ATL CAPITAL CORTO PLAZO 1.0.0 2026-01-01 2026-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2025-07-01 2025-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2026-01-01 2026-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2025-01-01 2025-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2026-04-01 2026-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2026-01-01 2026-03-31 ATL CAPITAL CORTO PLAZO 1.0.0 2025-10-01 2025-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2025-07-01 2025-09-30 ATL CAPITAL CORTO PLAZO 1.0.0 2024-01-01 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2023-01-01 2023-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2021-01-01 2021-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2023-01-01 2025-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2021-01-01 2025-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2026-06-30 ATL CAPITAL CORTO PLAZO 1.0.0 2025-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2024-12-31 ATL CAPITAL CORTO PLAZO 1.0.0 2023-12-31 iso4217:EUR xbrli:pure ATL CAPITAL CORTO PLAZO 3282 02 02 2026 EUR Baa1((Moodys)) false CL Montalban nº9 2ªIzq 28014 Madrid EM informacion@atlcapital.es www.atlcapital.es/atl-gestion/documentacion/ 05 CL MONTALBAN 9 28014 MADRID EM mdiaz@atlcapital.es 2005-10-05 08 20 1 en una escala del 1 al 7 Vocación del fondo y objetivo de gestión: Monetario El patrimonio del Fondo se invierte en activos de renta fija corto plazo y activos monetarios denominados en euros,emitidos por emisores tanto del área euro como del resto de países OCDE. Los activos de renta fija en que se in- vierta el fondo podrán ser tanto de renta fija pública como privada, con alta calificación crediticia. La cartera del Fondo no tendrá en ningún caso una duración media superior a 18meses. El índice de referencia del Fondo es el EONIA (Euro OverNight Index Average), índice medio del tipo del euro a un día, fruto de las distintas transacciones en el mercado interbancario. El fondo podrá operar con derivados negociados o no en mercados organizados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 01 0.86 1.02 0.86 1.95 1.94 1.97 1.94 2.23 1 ATL CAPITAL CORTO PLAZO FI EUR 7355265.66 8691684.67 771 901 0.00 0.00 false 95818638 112122535 87048179 90369225 13.0272 12.9000 12.6206 12.1865 0.16 0.16 0.16 0.16 01 0.03 0.03 01 0.99 0.64 0.34 0.48 0.47 2.21 3.56 2.96 -0.47 -0.03 -0.03 -0.10 2026-04-10 2026-04-10 2023-01-20 0.04 0.04 0.10 2026-05-28 2026-05-28 2023-01-19 01 0.26 0.30 0.20 0.20 0.18 0.20 0.21 0.29 0.03 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.51 16.34 0.79 0.97 0.55 0.24 0.23 0.40 1.71 1.24 0.16 INDICE EONIA 0.08 0.09 0.07 0.08 0.08 0.09 0.14 0.13 0.12 0.16 0.16 0.19 0.20 0.23 0.20 0.27 0.25 0.06 0.19 0.10 0.10 0.10 0.10 0.39 0.39 0.39 0.41 false F051vl.png png 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0.00 0.00 1000370.00 0.82 XS1511793124 Bonos|FIL LTD/BERMUNDA|2,500|2026-11-04 EUR 1498025.00 1.45 1499358.00 1.23 XS2621757405 Bonos|CORNING INC|3,875|2026-05-15 EUR 0.00 0.00 1006826.00 0.82 XS1821883102 Bonos|NETFLIX INC|1,812|2027-05-15 EUR 1513508.00 1.46 0.00 0.00 XS2623129256 Bonos|DAIMLER CHRYSLER INT|3,875|2026-06-19 EUR 0.00 0.00 2435082.00 1.99 XS1523250295 Bonos|EASTMAN CHEMICAL CO|1,875|2026-11-23 EUR 1486564.00 1.44 1490397.00 1.22 XS2825483998 Bonos|BANQUE DE LUXEMBOURG|0,756|2027-05-24 EUR 201031.00 0.19 0.00 0.00 XS1627602201 Bonos|AMERICAN INTERNATION|1,875|2027-06-21 EUR 990174.00 0.96 0.00 0.00 XS2430970884 Bonos|ATHENE GLOBAL FUNDIN|0,832|2027-01-08 EUR 838313.00 0.81 0.00 0.00 XS1531347661 Bonos|BECTON DICKINSON AND|1,900|2026-12-15 EUR 992225.00 0.96 995077.00 0.81 XS2432361421 Bonos|NIBC BANK NV|0,875|2027-06-24 EUR 294541.00 0.29 0.00 0.00 XS2932831766 Bonos|DSV FINANCE|2,875|2026-11-06 EUR 1003419.00 0.97 1004679.00 0.82 XS2537060746 Bonos|MITTAL STEEL|4,875|2026-09-26 EUR 503258.00 0.49 0.00 0.00 XS2941360963 Bonos|VOLKSWAGEN|3,250|2027-05-19 EUR 1705856.00 1.65 0.00 0.00 XS1843443190 Bonos|ALTRIA GROUP|2,200|2027-06-15 EUR 744958.00 0.72 0.00 0.00 XS1843459600 Bonos|WPC EUROBOND BV|2,250|2026-04-09 EUR 0.00 0.00 996076.00 0.82 XS2443485565 Bonos|SWEDBANK|1,300|2027-02-17 EUR 1482236.00 1.43 0.00 0.00 XS2744121869 Bonos|TOYOTA MOTOR|3,125|2027-01-11 EUR 1505058.00 1.46 0.00 0.00 XS2344385815 Bonos|RYANAIR HOLDINGS|0,875|2026-05-25 EUR 0.00 0.00 983584.00 0.80 XS1944390597 Bonos|VOLKSWAGEN|2,500|2026-07-31 EUR 1800066.00 1.74 0.00 0.00 XS2346206902 Bonos|AMERICAN TOWER CORP|0,450|2027-01-15 EUR 978835.00 0.95 0.00 0.00 XS2247718435 Bonos|BLACKSTONE PP|1,250|2027-04-26 EUR 393383.00 0.38 0.00 0.00 XS2351032227 Bonos|WORLEY US|0,875|2026-06-09 EUR 0.00 0.00 1671276.00 1.37 XS1951313763 Bonos|IMPERIAL TOBACCO FIN|2,125|2027-02-12 EUR 1368203.00 1.32 0.00 0.00 XS2451372499 Bonos|AYVENS SA|1,250|2026-03-02 EUR 0.00 0.00 983756.00 0.80 XS2656537664 Bonos|LEASYS SPA|4,500|2026-07-26 EUR 1729207.00 1.67 1728908.00 1.41 XS2757986224 Bonos|ATHENE GLOBAL FUNDIN|0,756|2027-02-23 EUR 1303199.00 1.26 0.00 0.00 XS2465984107 Bonos|MIZUHO FINANCIAL GRO|1,631|2027-04-08 EUR 495239.00 0.48 0.00 0.00 XS1570260460 Bonos|SMITHS GROUP PLC|2,000|2027-02-23 EUR 1488050.00 1.44 0.00 0.00 XS2678111050 Bonos|SARTORIUS FINANCE BV|4,250|2026-09-14 EUR 0.00 0.00 1724949.00 1.41 XS3078649756 Bonos|TOYOTA MOTOR|0,625|2027-05-27 EUR 1202143.00 1.16 0.00 0.00 XS2880093765 Bonos|VOLKSWAGEN INTL FIN|1,024|2026-08-14 EUR 2496979.00 2.42 2503391.00 2.05 XS2780858994 Bonos|NATIONAL BANK OF CAN|1,098|2026-03-06 EUR 0.00 0.00 998753.00 0.82 XS1981823542 Bonos|GLENCORE FINANCE EUR|1,500|2026-10-15 EUR 1684522.00 1.63 692709.00 0.57 XS2982340254 Bonos|CENTRAL BANK OF SAVI|0,856|2027-01-22 EUR 501430.00 0.49 0.00 0.00 XS1883355197 Bonos|ABBOTT IRELAND FINAN|1,500|2026-09-27 EUR 1606508.00 1.55 0.00 0.00 XS2385397901 Bonos|COMCAST 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 false false false false false false true false false false La CNMV ha resuelto: Inscribir el cambio en el grupo de la sociedad gestora: Grupo actual: ATL 12 CAPITAL PATRIMONIO, S.L. Nuevo grupo: ABANTE ASESORES. false false false true true false true false Anexo: Una entidad del grupo de la gestora, Atl 12 Capital Inversiones AV SA, es oficina virtual de Bankinter, percibiendo por este motivo ingresos que tie- nen como origen comisiones o gastos satisfechos por el fondo. El fondo ha efectuado Repos a través de su Depositario por 1.365.694 miles de Euros. El fondo tiene en su cartera un Bono emitido por su Depositario Bankinter por 1.459 miles de Euros. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO 1S 2026 A) Visión de la Gestora sobre la situación de los mercados Semestre positivo para la renta variable, aunque con episodios de volatilidad relevantes ligados a la geopolítica, la inflación y la evolución de los tipos de interés. El balance final ha sido favorable para la mayoría de los principales mercados, apoyado en una economía global que ha seguido mostrando resistencia, en unos beneficios empresariales mejores de lo esperado y en la continuidad del fuerte ciclo inversor asociado a la inteligencia artificial. La tensión en Oriente Próximo, especialmente por la escalada entre Estados Unidos e Irán, provocó correcciones puntuales y un repunte del crudo, pero la posterior distensión permitió recuperar la confianza de los inversores en la parte final del semestre. Dentro de las subidas destaca de nuevo el mercado español, que prolongó el excelente comportamiento de 2025. El Ibex 35 cerró el primer semestre de 2026 con una revalorización cercana al 12,5%, situándose en torno a los 19.500 puntos y muy próximo a sus máximos históricos. El buen comportamiento de la banca, beneficiada por unos tipos de interés todavía elevados, y la recuperación de valores industriales, energéticos y ligados a materias primas fueron claves en el avance. En Europa también vimos un tono positivo, con Italia y España entre los mercados más destacados, mientras que Wall Street recuperó máximos apoyado en los grandes valores tecnológicos, semiconductores, centros de datos e infraestructuras vinculadas a la IA. Japón y los mercados emergentes mantuvieron igualmente el interés de los inversores, aunque con una mayor dispersión por sectores y países. En divisas, el dólar volvió a ser uno de los focos del semestre. Tras la depreciación acumulada en 2025, la moneda estadounidense se movió condicionada por las expectativas sobre la Reserva Federal, la evolución de la inflación y el diferencial de crecimiento frente a Europa. El euro se mantuvo relativamente sólido, apoyado por la mejora gradual de las expectativas en la zona euro y por un Banco Central Europeo más prudente en el proceso de relajación monetaria. El yen siguió mostrando debilidad estructural, afectado por la diferencia de tipos con otras economías desarrolladas y por la cautela del Banco de Japón a la hora de normalizar su política monetaria. En cuanto a la renta fija, el semestre estuvo marcado por un mercado más exigente y sensible a los datos de inflación y empleo. En Estados Unidos, la fortaleza del mercado laboral y la persistencia de la inflación redujeron las expectativas de recortes rápidos de tipos, lo que mantuvo cierta presión sobre las curvas. En Europa, el escenario fue algo más equilibrado, con un crecimiento todavía moderado y una inflación más contenida, aunque los bonos soberanos siguieron reaccionando con fuerza a cualquier cambio en las previsiones de política monetaria. En conjunto, la renta fija recuperó atractivo por los niveles de rentabilidad ofrecidos, pero continuó exigiendo una gestión prudente de duración y crédito. En materias primas, el petróleo fue uno de los principales termómetros del riesgo geopolítico. La tensión en Oriente Próximo impulsó al alza los precios durante parte del semestre, aunque la posterior reducción del riesgo de interrupciones en el suministro permitió cierta normalización. El oro mantuvo su papel de activo refugio y continuó beneficiándose de la incertidumbre geopolítica, de las dudas sobre la sostenibilidad fiscal en algunas economías desarrolladas y de la demanda de bancos centrales. También destacaron algunos metales industriales, favorecidos por las expectativas de inversión en infraestructuras, electrificación y centros de datos, aunque con una evolución desigual en función de la demanda china y del ciclo industrial global. B) Decisiones generales de inversión adoptadas. Decisiones de inversión adoptadas por la gestora en base a la situación de los mercados: En base a esta situación de los mercados hemos continuado comprando activos de deuda, letras del tesoro y deuda corporativa de corto plazo, todo ello a tipos claramente por encima del tipo oficial del dinero. ¿Cómo han influido los mercados en el comportamiento del fondo? La compra en los mercados de papel privado y soberanos de corto plazo a tipos positivos ha continuado de manera clara a lo largo de todo el periodo. Este factor también ha aumentado la volatilidad del fondo. C) Índice de Referencia. El índice de referencia es meramente informativo sin que en ningún caso condicione la libertad del gestor en la selección de activos D) EVOLUCIÓN DEL PATRIMONIO, PARTÍCIPES Y RENTABILIDAD A lo largo del periodo, el patrimonio del fondo se ha reducido en un 14.54% en la clase A y ha caído un 25.42% en la clase L hasta situarse en los 95.82 millones de Euros la clase A y 7.5 millones la clase L. El número de partícipes se ha reducido en 130 en la clase A y se ha reducido también en 8 en la clase L, acabando el periodo en 771 y 23 respectivamente. La rentabilidad del fondo en el periodo ha sido del 0.99% en la clase A y del 1.08% en la clase L, siendo la rentabilidad de las Letras del Tesoro en el mismo periodo del 0.33%. La rentabilidad del índice de referencia ha sido del 1.03%. La rentabilidad del fondo está ligeramente por debajo de la de su índice de referencia por la aportación negativa de las comisiones. Principales activos que han contribuido a explicar la rentabilidad de la IIC en el periodo: Los principales activos que han contribuido a una mayor rentabilidad han sido las letras del tesoro, pagarés y bonos corporativos de corto plazo. Los principales activos que han contribuido a una menor rentabilidad han sido las posiciones que mantenemos en cuenta corriente, que devengan un menor tipo de interés. GASTOS Los gastos soportados por el fondo, tanto directos como indirectos, en el periodo han sido de un 0,19% en la clase A y de un 0,1% en la clase L, de su patrimonio respectivo. La liquidez ha tenido un beneficio del 1.94% COMISIÓN DE ÉXITO NA E) Rendimiento del fondo en comparación con el resto de los fondos de la gestora. En comparación con el resto de los fondos gestionados por la Gestora, la rentabilidad del fondo se sitúa en la parte baja, al ser nula su exposición a activos de renta variable. 2. INVERSIONES Y DESINVERSIONES EN EL PERIODO A) Inversiones concretas realizadas durante el periodo Las principales inversiones realizadas en el periodo han sido compras de pagarés y bonos a corto plazo de empresas multinacionales, incluidas españolas. Destacan empresas como Arcelor, Repsol, Toyota, VW, Accione, entre otras muchas. El resultado ha sido positivo para el fondo, habiendo conseguido rentabilidades neutras en los activos o mejorando al menos las condiciones de los repos o cuenta corriente. También se han comprado puntalmente letras del tesoro. Las principales desinversiones realizadas en el periodo han sido amortizaciones de pagarés, y bonos en cartera. También se vendieron de manera oportunista una posición en letras del tesoro. El efecto ha sido globalmente neutro para el fondo. B) INFORMACIÓN SOBRE OPERATIVA DE PRÉSTAMO DE VALORES. NA C) Operativa en derivados y adquisición temporal de activos. El objetivo perseguido con la operativa en derivados es de inversión y cobertura. Durante el período no se han realizado operaciones. D) Otras informaciones sobre inversiones. INVERSIONES DEL ART. 48.1.j DEL RIIC (INVERSIÓN LIBRE) NA INVERSIONES EN CIRCUNSTANCIAS EXCEPCIONALES NA INVERSIÓN EN PRODUCTOS ESTRUCTURADOS NA INVERSIÓN EN IICS NA INVERSIONES DE BAJA CALIDAD CREDITICIA El fondo no ha superado su límite de inversión en emisiones de renta fija de baja calidad crediticia. CARTERA DE RENTA FIJA A la fecha de referencia 30/06/2026 el fondo mantiene una cartera de activos de renta fija con una vida media de 0,48 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 2.66%. 3. Evolución del objetivo concreto de volatilidad. NA 4. RIESGO ASUMIDO POR EL FONDO El riesgo asumido por el fondo, medido en términos de su volatilidad, ha sido de 0.26% para ambos compartimentos La volatilidad del IBEX 35 en el mismo periodo ha sido de 19.1% y la de las Letras del Tesoro del 0.79%, La diferencia se debe a la menor exposición a renta variable. La volatilidad del índice de referencia ha sido del 0.08%, similar a la del fondo. 5. EJERCICIO DE DERECHOS POLÍTICOS En relación al ejercicio de derechos políticos, como regla general se delegará el derecho de asistencia y voto en las Juntas Generales en el Presidente u otro miembro del Consejo, sin indicación del sentido del voto. No obstante, cuando la Gestora lo considere oportuno para la mejor defensa de los derechos de los partícipes, asistirá a las Juntas Generales y ejercerá el voto en beneficio exclusivo de dichos partícipes. En todo caso asistirá siempre que se haya establecido una prima de asistencia o cualquier otro beneficio ligado a la misma. 6. ADVERTENCIAS A INSTANCIA DE CNMV NA 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS NA 8. Costes derivados del servicio de análisis NA 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS) NA 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO Perspectivas de mercado según la Gestora. Evolución previsible de su índice de referencia: La segunda mitad de 2026 se presenta constructiva, aunque probablemente más selectiva. El crecimiento global sigue siendo razonable y los beneficios empresariales continúan dando soporte a la renta variable, especialmente en los sectores vinculados a tecnología, IA, semiconductores, infraestructuras digitales, banca e industria. En Europa, la mejora de las expectativas de actividad y unos niveles de valoración todavía más moderados que en Estados Unidos pueden seguir atrayendo flujos, mientras que España mantiene el apoyo de una economía que crece por encima de la media europea y de un mercado con elevada rentabilidad por dividendo. Los riesgos siguen concentrados en la geopolítica, la inflación y las valoraciones. La evolución del conflicto en Oriente Próximo, la guerra en Ucrania, la relación entre Estados Unidos y China y las elecciones legislativas estadounidenses de mitad de mandato pueden generar episodios de volatilidad. Además, si la inflación se mantiene por encima de lo previsto, los bancos centrales podrían retrasar los recortes de tipos o incluso adoptar un tono más restrictivo. Por último, las valoraciones exigentes en algunos segmentos de la bolsa estadounidense, especialmente en compañías muy ligadas a la IA, obligan a ser selectivos y a diversificar por regiones, sectores y estilos de inversión. Comportamiento previsible del fondo. ¿Cómo le afectará la evolución de los mercados?: En base a estas perspectivas, en el fondo podemos esperar una influencia positiva para los próximos meses, ya que el escenario de tipos positivos nos permite invertir en todos los activos objetivo con rentabilidad positiva. METODOLOGÍA DEL COMPROMISO En el supuesto de realizar operaciones a plazo según la norma, pero a contado en el mercado donde se realizan, así como derivados que no generen exposición adicional, la gestora operará a través de entidades consolidadas a los efectos de minimizar el riesgo de contrapartida. NO APLICABLE N/A 0 0 0.00 100200425 1463 0.87 0 0 0.00 103767584 1043 3.24 0 0 0.00 164050307 1534 5.32 0 0 0.00 133671469 1427 10.56 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 78066114 505 8.86 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 110438007 843 1.00 0 0 0.00 0 0 0.00 690193906 6815 5.09