SWM GLOBAL FLEXIBLE FI 1.0.0 2025-07-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-01-01 2025-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-01-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2024-01-01 2024-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-10-01 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-07-01 2025-09-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-04-01 2025-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-01-01 2025-03-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2023-01-01 2023-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2022-01-01 2022-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2020-01-01 2020-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2022-01-01 2024-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2020-01-01 2024-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2025-06-30 SWM GLOBAL FLEXIBLE FI 1.0.0 2024-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2023-12-31 SWM GLOBAL FLEXIBLE FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure SWM GLOBAL FLEXIBLE FI 61 02 04 2025 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 1987-06-11 06 15 Medio El fondo invertirá entre 0%-100% de su patrimonio a través de IIC (máximo 30% en IIC no armonizadas). El fondo invertirá, de forma directa o indirecta, entre un 0% y un 50% de la exposición total en Renta Variable y el resto en Renta Fija. Sin predeterminación en cuanto a la distribución por tipo de emisor, público o privado, divisa o sector económico. Los emisores y mercados serán principalmente europeos (incluyendo zona no euro) sin descartar países OCDE, y hasta un máximo del 20% de la exposición total en países emergentes. Renta Variable: preferentemente valores de elevada capitalización sin descartar la inversión en valores de mediana o pequeña capitalización y de cualquier sector. Renta Fija: La calidad crediticia de las emisiones de renta fija en el momento de la compra será al menos media (min BBB-/Baa3) otorgada por alguna de las principales agencias de calificación crediticia del mercado o la calidad de España en cada momento si fuera inferior y un máximo del 40% de las emisiones de baja calificación (inferior BBB-/Baa3). De haber bajadas sobrevenidas, las posiciones afectadas podrán mantenerse puntualmente en cartera, siendo el objetivo del fondo mantener la calidad crediticia descrita. La duración media de la cartera de renta fija oscilará entre 2 y 5 años. 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true La Política de Inversión de la IIC ha sido cambiada el 10 de Noviembre de 2023 1 SWM GLOBAL FLEXIBLE CLASE A FI EUR 1216927.57 1240240.30 410 394 0.00 0.00 false 44379004 44886912 48186002 33718249 36.4681 33.9836 32.2314 29.9095 0.55 1.10 0.39 0.63 0.94 1.73 03 0.04 0.08 01 7.31 1.34 3.04 1.43 1.31 5.44 -0.58 -1.26 2025-10-10 2025-04-04 0.35 0.80 2025-10-13 2025-04-14 01 3.43 2.49 2.40 5.00 3.22 2.76 14.09 9.96 22.18 14.65 13.38 0.08 0.07 0.07 0.07 0.08 0.63 3.38 3.38 3.50 3.52 3.62 4.48 1.35 0.33 0.34 0.34 0.33 1.27 1.10 1.17 1.24 true true GraficaVL.png png 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0.00 824000.00 1.70 0.00 0.00 824000.00 1.70 694877.00 1.28 824000.00 1.70 ES0105066007 Acciones|CELLNEX TELECOM SAU EUR 219440.00 0.40 0.00 0.00 ES0130960018 Acciones|ENAGAS EUR 131500.00 0.24 142900.00 0.29 ES0171996087 Acciones|GRIFOLS EUR 0.00 0.00 414000.00 0.85 ES0105777017 Acciones|PUIG BRANDS EUR 223050.00 0.41 0.00 0.00 ES0173516115 Acciones|REPSOL YPF SA EUR 318500.00 0.59 373050.00 0.77 892490.00 1.64 929950.00 1.92 892490.00 1.64 929950.00 1.92 ES0182838013 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 705989.00 1.30 679683.00 1.40 ES0180942007 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 2638472.00 4.86 2612686.00 5.39 ES0180943005 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 1242784.00 2.29 1088581.00 2.24 ES0176980011 Participaciones|SINGULAR ASSET MANAGEMENT SGII EUR 562883.00 1.04 451004.00 0.93 5150128.00 9.49 4831954.00 9.96 6737495.00 12.42 6585904.00 13.58 US9128283W81 Bonos|US TREASURY|1,375|2028-02-15 USD 334755.00 0.62 0.00 0.00 US912810FB99 Bonos|US TREASURY|3,062|2027-11-15 USD 848860.00 1.56 851461.00 1.76 GB00B16NNR78 Bonos|REINO UNIDO|2,125|2027-07-12 GBP 348080.00 0.64 0.00 0.00 1531695.00 2.82 851461.00 1.76 FR0128983980 Letras|REPUBLICA DE FRANCIA|2,024|2026-01-14 EUR 997295.00 1.84 0.00 0.00 FR0128838515 Letras|REPUBLICA DE FRANCIA|2,070|2026-03-25 EUR 496916.00 0.92 0.00 0.00 US91282CAJ09 Bonos|US TREASURY|0,125|2025-08-31 USD 0.00 0.00 334654.00 0.69 GB00BPCJD880 Bonos|REINO UNIDO|1,750|2025-10-22 GBP 0.00 0.00 290437.00 0.60 1494211.00 2.75 625091.00 1.29 XS2113911387 Bonos|ABERTIS|1,250|2028-02-07 EUR 1245558.00 2.30 1248146.00 2.57 FR001400F2R8 Bonos|AIR FRANCE|8,125|2028-05-31 EUR 452705.00 0.83 450555.00 0.93 XS2346207892 Bonos|AMERICAN TOWER CORP|0,875|2029-05-21 EUR 460539.00 0.85 461671.00 0.95 US037833CX61 Bonos|APPLE COMPUTER INC|1,500|2027-06-20 USD 506440.00 0.93 500147.00 1.03 XS2534785865 Bonos|BBVA INTERNACIONAL|3,375|2027-09-20 EUR 506906.00 0.93 508862.00 1.05 XS1562614831 Bonos|BBVA 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 Distribucion2.png png 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 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 254518 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 520967 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 234894 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 1084763 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 544171 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 554040 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 285319 01 SP 500 INDICE Compra Opcion|SP 500 INDICE|50| 570694 01 4049366 4049366 DJ EUROSTOXX 50 Venta Futuro|DJ EUROSTOXX 50|10| 348120 01 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 224824 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 461184 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 234894 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 1415739 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 477327 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 250735 02 SP 500 INDICE Emisión Opcion|SP 500 INDICE|50| 511069 02 3923892 EURO- DOLAR Compra Futuro|EURO- DOLAR|125000| 6284211 01 6284211 10208103 false false false false false false false false false false No aplica. false false true false true false true true 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 100.000,00 euros suponiendo un 0,19% sobre el patrimonio medio de la IIC en el periodo 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 3.265,93 euros durante el periodo de referencia, un 0,01 % sobre el patrimonio medio. h.) Durante el periodo se ha efectuado 24 operaciones de renta variable o IIC cuyo intermediario ha sido una entidad del grupo de la gestora por un total de 3.746 miles de euros. Estas operaciones han supuesto una comisión del 0,0021% 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.El año 2025 se ha caracterizado por la relativa atonía en la renta fija lo que ha contrastado con los grandes vaivenes en el mercado de divisas y materias primas, y con una revalorización de las acciones mundiales que ha vuelto a superar ampliamente las expectativas más optimistas. Sin embargo, las subidas han estado de nuevo muy concentradas en unos pocos sectores y valores, haciendo difícil seguir la estela de los índices generales. A destacar como dos terceras partes del 15% que avanzaba el S&P 500 estaba justificado por las compañías del sector tecnológico, con un comportamiento muy heterogéneo, mientras que el otro tercio lo aporta un puñado de farmacéuticas, industriales y financieras. Unos 100 de sus componentes han subido más del 30% mientras casi 200 acaban en negativo. Europa subía cerca del 15%, también con mucha disparidad. Lastrados los sectores de consumo y telecomunicaciones, la banca ha sido el claro protagonista, ganando más del 60% con una fuerte recuperación de sus múltiplos tras demostrar su capacidad para incrementar beneficios a pesar de los recortes de tipos. Esto explica el espectacular comportamiento del IBEX, que avanza más del 45%, ayudado además por las eléctricas, petróleo e infraestructuras por encima del 20%. La revalorización del mercado americano y el europeo ha sido muy similar, aunque las dinámicas subyacentes han sido bastante diferentes. En EEUU se debe casi todo al crecimiento de los beneficios liderado por las tecnológicas, y el múltiplo medio solo ha aportado un 3%. En Europa, con poca tecnología, los mejores resultados de las financieras han sido casi contrarrestados por las caídas en petroleras, autos y materiales. Los beneficios agregados apenas avanzan y la subida viene del aumento del 12% del PER. La disparidad ha sido también la tónica en las bolsas de los mercados emergentes. Tomando como referencia los índices MSCI, China y Taiwán ganan casi el 30% y Corea más del 75% mientras que India registra subidas marginales. Aunque la gran sorpresa ha estado en Brasil y México, donde los bancos también explican gran parte de sus saltos próximos al 40%. La deuda pública tampoco ha ido a la par a ambos lados del Atlántico. Tras varios vaivenes, la curva de tipos acabó descendiendo en EEUU y el índice de bonos del Tesoro gana un 6% en USD y un 4% tras cubrir la moneda. Por el contrario, la curva de Alemania repuntó al anunciar su plan fiscal y la prima de riesgo de Francia al encallar su ajuste presupuestario, y la deuda de la Eurozona solo suma unas pocas décimas. Sí fue pareja la compresión de los diferenciales crediticios, más intensa cuanto menor la calidad, con retornos totales de algo más de 2,5% en el grado de inversión europeo y de más del 7% en el de EEUU, en el high yield de ambas divisas, y aún superior en los bonos de mercados emergentes. La estrella de 2025 ha sido sin duda el oro. La onza se revaloriza más del 65%, ya no tanto por la diversificación de las reservas de los países emergentes sino por una intensa actividad especulativa que está arrastrando al alza al resto de los metales preciosos. Las criptomonedas ya no logran seguir desafiando la gravedad y han corregido. Después de un 2025 tan positivo pero desigual, muy complicado para los gestores de carteras y fondos, el año 2026 será probablemente menos generoso en los mercados. Las valoraciones exigentes dejan el potencial bursátil en manos de los beneficios y, con los bancos centrales cerca de la meta, la renta fija consistirá en acumular cupones. Un 2026 por lo tanto de recorrido más corto y que requerirá ajustes tácticos para aprovechar los vaivenes y rotaciones sectoriales y temáticas. B) DECISIONES GENERALES DE INVERSIÓN ADOPTADAS.El fondo SWM Global Flexible, ha mantenido unos niveles de cobertura constantes a lo largo de todo el segundo semestre, rebajando considerablemente el peso de divisa no euro, y en menor medida la exposición a bolsa. Respectivamente, cerramos el año, ajustado por compra de futuros, con un 14 % de la cartera denominado en dólar, y con un peso en bolsa del 27 % tras la venta de los futuros de Eurostoxx50. Este, se obtiene comprando valores en directo (acciones) como títulos de ETF, tanto sectoriales, como geográficas. El monto restante de la cartera está divido en renta fija directo, a través de papel corporativo y gubernamental, junto a ETF´s y participaciones de fondos de renta fija. 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 54,260,616 EUR, correspondiendo 394,569 EUR al patrimonio contenido en la clase I, 44,379,004 EUR a la clase A y 9,487,043 EUR a la clase Z del fondo. Suponiendo un incremento de 17,689 EUR en la clase I, un incremento de 1,067,457 EUR en la clase A y un incremento de 4,667,617 EUR en la clase Z respecto al periodo anterior. El número de partícipes es de 67 en la clase I, de 410 en la clase A y de 50 en la clase Z. No habiendo variación con respecto al periodo anterior en la clase I, aumentando en 16 partícipes en la clase A y aumentando en 12 partícipes en la clase Z. Los gastos soportados por el fondo han sido de un 0.2% en la clase I, de 0.33% en la clase A y de 0.2% en la clase Z. Siendo los gastos indirectos en otras IICs de un 0.03%. La liquidez de la IIC se ha remunerado al STR -0.50% hasta el 28/09/2025 y al STR -1.00% desde el 29/09/2025. E) RENDIMIENTO DEL FONDO EN COMPARACIÓN CON EL RESTO DE FONDOS DE LA GESTORA.La rentabilidad en el periodo del fondo ha sido de un 7.85% en el caso de la clase I, de un 7.31% en el caso de la clase A y de un 7.85% en el caso de la clase Z. La rentabilidad de los fondos con su misma vocación inversora en el periodo fue de un 4.76%. 2. INFORMACION SOBRE LAS INVERSIONES.A) INVERSIONES CONCRETAS REALIZADAS DURANTE EL PERIODO.Durante el segundo semestre, se han ido renovando los vencimientos más próximos, ajustando la cartera a una duración media de 2,2 años, con un tipo medio del 3,1 %. Tanto en renta fija como en renta variable, existe exposición al riesgo divisa, el cual ha sido mitigado mediante la compra de futuros sobre el cruce dólar/euro. Por el lado de las operaciones con ETFs, hemos deshecho posición en corporates americanos de largo plazo, comprando tramo 2-3 años. Al mismo tiempo, hacemos venta total del S&P equal weighted. La mayor rotación dentro del fondo se ha producido en la parte de contado RV, que representa actualmente el 14 % del patrimonio. Entre las operaciones realizadas destacan compras de JD.com, Zegona, Pluxee, Diageo, Pfizer, Adidas, entre otras. En cuanto a renta fija, se han incorporado bonos de Credit Mutuel, Erste bank, Canadian Imperial Bank, KBC Group, Petróleos Mexicanos?entre otras. Todo el papel comprado, salvo letras a corto plazo, se coloca a plazos superiores al 2028. 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 -197,410 EUR. D) OTRA INFORMACIÓN SOBRE INVERSIONES.A cierre del periodo no se han superado los límites y coeficientes establecidos. La IIC mantiene una inversión del 0,72% del patrimonio en el activo XS2196334671 (GAZPROM 3% 29/06/2027) y un 1,17% del patrimonio en el activo XS2291819980 (GAZPROM 2.95% 27/01/2029), un 0,55% en el activo ES0305229009 (PROSEGUR CASH 3.38% 09/10/2030), un 0,79% en el activo USP37110AK24 (EMPRESA NACIONAL DEL PETROLEO 3.75 08/26), un 0,91% en el activo BE0390268374 (KBC GROUP NV 3.375% 24/11/2033 CALL11/32) y un 0,60% en el activo XS2859406139 (ZEGONA FINANCE PLC 6,75% 15/07/2029) que por sus características podrían presentar problemas de liquidez. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.La volatilidad del fondo acumulada en el año ha sido de 9.27% y la volatilidad de la Letra del Tesoro a 1 año ha sido del 0.08%, 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 6.3% en renta variable, lo que implica una disminución del 22.15% con respecto al periodo anterior. Se trata de una reducción de la exposición a renta variable significativa. Alrededor de un 67.63% 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 Asset Management S.G.I.I.C, S.A. (Singular AM) es su entidad gestora, distinguimos entre: Fondos de Inversión: Singular AM 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 AM no ejercerá dichos derechos. Adicionalmente, Singular AM 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 AM) 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 2026 es de 357.500 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 SWM GLOBAL FLEXIBLE FI, para el año 2025 ha sido de 15.012 euros. Los principales proveedores de análisis durante el año 2025 han sido: BNP Exane, UBS, Kepler Cheuvreux, Deutsche Bank y Berenberg Bank. 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.De cara al segundo semestre del año, esperamos un aumento significativo de la volatilidad respecto a los niveles actuales. Consideramos óptimo mantener los niveles actuales de cobertura, combinando posiciones en futuros sobre el dólar y estrategias con opciones put-spread sobre el mercado americano. De esta forma, se asume una prima con un riesgo limitado y, si el mercado cambia su tendencia, se puede entrar en beneficios. Con todo esto, esperamos obtener rentabilidades comprendidas en el rango 5 ? 10 %. ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 40% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CREDITO MUY ELEVADO. Singular Asset Management SGIIC S.A.U. se encuentra adherida al modelo de retribución y compensación del Grupo Singular Bank, detallándose a continuación los siguientes extremos: Datos cuantitativosLa remuneración total abonada en el año 2025 al personal de la Gestora fue 5.228.250,78 euros. De esta remuneración total, se corresponde a remuneración fija 3.560.661,17 euros y a remuneración variable 1.667.589,61 euros. El número total de beneficiarios en el año 2025 es 35. El número de beneficiarios de remuneración variable es 33. La remuneración total a los altos cargos fue de 516.081,15 euros (6 personas son altos cargos de las cuales 4 reciben remuneración de la Gestora), que se desglosa en una remuneración fija total de 438.581,15 euros y una remuneración variable total de 77.500 euros. Asimismo, el importe agregado de la remuneración de la SGIIC a sus altos cargos y empleados cuya actuación tiene una incidencia material en el perfil de riesgo ha sido de 600.581,15 euros, desglosados como sigue: 512.081,15 euros de retribución fija y 88.500 euros de retribución variable. Contenido cualitativoLos principios del modelo retributivo se centran en recompensar el desempeño, la rentabilidad a largo plazo, el buen gobierno corporativo y el estricto control del riesgo, y son revisados con carácter periódico (como mínimo con carácter anual), para asegurar su adecuación al entorno de la entidad y los requerimientos legales. En concreto, dichos principios son: 1) Atraer y comprometer a un colectivo de empleados diverso y con talento, 2) Gestión eficaz del desempeño individual y de la comunicación, 3) Alinear la remuneración con la rentabilidad sostenible y 4) Apoyo adecuado y asunción de riesgos controlado. empleados cuya actuación tiene una incidencia material en el perfil de riesgo 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 0 eur, lo que supone un 0,00 % sobre el patrimonio. La contraparte de estas operaciones ha sido CECABANK. 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 2.311,84 eur, 0,004 % del patrimonio al cierre del semestre. 184393492 2048 0.91 118836713 2050 1.42 0 0 0.00 4725168 104 2.59 0 0 0.00 113670106 765 5.50 34792414 1169 14.01 157444493 4579 6.71 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 42618983 402 -0.49 460358115 7107 4.76 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 1116839484 18224 4.20