ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-07-01 2025-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-01-01 2025-06-30 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-01-01 2025-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2024-01-01 2024-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-10-01 2025-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-07-01 2025-09-30 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-04-01 2025-06-30 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-01-01 2025-03-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2023-01-01 2023-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2022-01-01 2022-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2020-01-01 2020-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2022-01-01 2024-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2020-01-01 2024-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2025-06-30 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2024-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2023-12-31 ABACO RENTA FIJA MIXTA GLOBAL, 1.0.0 2022-12-31 iso4217:EUR xbrli:pure ABACO RENTA FIJA MIXTA GLOBAL, 4474 02 04 2025 EUR n.d. false PASEO GENERAL MARTINEZ CAMPOS, 47 2º IZQ 28010 MADRID EM gestora@abaco-capital.com www.abaco-capital.com 05 PASEO GENERAL MARTINEZ CAMPOS, 47 2º IZQ 28010 MADRID EM mailto:abaco@abaco-capital.com 2012-05-11 08 05 Alto Política de inversión: Fondo de Inversión Renta Fija Mixta Internacional. El fondo de inversión busca preservar el valor del capital en el tiempo, cubriendo el efecto de la inflación sobre el capital, y obteniendo una rentabilidad extra en el medio-largo plazo. Puede invertir hasta un 30% de su exposición total en valores de renta variable, manteniendo el resto de su cartera en valores de renta fija pública y/o privada.La exposición a divisa podrá oscilar entre 0%-50% de la exposición total. Inversión y cobertura. 01 0.60 0.45 1.06 1.61 0.46 1.26 0.86 2.59 1 ABACO(I) RENTA FIJA MIX GLOBAL EUR 7574765.90 6824834.86 196 185 0.00 0.00 false 70062836 61634869 57459594 46802156 9.2495 8.6544 8.4506 7.7224 0.35 0.70 0.19 0.33 0.54 1.03 03 0.04 0.08 01 6.88 1.50 2.33 2.36 0.52 2.41 9.43 8.25 -6.92 -0.37 -1.33 -1.45 2025-10-10 2025-04-04 2022-05-09 0.42 0.92 1.09 2025-11-24 2025-04-14 2022-04-04 01 3.86 2.62 3.00 5.16 4.23 2.70 3.18 6.20 16.13 14.09 9.96 22.18 14.65 13.38 14.17 19.61 34.37 0.08 0.07 0.07 0.07 0.08 0.63 1.05 1.76 0.54 2.82 2.82 4.12 4.25 4.27 6.89 7.06 7.86 7.75 0.80 0.20 0.20 0.20 0.20 0.82 0.82 0.86 0.84 false true GraficaVL.png png 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 Distribucion2.png png 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SP 500 INDICE Compra Opcion|SP 500 INDICE|100| 4704255 01 4704255 4704255 DAX Venta Futuro|DAX|25| 1203900 01 DJ EUROSTOXX 50 Venta Futuro|DJ EUROSTOXX 50|10| 1150000 01 SP 500 INDICE Venta Futuro|SP 500 INDICE|50| 1782909 01 STOXX EUROPE 600 INDEX Venta Futuro|STOXX EUROPE 600 INDEX|50| 1161080 01 5297889 EURO- DOLAR Compra Futuro|EURO- DOLAR|125000| 37138286 01 EURO-LIBRA Compra Futuro|EURO-LIBRA|125000| 1635175 01 38773461 44071350 false false false false false false false false false false No Aplicable false false false false false false false false No aplica. 1. SITUACIÓN DE LOS MERCADOS. EVOLUCIÓN DEL FONDO Y PERSPECTIVAS a) Visión de la gestora/sociedad sobre la situación de los mercados.El año pasado fue en general un año positivo para los principales índices tanto de renta variable, como de renta fija. A pesar de la gran incertidumbre, a causa de las políticas arancelarias impuestas por Estados Unidos, que vivimos durante las primeras semanas del mes de abril y luego las diferentes tensiones geopolíticas vividas en Irán, Israel, Ucrania y Venezuela, la mayoría de los mercados cerraron el año en positivo. Poniendo de manifiesto una vez más, la complicada, sino imposible, tarea de predecir el comportamiento de los mercados en el corto plazo.En renta variable, el S&P 500 obtuvo una rentabilidad del 17.9% en dólares americanos, que debido a la fuerte devaluación de este frente al euro, se tradujo en una ganancia inferior al 4% en nuestra divisa. Por otro lado, el Stoxx 600 obtuvo una rentabilidad del 17,4% en euros.Continuamos pensando que las mejores oportunidades en la actualidad se encuentran fuera de Estados Unidos y a pesar del mejor rendimiento, durante este 2025, de los índices internacionales pensamos que es una tendencia que continuará los próximos años por las siguientes razones: gran discrepancia en las valoraciones, un dólar de forma estructural más débil que los últimos 10 años impulsa el crecimiento en dólares de estas compañías y un entorno geopolítico que obliga a la diversificación y búsqueda de oportunidades en otras geografías .En renta fija los bonos High Yield o de menor calidad crediticia han ofrecido una rentabilidad media del 4,94%, mientras que los bonos Investment Grade o la deuda gubernamental han tenido rentabilidades en lo que va de año del 2,81% y del 0,71% respectivamente. Beneficiándose aquellos fondos con menor duración y una mayor exposición al crédito.En renta fija los inversores continúan poniendo en duda la capacidad de los bancos centrales de mantener la inflación bajo control y es por ello por lo que continúa habiendo una fuerte presión bajista en los bonos gubernamentales a largo plazo.En renta variable nuestra estrategia sigue enfocada en invertir en pequeñas y medianas compañías de calidad, con capacidad de crecimiento, buenos retornos sobre el capital y gestionadas por equipos directivos alineados con nuestros intereses. En empresas que además coticen con un descuento significativo frente a su valor intrínseco.En renta fija pensamos que la mejor forma de generar valor es mediante una selección rigurosa y detallada del crédito que incorporamos a cartera. Nuestro enfoque de análisis riguroso y profundo sobre cada compañía en la que invertimos nos permite seguir encontrando oportunidades en deuda corporativa con rentabilidades atractivas y con un nivel de riesgo controlado.b) Decisiones generales de inversión adoptadas.En el fondo Abaco Renta Fija Mixta Global analizamos toda la estructura de capital de las empresas para buscar activos infravalorados respecto a su valor intrínseco. En Renta Fija somos especialistas en crédito. Analizamos y conocemos en profundidad las empresas, los activos de estas y las necesidades de caja. Somos oportunistas, seleccionamos las mejores oportunidades en cada momento de los ciclos crediticios, en cada país donde invertimos, invirtiendo en la parte de la curva que vemos más atractiva en cada momento y en el segmento de la estructura de capital que consideramos nos ofrece una mejor rentabilidad en función del riesgo tomado.En renta variable nos centramos en compañías de calidad de todos los tamaños, pero con especial foco en empresas pequeñas y medianas poco seguidas por el mercado y que cuentan con ventajas competitivas claras y sostenibles en el tiempo, que sean líderes en nichos concretos y que estén dirigidas por buenos equipos gestores.Las correcciones de precios nos han permitido ajustar algunos de los pesos de la cartera, para ponderar las ideas de inversión que ofrecen mayor descuento, e incorporar oportunidades adicionales con mayor potencial de revalorización, tanto en renta variable como en renta fija. c) Índice de referenciaEl Fondo no tiene un índice de referencia, dado que realiza una gestión activa y flexible. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC.Este fondo, que inició su estrategia de gestión con la SICAV Arenberg (fusionada por absorción con el fondo en junio del 2017), cumplirá el mes de julio dieciocho años de estrategia. Desde el inicio acumula una rentabilidad del +140,47%, que en términos anualizados supone una rentabilidad del +5,16%.A cierre del año el valor liquidativo de la clase I del fondo aumentó en un 6,88%. Para la clase R del fondo, el valor liquidativo en el año aumentó un 6,67%. Por último, para la clase C, el valor liquidativo en el año aumentó un 6,53%. El patrimonio del fondo a 31 de diciembre de 2025 se sitúa en 109.430.468 euros. Este se ha visto aumentado en un 28,53% con respecto al año anterior.El número de partícipes, entre todas las clases, ha aumentado desde 789 a 2.215 suponiendo esto un aumento del 180,74%.El Fondo no tiene un índice de referencia, dado que realiza una gestión activa y flexible. Los gastos soportados por el fondo proceden, por una parte, de costes y gastos corrientes recurrentes como la comisión de gestión, depositaría y gastos relativos al mantenimiento de la inversión como auditoría y tasas CNMV; por otra parte, incluye también los costes y gastos operacionales y de intermediación de la cartera del fondo. Rentabilidades pasadas en ningún caso garantizan rentabilidades futuras. 2. INFORMACION SOBRE LAS INVERSIONES.Al final del año el fondo tenía una liquidez del 2,16%, una exposición a renta variable neta del 19,88% y una exposición a renta fija del 70,61% sobre el patrimonio. Las principales posiciones de renta fija del fondo son un bono de International Petroleum de 7,5% a 2030, bono de Golar con cupón de 7,75% a 2029, bono de BBVA Mexico con cupón de 5,125% a 2033, bono de Grifols con cupón de 3,875% a 2028 y una letra del tesoro.En la cartera de renta variable destacan las posiciones de Basic-Fit, Global Dominion, Cementos Pacasmayo, Vistry Group, International Petroleum, Fairfax India y Occidental Petroleum.Estas compañías están lideradas y dirigidas por equipos gestores excelentes, completamente alineados con nuestros intereses, que han generado un enorme valor para estas en el pasado y que así esperamos que lo continúen haciendo. Características que también comparten el resto de las posiciones de la cartera. a) Inversiones concretas realizadas durante el periodo.Este año hemos realizado alguna rotación en la cartera intentando en todo momento maximizar el potencial de revalorización. En renta fija hemos reducido las posiciones en Golar LNG 7,75% 2029, Euronav Luxembourg 6,25% 2026, MODG 2,75% 2026, Seadrill Finance 8,375% 2030, MPC Container Ships 7,375% 2029, TORM PLC 8.25% 2029, PET.MEXICA PEMEX 5.35% 2028, SEASPAN CORP 5.5% 2029 y Burford Capital 9,25% 2031. Y en renta variable hemos reducido las posiciones en LSL Prop, Prosegur, IHS Holding, Grifols, Palfinger, Acerinox, Burford Capital (cotizada en dólares), Befesa y Fairfax Financial.Durante el mismo periodo, hemos aumentado el peso de Anadolu Efes, Tubacex, Ibstock, Inmobiliaria Colonial, Tav Havalimanlari Holding, AB Inbev, International Petroleum, Fairfax India, Basic-Fit, Burford Capital (cotizada en libras), Global Dominion, Cementos Pacasmayo e Inmobiliaria del Sur.Y en renta fija hemos aumentado el peso en Grifols 3,875% 2028, Basic Fit NV 1,5% 2028, Tav Havalimanlari 8,5% 2028, Ulker Biskuvi 7,875% 2031, Fairfax India 5% 2028 y Anadolu Efes 3,375% 2028.Como nuevas ideas incorporadas durante este año tenemos, en renta variable a Commercial International Bank, Barrat Developments, Vistry Group, Foran Mining, Johnson Service, Puig Brands, Catella, Kosmos, Occidental Petroleum, RHI Magnesita, Berkeley Group, Watches of Switzerland, Arcos Dorados, Viscofan, Barrick Gold, Vidrala, Valaris, Pluxee, Tidewater, Rosenbauer, Constellation Brands y Grupo Cibest. En renta fija hemos añadido a la cartera BBVA Mex Banca Group TX 5,125% 2033, International Petroleum 7,5% 2030, Sacyr SA 4,75% 2030, Valaris 8,375% 2030, Navios Maritime Partners 7,75% 2030, Golar LNG 7,5% 2030, Tidewater Inc 9,125% 2030, ODFJELL RIG III LTD 7,25% y Dof Group 8,125% 2030. Además, se han incorporado pagares de emisores como Sacyr, Ferroglobe, Ecoener, Técnicas Reunidas y Aedas Homes.Por último, durante este periodo hemos cerrado las posiciones y nos han vencido bonos de Kosmos Energy 2026, Minas Buenaventura 5,5% 2026, Transoceanic Inc 8% 2027, W&T Offshore Inc 11,75% 2026, Teekay LNG Float 2026, International Petroleum 7,25%, Brooge Petroleum Gas 8,5%, Ulker Biskuvi 6,95%. Gaslog Partners 8,2% Perp y Dynagas LN 8,75% Perp, pagares de Gestamp, Maire Tecnimont, Vidrala, CIE Automotive y Dominion.En renta variable hemos cerrado las posiciones de Litigation Capital Management, Gestamp, Grupo Hotelero Santa Fe, Westaim, Atalaya Mining, Topgolf Callaway, Kistos, Prosegur Cash, CIE Automotive, Novem Group, Ibersol SGPS, Bancolombia, Brooge Energy y Deutsche Wohnen.La cartera consta de sesenta y ocho (68) bonos y pagarés corporativos, cincuenta y siete (57) acciones.En Abaco Capital sabemos que es muy complicado batir al mercado si hacemos lo mismo, así que es necesario utilizar otros parámetros, en nuestro caso nos dedicamos a analizar las compañías, entenderlas, sólo comprarlas baratas y hacerlo con un horizonte temporal de largo plazo. Estamos convencidos de que la actual cartera del fondo tiene un gran descuento y compañías de calidad, con porcentajes de revalorización sobre el patrimonio superior al 100% en renta variable y con una rentabilidad del 4% en renta fija. b) Operativa de préstamo de valores.El fondo no ha realizado ninguna operativa de préstamos de valores. c) Utilización de derivados.El fondo mantiene coberturas de divisa, del Euro-Dólar, Euro-Libra esterlina. También tenemos coberturas del Eurostoxx 50, Eurostoxx 600, DAX, Mini S&P y una put sobre el S&P 500. d) Otra información sobre inversiones.El bono de Seacrest Petroleum y R-Logitech se encuentran en proceso de impago, representando estos en su conjunto el 0,08% del fondo. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A 4. RIESGO ASUMIDO POR EL FONDO.El fondo asume un riesgo relacionado directamente al nivel de concentración de las posiciones que tenemos en las ideas de mayor convicción. Si bien es cierto que hay posiciones con peso superior al 3%, no están correlacionadas entre sí, asegurándonos de que corresponden a ciclos o riesgos temporales distintos (como es el caso de las empresas de energía, financieras o compañías de gestión de gimnasios) o distintas geografías (teniendo las mayores posiciones en Canadá, Mexico, Holanda y España). 5. EJERCICIO DERECHOS POLITICOS.La política de ABACO CAPITAL, SGIIC, S.A. en relación con el ejercicio de los derechos políticos inherentes a los valores en cartera de sus IIC garantiza el adecuado seguimiento de los distintos hechos empresariales, tanto en España como en terceros Estados, su adecuación a los objetivos y a la política de inversión de cada IIC y, también, que las eventuales situaciones de conflicto de interés sean gestionadas adecuadamente. ABACO CAPITAL, SGIIC, S.A. ejerce los derechos de asistencia y voto o delega los mismos en el Consejo de Administración de la Sociedad en las Juntas Generales de Accionistas de todas las Sociedades españolas en las que sus IIC bajo gestión tienen participación con una antigüedad superior a 12 meses y al 1% del capital social de la Sociedad participada y, también en aquellos otros casos que se considera por el Departamento de Inversiones conveniente para las IIC gestionadas.La gestora ha mantenido una participación significativa (Participación Significativa > 1%) durante más de doce meses en las compañías Nobia, TCM y Tortilla Mexican Grill. 6. INFORMACION Y ADVERTENCIAS CNMV.N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMASN/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.El fondo puede soportar los gastos derivados del servicio de análisis financiero. La asunción de los gastos referidos no supone un aumento de los gastos totales del fondo o TER (ratio de gastos totales) ya que, al mismo tiempo, los gastos de intermediación que soporta el fondo se han visto minorados.Para el año 2025, el importe de los gastos por este concepto ha supuesto un 0,0066479% sobre el patrimonio medio gestionado. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Esperamos durante los próximos trimestres continuas bajadas de los tipos de interés, en concreto, en Estados Unidos. Estas decisiones de bajadas de los tipos en un entorno de crecimiento económico y desempleo todavía controlado, podría impulsar de nuevo la inflación a partir de 2027.El entorno de diferenciales de crédito no vemos catalizadores en la economía a corto plazo para que se deteriore. Sin embargo, cualquier evento de tipo geopolítico podría cambiar esta situación. En la actualidad la rentabilidad adicional que ofrecen de media los bonos de menor calidad crediticia no creemos que justifiquen el riesgo adicional asumido por los tenedores de estos.Continuamos con un posicionamiento defensivo, duraciones cortas y menor exposición a riesgo crediticio de lo habitual. Como hemos comentado las bajadas de tipos de interés en Estados Unidos, junto con la desescalada de la guerra comercial ha provocado un incremento del apetito hacia activos de mayor riesgo por parte de los inversores, esto provoca que los diferenciales de crédito estén cerca de sus mínimos históricos. En el entorno macroeconómico y geopolítico actual pensamos que es fundamental mantener carteras diversificadas, tanto por geografías, como por sectores y tener peso en materias primas.En renta variable vemos como la tendencia hacia la concentración en la mayoría de las carteras de inversores continua al alza. Las grandes empresas tecnológicas americanas cada vez tienen mayor peso dentro de los índices americanos y globales y la dispersión de valoraciones entre EE. UU. frente al resto del mundo, continúa cerca de máximos históricos. El mercado estadounidense ha alcanzado un peso relativo sin precedentes dentro del índice MSCI All Country World, representando actualmente el 64 % de la capitalización bursátil global. Esta cifra marca el nivel de concentración más elevado desde que existen registros, lo que implica que una parte significativa del comportamiento de los mercados globales está cada vez más condicionada por un único país. Esta concentración histórica plantea importantes implicaciones para la diversificación de carteras.Dicha concentración en EE. UU. es el resultado principalmente de dos factores: el continuo auge de la gestión pasiva, a cierre de 2025 se estima que cerca del 65% de los fondos de renta variable americanos son indexados y el fortalecimiento del dólar americano frente al resto de divisas a nivel mundial en los últimos 10 años. Consideramos que las mejores oportunidades de inversión a largo plazo se encuentran fuera de este mercado (EE. UU.). Por otro lado, los países emergentes, continúan ganando relevancia en la economía global, representando ya más del 60 % del PIB mundial.Este avance ha sido impulsado por sólidas y sostenidas dinámicas de convergencia económica, política y social entre las economías emergentes y desarrolladas. Dado el volumen de recursos que concentran estos países, resulta lógico que estén generando una parte creciente de la producción económica global. Por ejemplo, los países en vías de desarrollo albergan al 84 % de la población mundial (aproximadamente 6.900 millones de personas) y controlan el 73 % de las reservas internacionales de divisas, equivalentes a unos 10 billones de dólares estadounidenses.Además, la disposición a adoptar reformas estructurales suele ser mayor en estas economías. Transformaciones clave como el tránsito de la financiación en divisas extranjeras hacia la emisión en moneda local han fortalecido su estabilidad financiera y respaldan la expectativa de un crecimiento económico superior y sostenido en el tiempo, acompañado de un aumento progresivo de la riqueza.Este mayor dinamismo estructural, unido a unas valoraciones especialmente atractivas en muchos de estos mercados, nos lleva a pensar que ofrecen no solo un importante potencial de revalorización a largo plazo, sino también una valiosa fuente de diversificación para las carteras globales.Mantenemos una cartera diversificada por geografías e industrias, con un peso importante de pequeñas y medianas compañías y con una exposición muy limitada al mercado americano por lo que hemos comentado anteriormente. Esta diversificación tanto geográfica como sectorial aporta una gran disminución del riesgo a cualquier factor concreto de mercado, sin reducir el potencial de revalorización de los fondos. Esto pensamos que es especialmente valioso en un entorno donde la concentración en los grandes índices continúa creciendo, y la mayoría de los riesgos a los que se exponen los inversores muy similares. No aplica. Abaco Capital S.A., SGIIC. S.A. dispone de una política remunerativa de acuerdo con los principios establecidos en el artículo 46 bis.1 de la Ley 35/2003, de 4 de noviembre de instituciones de inversión colectiva que tiene en cuenta su dimensión y actividad. A continuación, detallamos los aspectos cuantitativos y cualitativos más significativos. La cuantía total de remuneraciones abonada al personal durante el año 2025 ascendió a 362.730,62 euros, con el desglose de 218.046,31 euros de remuneración fija y 110.326,53 euros de remuneración variable. El número de beneficiarios de las remuneraciones ascendió a quince, de los cuales fueron beneficiarios de remuneración variable cinco. No existe remuneración ligada a la comisión de gestión variable de las IIC. Del total de remuneraciones, 206.980,83 euros fueron abonados a altos cargos, siendo cuatros beneficiarios con el detalle de 92.491,04 euros de remuneración fija y 114.489,79 euros de remuneración variable. Asimismo, del total de remuneraciones 110.147,14 euros corresponden a empleados diferentes de altos cargos cuya actuación tiene una incidencia material en el perfil de riesgo de las IIC gestionadas, siendo cinco beneficiarios con el detalle de 79.952,62 euros de remuneración fija y 30.194,52 euros de remuneración variable. La política de remuneración de la Gestora, y sus aspectos cualitativos, puede consultarse en su página web (www.abacocapital.com), no ha habido modificaciones de la misma en 2025. No 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 eur, lo que supone un 0,00 % sobre el patrimonio. La contraparte de estas operaciones ha sido BNP PARIBAS Sec. Services, Suc. en España. Como garantía la IIC ha obtenido eur nominales de 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 0,00 eur, 0,00 % del patrimonio al cierre del semestre. 0 0 0.00 25811092 311 1.80 0 0 0.00 96178371 1253 3.82 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 0 0 0.00 0 0 0.00 54518758 460 10.65 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 176508221 2024 5.63