ABACO RENTA FIJA FI 1.0.0 2026-01-01 2026-06-30 ABACO RENTA FIJA FI 1.0.0 2025-07-01 2025-12-31 ABACO RENTA FIJA FI 1.0.0 2026-01-01 2026-06-30 ABACO RENTA FIJA FI 1.0.0 2025-01-01 2025-12-31 ABACO RENTA FIJA FI 1.0.0 2026-04-01 2026-06-30 ABACO RENTA FIJA FI 1.0.0 2026-01-01 2026-03-31 ABACO RENTA FIJA FI 1.0.0 2025-10-01 2025-12-31 ABACO RENTA FIJA FI 1.0.0 2025-07-01 2025-09-30 ABACO RENTA FIJA FI 1.0.0 2024-01-01 2024-12-31 ABACO RENTA FIJA FI 1.0.0 2023-01-01 2023-12-31 ABACO RENTA FIJA FI 1.0.0 2021-01-01 2021-12-31 ABACO RENTA FIJA FI 1.0.0 2023-01-01 2025-12-31 ABACO RENTA FIJA FI 1.0.0 2021-01-01 2025-12-31 ABACO RENTA FIJA FI 1.0.0 2026-06-30 ABACO RENTA FIJA FI 1.0.0 2025-12-31 ABACO RENTA FIJA FI 1.0.0 2024-12-31 ABACO RENTA FIJA FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure ABACO RENTA FIJA FI 5550 02 02 2026 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 2021-09-17 08 03 Alto Fondo de Inversión de Renta Fija Internacional. Invierte 100% de la expsicion total en renta fija pública y o privada incluyendo depósitos, e instrumentos del mercado monetario cotizados o no, líquidos, titulizaciones líquidas, deuda subordinada y bonos contingentes convertibles, emitidos normalmente a perpetuidad con opciones de recompra para el emisor y encaso de producirse la contingencia aplican la quita al principal del bono, afectando negativamente al valor liquidativo del fondo. La exposición al riesgo divisa será del 0 al 30% de la exposición total. La gestión toma como referencia la rentabilidad del índice IBXX EURO OVERALL TOTAL RETURN INDEX.El Índice de referencia se toma a efectos meramente informativos. Inversión y cobertura. 01 0.04 0.81 0.04 1.22 1.04 0.35 1.04 0.97 2 ABACO (R) RENTA FIJA FI EUR 5324751.39 4444788.98 604 464 0.00 0.00 false 30590219 25124063 10620195 5701050 5.7449 5.6525 5.4726 5.2107 0.34 0.34 0.34 0.34 01 0.04 0.04 01 1.64 1.03 0.60 0.50 1.28 3.29 5.03 5.20 -0.19 -0.35 -1.14 2026-06-30 2026-03-20 2023-03-20 0.21 0.23 0.59 2026-05-14 2026-03-25 2023-03-21 01 1.61 1.44 1.77 0.57 1.02 1.65 0.74 2.27 9.96 14.09 13.38 14.17 0.48 0.45 0.50 0.07 0.07 0.08 0.63 1.05 1.37 1.37 1.41 1.43 1.48 1.43 1.64 2.07 0.39 0.20 0.19 0.20 0.20 0.81 0.83 0.88 0.42 false GraficaVL.png png 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506478.00 1.49 201605.00 0.70 506478.00 1.49 201605.00 0.70 2988193.00 8.78 1486889.00 5.19 ES05052870S5 Pagarés|AEDAS HOMES SAU|3,550|2026-07-24 EUR 285746.00 0.84 286104.00 1.00 ES05052870T3 Pagarés|AEDAS HOMES SAU|3,950|2027-01-22 EUR 92631.00 0.27 92844.00 0.32 ES0505287997 Pagarés|AEDAS HOMES SAU|4,050|2026-05-15 EUR 0.00 0.00 94491.00 0.33 ES0505695397 Pagarés|AGOTZAINA|5,000|2028-02-23 EUR 89951.00 0.26 0.00 0.00 ES0505521551 Pagarés|ARTECHE LANTEGI ELKA|2,550|2026-01-20 EUR 0.00 0.00 197476.00 0.69 ES0505521569 Pagarés|ARTECHE LANTEGI ELKA|2,550|2026-03-20 EUR 0.00 0.00 296330.00 1.03 ES0505630485 Pagarés|CIE AUTOMOTIVE SA|3,220|2027-02-15 EUR 683734.00 2.01 0.00 0.00 ES0505630485 Pagarés|CIE AUTOMOTIVE SA|3,110|2027-02-15 EUR 685580.00 2.01 0.00 0.00 ES0505630386 Pagarés|CIE AUTOMOTIVE SA|2,630|2026-09-28 EUR 196890.00 0.58 0.00 0.00 ES0505130825 Pagarés|GLOBAL DOMINION|2,850|2026-07-10 EUR 391828.00 1.15 391848.00 1.37 ES0505130734 Pagarés|GLOBAL DOMINION|3,450|2026-02-13 EUR 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Distribucion2.png png 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EURO- DOLAR Compra Futuro|EURO- DOLAR|125000| 13067167 01 13067167 13067167 false false false false false false false false false false N/A. false false false false false false false false N/A. 1. SITUACIÓN DE LOS MERCADOS. EVOLUCIÓN DEL FONDO Y PERSPECTIVAS a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante los primeros seis meses del año los mercados financieros han estado condicionados por el conflicto entre Irán e Israel y por las tensiones geopolíticas en Oriente Medio. La incertidumbre sobre la evolución del conflicto ha provocado importantes movimientos en el precio del petróleo y en las expectativas de inflación, si bien los mercados han mostrado una notable capacidad de recuperación a medida que los inversores han reducido la probabilidad asignada a un escenario de interrupción prolongada del suministro energético.En este contexto, utilizando las rentabilidades medias de ETFs representativos, los bonos "High Yield" o de menor calidad crediticia han ofrecido una rentabilidad media del 1,64%, mientras que los bonos "Investment Grade" o la deuda gubernamental han tenido rentabilidades en lo que va de año del 1,29% y del 1,23% respectivamente. En este contexto, el fondo Abaco Renta Fija ha obtenido una destacada rentabilidad del 1,64%.Dado el optimismo generalizado que vemos en la mayoría de los mercados de crédito, y la volatilidad que caracteriza a este mercado a medio y largo plazo, continuamos con un posicionamiento prudente y una duración de la cartera reducida, junto con una exposición a crédito también muy inferior a lo habitual. Actuando de forma paciente y sin tomar riesgos innecesarios.Los altos apalancamientos y déficits de la economía americana continúan provocando presiones bajistas en los bonos a largo plazo, esto junto con aspectos técnicos de mercado: una oferta creciente debido a la necesidad continua de financiar tanto el déficit como el repago de principales, junto con una demanda menor a la experimentada en los últimos años por parte de los inversores internacionales, como consecuencia de la situación geopolítica, nos hacen también ser conservadores en las partes largas de la curva. b) Decisiones generales de inversión adoptadas. En el fondo Abaco Renta Fija 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 esta 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.También tenemos la capacidad para analizar emisiones pequeñas y medianas, que no siguen los analistas de las grandes casas y un tamaño idóneo para poder ser activos en estas emisiones con la liquidez que exigimos a nuestras inversiones.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.c) Índice de referenciaLa gestión toma como referencia la rentabilidad del índice IBOXX Euro Overall Total Return Index. El índice de referencia se toma a efectos meramente informativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC.Desde el inicio acumula una rentabilidad del +14,90%, que en términos anualizados supone una rentabilidad del 2,94% En el primer semestre del año el valor liquidativo de la clase R del fondo aumentó en un 1,64% y para la clase B del fondo, el valor liquidativo aumentó un 1,76%. El patrimonio del fondo a 30 de junio de 2026 se sitúa en 34.035.459 de euros. Este se ha visto aumentado en un 18,76% con respecto a 31 de diciembre de 2025. El número de partícipes, entre todas las clases, ha aumentado desde 477 a 617 suponiendo esto un aumento del 29,35%. 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. A 30 de junio de 2026 el fondo tenía una liquidez del 1.3% y una exposición neta a renta fija del 98.7% sobre el patrimonio. Las principales posiciones del fondo son 1) ESM TBILL con cupón cero a 2026, 2) bono de International Petroleum con cupón de 7,5% a 2030, 3) bono convertible de Basic-Fit con cupón de 1,5% a 2028 y 4) bono de TAV Havalimanlari con un cupón de 8,5% a 2028.Estas compañías están lideradas y dirigidas por equipos gestores excelentes, una posición de liquidez sólida, con una gestión prudente y activos reales que cubren más de 2,5x el valor de su deuda. 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. Hemos aumentado el peso en 1) Insur Promoción Integral 4% al 2026, 2) Grifols Escrow 3,875% a 2028 y 3) hemos cambiado una parte del bono convertible de Basic-Fit a 2028 por el convertible a 2031.Como nuevas ideas incorporadas en este año tenemos 1) pagarés de Agotzaina, 2) bono convertible de Premium brands 5,5% a 2032, 3) Kistos Holdings 9,875% a 2030, 4) Kosmos Energy 3,125% a 2030, 5) Constellation Oil 9,375% a 2029, 6) Cementos Molins 5,5% a 2033 y 7) dos bonos del tesoro americano ligados a la inflación al 2053 y 2045.Por último, durante este periodo han vencido y hemos recibido el pago del principal de 1) pagarés de Aedas Homes, 2) pagarés de Arteche, 3) pagarés de Ferroglobe y 4) pagarés de Ence.La cartera consta de sesenta y ocho (65) pagarés y bonos corporativos, dos (2) bonos ligados a la inflación del tesoro americano y un (1) bono supra de ESM.En Abaco Capital sabemos que es muy complicado batir al mercado si buscamos hacer 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 una rentabilidad superior a la de mercado y compañías de calidad cuya deuda está muy bien cubierta por el valor de sus activos, la rentabilidad es superior al 3.5%. b) Operativa de préstamo de valores. El fondo no ha realizado ninguna operativa de préstamos de valores. c) Utilización de derivados. El fondo utiliza derivados como cobertura. En este sentido, mantiene coberturas de divisa, con futuros de Euro-Dólar. d) Otra información sobre inversiones.No existen activos que se encuentren en circunstancias excepcionales (concurso, suspensión, litigio). 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 4%, no están correlacionadas entre sí, asegurándonos de que corresponden a ciclos o riesgos temporales distintos (como es el caso de las empresas de energía, infraestructura, instituciones financieras o industriales) o distintas geografías (teniendo las mayores posiciones en España y Estados Unidos). 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 no ha mantenido una participación significativa (Participación Significativa > 1%) durante más de doce meses según la jurisdicción en la que se encuentra establecida. 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. El fondo puede soportar los gastos derivados del servicio de análisis financiero. La asunción de los referidos gastos 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 0,0056251% sobre el patrimonio medio gestionado. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Las perspectivas actuales del mercado muestran dinámicas significativamente distintas entre Europa y Estados Unidos, lo que marca un contraste importante en nuestras decisiones estratégicas.En Europa, la economía atraviesa un periodo de estancamiento, con sectores cíclicos como la construcción y la industria en niveles muy deprimidos. Este contexto, combinado con un endeudamiento más moderado y déficits fiscales controlados, nos lleva a prever un entorno más favorable para contener la inflación. Estas condiciones podrían respaldar reducciones adicionales en los tipos de interés durante el año. Sin embargo, las tensiones geopolíticas en Ucrania e Israel, junto con posibles repercusiones indirectas de las medidas del nuevo gobierno estadounidense, podrían introducir elementos de incertidumbre en la región.Por el contrario, en Estados Unidos observamos un panorama económico más dinámico, caracterizado por un crecimiento robusto, pero impulsado por déficits fiscales significativos y altos niveles de endeudamiento. Además, las presiones inflacionarias derivadas de posibles políticas arancelarias y otras medidas promovidas por la nueva administración podrían limitar la magnitud de las reducciones en los tipos de interés, haciendo que estas sean más moderadas en comparación con Europa.Frente a este contexto, en Abaco mantenemos una exposición limitada a crédito, reflejo del significativo estrechamiento de los diferenciales de crédito que hemos observado. Esta prudencia, combinada con una estrategia de duración reducida en nuestra cartera, responde a nuestra filosofía de proteger y maximizar el valor para nuestros partícipes, gestionando el riesgo de forma activa.Como gestora, seguimos trabajando con rigor y dedicación, analizando en profundidad cada uno de los negocios en cartera y explorando nuevas oportunidades que nos permitan ofrecer la mejor rentabilidad posible a nuestros partícipes. Nuestro compromiso es continuar adaptándonos a un entorno dinámico, con un enfoque centrado en la excelencia en la gestión y en la creación de valor sostenible. N/A 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 31475512 610 1.65 0 0 0.00 133000311 4025 0.98 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 60131219 634 -1.36 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 224607042 5269 0.45