportados por el fondo han sido de un 0.21% en la clase A, de 0.26% en la clase B y de 0.37% en la clase C. Siendo los gastos indirectos en otras IICs de un 0.02%. 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.La rentabilidad durante el semestre ha sido del 8,13% para la clase C, del + 8,36% para la clase B y del +8,46% para la clase A. Durante el semestre hemos desinvertido nuestras posiciones en Zurich, Bucher, Virbac e ING en la mayoría de los casos al alcanzar los niveles de valoración estimados. También hemos vendido nuestras posiciones en ETF como MSCI ASIA y SP500 Equalweight. Por otro lado hemos incorporado a la cartea valores en directo como Prosus,Intel,United Health y Vinci. En el caso de las ETF hemos incorporado una posición especifica en China. Continuamos observando mucha dispersión en las valoraciones principalmente por sectores con las compañías relaciones con la inteligencia Artificial como las grandes ganadoras del semestre. Nuestra intención es tener una cartera consistente y equilibrada con negocios con bajos niveles de deuda a precios razonables, intentando evitar las excesivas valoraciones. El reflejo de este objetivo se materializa en los movimientos de semestre. La liquidez del fondo ha permanecido en saldo en cuenta corriente y repo a muy corto plazo. No hemos cubierto nuestro riesgo de divisa, ya que consideramos que a largo plazo el efecto ya se recoge en las cotizaciones de los activos no denominados en euro. 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 -9,729 EUR. 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 del fondo acumulada en el año ha sido de 6.98% y la volatilidad de la Letra del Tesoro a 1 año ha sido del 0.51%, debiéndose la diferencia a la estrategia y exposición anteriormente detalladas. 4. RIESGO ASUMIDO POR EL FONDO.Al final del semestre la cartera estaba invertida aproximadamente en un 92.13% en renta variable, lo que implica un incremento del 3.07% con respecto al periodo anterior. La cartera se mantiene prácticamente en los mismos niveles de riesgo que el semestre anterior. Alrededor de un 4.23% estaba invertido en renta fija al final del periodo. 5. EJERCICIO DERECHOS POLITICOS.Respecto a las Instituciones de Inversión Colectiva (IICs) de las cuales Singular Wealth Management S.G.I.I.C, S.A. (Singular Wealth) es su entidad gestora, distinguimos entre: Fondos de Inversión: Singular Wealth puede ejercer el derecho de asistencia y voto en representación de los fondos de inversión, en las Juntas Generales de Accionistas de las sociedades domiciliadas en Europa (salvo que existan motivos que justifiquen el no ejercicio de tales derechos), tomando en consideración, además, si está previsto el pago de una prima por asistencia. Sociedades de Inversión SICAV: expresamente en los correspondientes contratos de gestión se ha establecido que éstas se reservan el ejercicio de los derechos de voto, por lo tanto, Singular Wealth no ejercerá dichos derechos. Adicionalmente, Singular Wealth ejercerá el derecho de asistencia y voto cuando la posición global en la sociedad objeto de inversión (de los fondos de inversión y de las SICAV que, en su caso, hayan delegado el ejercicio de los derechos de voto en Singular Wealth) sea mayor o igual al 1% del capital de dicha sociedad, siempre que la participación tenga una antigüedad superior a 12 meses. En el último periodo no se ha ejercido el derecho de voto teniendo en cuenta los criterios arriba mencionados. 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.El presupuesto total de gastos por servicio de análisis a nivel Gestora aprobado para el año 2024 es de 349.500 euros que se distribuirá entre todas las IIC bajo gestión directa o delegada y su distribución se ajustará trimestralmente en función del patrimonio de cada IIC. El coste del servicio de análisis soportado por RHO SELECCIÓN, FI en el primer semestre de 2024 ha sido de 9.048,88 euros. El servicio de análisis proporcionado mejora la gestión de las inversiones mediante la recepción de informes sobre las compañías, el acceso a sus páginas web con contenido de análisis, los informes recibidos de los proveedores y las llamadas o visitas recibidas o realizadas. Se realiza una evaluación periódica de la calidad del servicio de análisis y su contribución a la adopción de mejores decisiones de inversión mediante las calificaciones del equipo de gestión que son recopiladas y analizadas por la Unidad de Gestión de Riesgos y Cumplimiento Normativo. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.Nuestro sesgo a activos de renta variable para los próximos meses seguirá siendo importante ya que consideramos que, siendo selectivo, existen oportunidades en compañías en muchos casos fuera del radar de los grandes inversores y que se encuentran a unos niveles de valoración atractivos. Mas allá de los próximos movimientos en cuanto a los niveles de tipos de interés, la segunda parte del año se presenta llena de oportunidades, en muchos casos lejos de los valores representativos de los diferentes mercados. No aplicable. Se han realizado operaciones de financiación durante el periodo. En concreto, se han cerrado operaciones Repo sobre deuda pública española. La posición del cierre del semestre asciende a 1.204.336,46 EUR, lo que supone 2,50 % sobre el patrimonio. La contraparte de estas operaciones ha sido Banca March. Services, Suc. en España. Como garantía la IIC ha obtenido 1.254.000,00 EUR nominales de ES0000012A89 REPO BONO ESTADO ESPAÑA 1.45% 31/10/2027 con vencimiento de un día. El país en el que se han establecido las contrapartes es España. La liquidación y compensación se realiza por acuerdo tripartido entre la Sociedad Gestora, la Entidad Depositaría y la contraparte. La garantía recibida está custodiada por la Entidad Depositaria. Por esta operativa durante el período la sociedad ha obtenido un rendimiento de 1672,26 EUR, 0,00 % del patrimonio al cierre del semestre. 236031052 2535 1.46 50482152 467 1.25 0 0 0.00 2617624 57 1.63 0 0 0.00 92014966 624 3.78 14551469 698 9.88 103317894 2990 4.64 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 57332466 491 -2.25 229082688 1614 5.02 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 785430311 9476 3.06