NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2026-01-01 2026-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-07-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2026-01-01 2026-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-01-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2026-04-01 2026-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2026-01-01 2026-03-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-10-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-07-01 2025-09-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-01-01 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2023-01-01 2023-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2021-01-01 2021-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2023-01-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2021-01-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2026-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2023-12-31 iso4217:EUR xbrli:pure NAO RENTA VARIABLE EUROPA,F.I. 5313 02 02 2026 EUR Baa1 false PLAZA DEL AYUNTAMIENTO, 27 7º PLANTA 46002 VALENCIA EM eva.prats@nao-sam.com www.nao-sam.com 05 Plaza del Ayuntamiento, 27 7º Planta 46002 Valencia EM eva.prats@nao-sam.com 2018-11-08 08 09 6, en una escala del 1 al 7 Política de inversión: Renta Variable Internacional El fondo aplicará la metodología del compromiso para la medición de la exposición a los riesgos de mercado, asociada a la operativa con instrumentos financieros derivados. 01 0.77 0.40 0.77 0.75 1.47 2.55 1.47 2.53 1 NAO RV EUROPA CLASE D EUR 113249.01 123715.70 37 40 0.00 0.00 false 1.000,00 Euros 2649685 2653203 2418872 2985377 23.3970 21.4460 19.0705 17.3175 0.35 0.35 0.35 0.35 01 0.03 0.03 01 9.10 12.76 -3.25 3.43 2.29 12.46 10.12 15.54 17.78 11.10 15.23 -3.58 5.05 4.51 21.20 11.01 22.23 23.34 0.96 0.97 0.94 0.90 0.94 0.95 0.94 0.16 0.87 -1.45 -2.83 -3.99 2026-05-04 2026-03-03 2025-04-04 3.82 3.82 2.53 2026-04-08 2026-04-08 2025-04-10 01 13.95 14.74 12.94 9.35 10.57 12.96 9.63 10.79 11.25 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.12 16.34 0.66 0.74 0.56 0.19 0.22 0.33 0.63 1.05 0.27 EUROSTOXX50 NET RETURN EUR 18.61 19.40 17.63 11.58 13.04 16.45 13.20 13.89 14.76 7.31 7.31 7.24 6.52 7.66 6.52 9.08 9.21 9.37 0.42 0.21 0.21 0.21 0.21 0.83 0.84 0.88 0.82 false GraficaVL.png png 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 GraficaRT.png png 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 false 2 NAO RV EUROPA CLASE F EUR 500000.00 500000.00 2 2 0.00 0.00 false 5.000.000,00 Euros 12006172 10985926 9734931 8811036 24.0123 21.9719 19.4699 17.6221 0.17 0.17 0.17 0.17 01 0.03 0.03 01 9.29 12.86 -3.16 3.52 2.38 12.85 10.49 15.95 18.19 11.10 15.23 -3.58 5.05 4.51 21.20 11.01 22.23 23.34 0.96 0.97 0.94 0.90 0.94 0.95 0.94 0.16 0.87 -1.45 -2.83 -3.99 2026-05-04 2026-03-03 2025-04-04 3.82 3.82 2.53 2026-04-08 2026-04-08 2025-04-10 01 13.95 14.74 12.94 9.35 10.57 12.96 9.63 10.78 11.25 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.12 16.34 0.66 0.74 0.56 0.19 0.22 0.33 0.63 1.05 0.27 EUROSTOXX50 NET RETURN EUR 18.61 19.40 17.63 11.58 13.04 16.45 13.20 13.89 14.76 7.28 7.28 7.21 6.50 7.63 6.50 9.06 9.18 9.34 0.24 0.12 0.12 0.12 0.12 0.48 0.49 0.50 0.47 false GraficaVL.png png 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 GraficaRT.png png 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 false 3 NAO RV EUROPA CLASE M EUR 526473.19 482856.51 215 192 0.00 0.00 false 1,000000 Part. 10947905 9240208 6248846 5327088 20.7948 19.1366 17.1536 15.7050 0.74 0.74 0.74 0.74 01 0.03 0.03 01 8.67 12.53 -3.44 3.22 2.09 11.56 9.22 14.63 16.84 11.10 15.23 -3.58 5.05 4.51 21.20 11.01 22.23 23.34 0.96 0.97 0.94 0.90 0.94 0.94 0.94 0.16 0.87 -1.45 -2.83 -4.00 2026-05-04 2026-03-03 2025-04-04 3.81 3.81 2.53 2026-04-08 2026-04-08 2025-04-10 01 13.94 14.73 12.93 9.35 10.57 12.95 9.63 10.77 11.25 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.12 16.34 0.66 0.74 0.56 0.19 0.22 0.33 0.63 1.05 0.27 EUROSTOXX50 NET RETURN EUR 18.61 19.40 17.63 11.58 13.04 16.45 13.20 13.89 14.76 7.37 7.37 7.30 6.59 7.73 6.59 9.15 9.48 9.88 0.81 0.41 0.40 0.41 0.41 1.63 1.64 1.52 1.62 false GraficaVL.png png 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 GraficaRT.png png 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 false 4 NAO RV EUROPA CLASE I EUR 0.00 0.00 0 0 0.00 0.00 false 2.000.000,00 Euros 0 0 0 0 0.0000 0.0000 0.0000 0.0000 0.00 0.00 0.00 0.00 01 0.00 0.00 01 11.10 15.23 -3.58 5.05 4.51 21.20 11.01 01 EUROSTOXX50 NET RETURN EUR false GraficaVL.png png 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 GraficaRT.png png 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 false 22897383 20635089 933898 870429 21963485 19764660 0 0 0 0 2617390 2128364 88989 115885 25603762 22879338 22879337.62 21984635.32 22879337.62 2.67 -1.59 2.67 -276.93 0 0 0 0 8.82 5.59 8.82 627.91 9.55 6.17 9.55 150.76 0.07 0.11 0.07 -29.12 1.73 0.56 1.73 227.87 0 0 0 0 7.75 5.50 7.75 49.22 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -97.21 -0.73 -0.58 -0.73 477.15 -0.43 -0.44 -0.43 4.05 -0.03 -0.04 -0.03 4 -0.03 -0.02 -0.03 32.05 -0.01 0 -0.01 240 -0.23 -0.08 -0.23 197.05 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 25603762.15 22879337.62 25603762.15 ES0148396007 Acciones|INDITEX EUR 933898.00 3.65 613824.00 2.68 ES0183746314 Acciones|VIDRALA SA EUR 0.00 0.00 256605.00 1.12 933898.00 3.65 870429.00 3.80 933898.00 3.65 870429.00 3.80 933898.00 3.65 870429.00 3.80 US0378331005 Acciones|APPLE INC USD 675140.00 2.64 0.00 0.00 NL0011794037 Acciones|KONINKLIJKE AHOLD NV EUR 880747.00 3.44 693041.00 3.03 DE0008404005 Acciones|ALLIANZ A.G. EUR 985558.00 3.85 829422.00 3.63 AT0000730007 Acciones|ANDRITZ AG EUR 306785.00 1.20 244572.00 1.07 NL0010273215 Acciones|ASM LITHOGRAPHY HOLDING NV EUR 1814356.00 7.09 697500.00 3.05 SE0007100581 Acciones|ASSA ABLOY AB-B SEK 259500.00 1.01 706708.00 3.09 GB0009895292 Acciones|ASTRAZENECA GBP 374854.00 1.46 231407.00 1.01 CH0210483332 Acciones|CIE FINANCIERE RICHEMONT CHF 538610.00 2.10 230213.00 1.01 FR0000120628 Acciones|AXA UAP EUR 407673.00 1.59 354427.00 1.55 DE0005810055 Acciones|DEUTSCHE BOERSE EUR 499092.00 1.95 522340.00 2.28 FR0000125486 Acciones|VINCI SA EUR 645134.00 2.52 565916.00 2.47 DE0005557508 Acciones|DEUTSCHE TELEKOM EUR 0.00 0.00 458796.00 2.01 IT0000062072 Acciones|GENERALLI ASSIC EUR 725520.00 2.83 468254.00 2.05 CH0010645932 Acciones|GIVAUDAN REG CHF 0.00 0.00 375006.00 1.64 US02079K3059 Acciones|GOOGLE INC-CL A USD 613242.00 2.40 670731.00 2.93 NL0011821202 Acciones|ING GROEP NV EUR 1277137.00 4.99 821766.00 3.59 IT0000072618 Acciones|BANCA INTESA EUR 1047819.00 4.09 1441450.00 6.30 NL0000009082 Acciones|KONINKLIJKE KPN NV EUR 782616.00 3.06 236540.00 1.03 IE000S9YS762 Acciones|LINDE AG EUR 705539.00 2.76 0.00 0.00 IE000S9YS762 Acciones|LINDE AG USD 0.00 0.00 549246.00 2.40 FR0010307819 Acciones|LEGRAND SA EUR 703495.00 2.75 480751.00 2.10 FR0000121014 Acciones|LVMH MOET HENNESSY EUR 0.00 0.00 442470.00 1.93 NL0015002MS2 Acciones|MAGNUM ICE CREAM CO NV/THE EUR 0.00 0.00 34285.00 0.15 FR001400AJ45 Acciones|MICHELIN EUR 0.00 0.00 290517.00 1.27 US5949181045 Acciones|MICROSOFT USD 574455.00 2.24 677316.00 2.96 FI4000297767 Acciones|NORDEA BANK ABP EUR 1306171.00 5.10 0.00 0.00 CH0012005267 Acciones|NOVARTIS A.G. - R- CHF 795380.00 3.11 971829.00 4.25 FR0000120321 Acciones|L'OREAL EUR 523299.00 2.04 350470.00 1.53 GB0007099541 Acciones|PRUDENTIAL CORPORATION PLC GBP 289334.00 1.13 305073.00 1.33 IT0004176001 Acciones|PRYSMIAN SPA EUR 810578.00 3.17 407454.00 1.78 FR0000130577 Acciones|PUBLICIS GROUPE EUR 0.00 0.00 295814.00 1.29 FR0000052292 Acciones|HERMES INTERNATIONAL EUR 389912.00 1.52 481694.00 2.11 CH0012032048 Acciones|ROCHE HOLDING AG-GENUSSS CHF 0.00 0.00 737675.00 3.22 CH1499059983 Acciones|ROCHE HOLDING AG-GENUSSS CHF 363074.00 1.42 0.00 0.00 FR0000073272 Acciones|SAFRAN EUR 760725.00 2.97 441639.00 1.93 DE0007164600 Acciones|SAP AG-VORZUG EUR 0.00 0.00 626508.00 2.74 CH1243598427 Acciones|SANDOZ GROUP AG CHF 601019.00 2.35 280256.00 1.22 FR0000125007 Acciones|SAINT GOBAIN EUR 464194.00 1.81 833946.00 3.64 FR0000121972 Acciones|SCHNEIDER ELECTRIC SA EUR 903862.00 3.53 613559.00 2.68 US8740391003 Acciones|TAIWAN SEMICONDUCTORS USD 938666.00 3.67 525211.00 2.30 GB00BVZK7T90 Acciones|UNILEVER N.V. EUR 0.00 0.00 623506.00 2.73 NL0000395903 Acciones|WOLTERS KLUWER-CVA EUR 0.00 0.00 247352.00 1.08 21963486.00 85.78 19764660.00 86.39 21963486.00 85.78 19764660.00 86.39 21963486.00 85.78 19764660.00 86.39 22897384.00 89.43 20635089.00 90.19 0.00 Distribucion1.png png 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 false false false false false false false false false false No aplicable. true false false true false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 6.003.086,00 euros que supone el 23,45% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 6.003.086,00 euros que supone el 23,45% sobre el patrimonio de la IIC. Anexo: a) Al inicio del fondo, se disponía de dos partícipes que habían dotado al mismo de un capital semilla por importe de 2.500.000 MM de euros cada uno, correspondientes a 250.000 participaciones respectivamente. d) Durante el periodo se han efectuado operaciones de compra de divisa con el depositario por importe de 2.271.572,41 euros, 8,87%. Durante el periodo se han efectuado operaciones de venta de divisa con el depositario por importe de 3.191.271,36 euros, 12,46%. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. El primer semestre de 2026 pasó de un inicio constructivo a un episodio de estrés energético y, después, a una recuperación muy selectiva. Enero y febrero estuvieron marcados por bolsas europeas al alza, inflación próxima al objetivo y bancos centrales en pausa, aunque el mercado empezó a exigir más caja y menos promesas, especialmente en las compañías ligadas a inteligencia artificial. En marzo, la guerra de Estados Unidos e Israel con Irán y el cierre parcial del estrecho de Ormuz dispararon el Brent hasta el entorno de 118 dólares por barril y el gas europeo por encima de 50 EUR/MWh. El STOXX 600 cayó un 8% y el mercado sustituyó rápidamente las expectativas de recortes de tipos por el riesgo de inflación más persistente.Abril y mayo recuperaron buena parte del terreno perdido, pero no por una normalización macroeconómica. El rebote se apoyó en resultados empresariales, semiconductores e infraestructura de inteligencia artificial, mientras Europa siguió mostrando un crecimiento débil y China no aportó la demanda que necesitan varios sectores cíclicos. En junio, el acuerdo entre Estados Unidos e Irán, la reapertura gradual de Ormuz y el aumento de la producción del Golfo devolvieron el Brent a la zona de 73 dólares. El Euro Stoxx 50 avanzó un 4,7% en el mes y el STOXX 600 un 2,7%, aunque la inflación de servicios siguió incómoda y el BCE elevó el tipo de depósito al 2,25%.En este entorno, NAO Renta Variable Europa FI, Clase D, obtuvo una rentabilidad acumulada en el semestre del +9,10%, frente al +11,10% del EURO STOXX 50 Net Return EUR. La diferencia de -2,01 puntos porcentuales debe leerse junto con un nivel de riesgo sensiblemente inferior: la volatilidad anualizada en el año fue del 12,01%, frente al 15,67% del índice. La exposición a renta variable se movió aproximadamente entre el 87% y el 91% y cerró junio cerca del 89,7%. La menor participación estructural en energía, defensa y otros segmentos de mayor beta limitó parte de la captura de los rebotes, pero la selección de negocios de calidad y la liquidez disponible ayudaron a amortiguar el shock de marzo.a) Visión de la gestora/sociedad sobre la situación de los mercados. Entramos en el segundo semestre con un mercado que ha dejado atrás el peor escenario energético, pero no sus causas. La distensión en Ormuz ha reducido la prima geopolítica del petróleo y ha permitido recuperar valoraciones, mientras el crédito sigue abierto y los diferenciales permanecen contenidos. Sin embargo, la inflación continúa por encima de lo deseable, los bancos centrales no ofrecen un viento monetario favorable y el crecimiento europeo sigue siendo frágil. La aparente calma del crédito también exige cautela, porque los diferenciales históricamente bajos dejan poco colchón ante una nueva tensión energética o revisiones a la baja de beneficios.El principal catalizador de los próximos meses será la publicación de resultados del segundo trimestre. El mercado está premiando la infraestructura real de inteligencia artificial, los semiconductores, la capacidad eléctrica y los modelos capaces de convertir inversión en ingresos y caja; al mismo tiempo, penaliza software y servicios cuyas barreras de entrada puedan erosionarse. En Europa, la evolución de China seguirá siendo determinante para lujo, automoción, materiales e industriales. Nuestra postura continúa siendo constructiva pero selectiva: balances sólidos, márgenes defendibles, generación de caja, disciplina de capital y capacidad de fijación de precios por encima de cualquier relato temático.b) Decisiones generales de inversión adoptadas. Durante el primer semestre mantuvimos una exposición neutral, con liquidez suficiente para actuar durante episodios de volatilidad. La cartera comenzó el año alrededor del 87%-90%, alcanzó puntualmente el 91%, bajó al 86% durante los rebalanceos de marzo y terminó junio cerca del 89%. Al cierre, el fondo contaba con 33 posiciones; las cinco primeras eran ASML, Nordea, ING, Intesa Sanpaolo y Allianz. Las mayores ponderaciones sectoriales se concentraban en Financiero, Industrial y Tecnología, y la deuda financiera neta media de las compañías se situaba en torno a 0,40 veces EBITDA.La rotación tuvo tres objetivos. Primero, reducir el riesgo de valoración y de disrupción percibida en servicios intensivos en conocimiento y software. Segundo, reforzar negocios con visibilidad de beneficios en banca, aeroespacial, consumo de calidad, telecomunicaciones y farmacia. Tercero, aprovechar el shock de marzo y la posterior distensión energética para aumentar posiciones con crecimiento estructural, sin incorporar petroleras, generadoras, defensa o fertilizantes cuya tesis dependía en exceso de un único desenlace geopolítico. En la parte final del semestre se incrementó especialmente Nordea y Safran, y se diversificó hacia Richemont y Apple.c) Índice de referencia. El índice de referencia que tomamos es el EURO STOXX 50 Net Return EUR, que se utiliza a efectos meramente informativos.d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Al inicio del primer semestre el patrimonio del fondo se situaba en 22.880.985,07EUR, tomando como referencia el dato de 1 de enero de 2026. El dato disponible al cierre, con fecha 30 de junio de 2026, ascendía a 25.602.582,15 EUR. En cuanto a las rentabilidades, NAO Renta Variable Europa FI, Clase D, obtuvo una rentabilidad acumulada durante el primer semestre de 2026 del +9,10%.Los gastos principales del fondo durante este año 2026 ascienden a 101.469,94 EUR en concepto de gastos de gestión y 14.888,85 EUR de depositaría. También existen gastos por retenciones no recuperables por un total de 32.847,17 EUR. Los gastos de auditoría devengados durante este primer semestre de 202 ascendieron a 8.219,42 EUR. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. No aplica.2. INFORMACION SOBRE LAS INVERSIONES. El fondo mantiene una exposición en renta variable superior al 75% según su categoría.a) Inversiones concretas realizadas durante el periodo. En enero y febrero se cerraron las posiciones en Publicis, Wolters Kluwer y Givaudan, se redujo SAP y se vendieron LVMH y Michelin. El capital se reasignó hacia ING, Safran, Inditex, Deutsche Telekom y KPN; se rebalanceó parcialmente Unilever hacia AstraZeneca y Sandoz; se recuperó la posición en Roche y se incorporó Apple.Durante el shock de marzo redujimos Unilever, Saint-Gobain y Roche, y reforzamos Schneider Electric, Prysmian, ASML y Safran en el bloque más cíclico, junto con Deutsche Telekom, KPN, Sandoz y Deutsche Börse en el bloque más defensivo. La decisión fue mantener la exposición próxima al 90%, utilizando la liquidez para comprar compañías castigadas con ventajas competitivas y balances sólidos, sin perseguir los sectores que más se habían beneficiado del conflicto.Entre abril y junio se redujeron Deutsche Telekom y Prysmian para aumentar Nordea y Ahold. Posteriormente se recortó Intesa Sanpaolo en favor de Nordea; se redujeron Assa Abloy y Saint-Gobain para reforzar Safran; se traspasó parte de Novartis a Richemont; y se bajó Deutsche Börse en dos tramos para seguir aumentando Safran. En la última semana de junio también se redujo Alphabet para incrementar Apple. En conjunto, los cambios buscaron diversificar las fuentes de crecimiento y mejorar la relación entre visibilidad de beneficios, valoración y riesgo.b) Operativa de préstamo de valores. No aplica. c) Operativa en derivados y adquisición temporal de activos. No aplica. d) Otra información sobre inversiones. No aplica. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por el fondo es el riesgo de mercado. La volatilidad anualizada durante el primer semestre fue del 12,01%, frente al 15,67% del índice de referencia. 5. EJERCICIO DERECHOS POLITICOS. No consta en la documentación analizada el ejercicio de derechos políticos durante el periodo. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica.7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplica. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. El fondo NAO Renta Variable Europa FI no paga gastos por este concepto. Son asumidos en su totalidad por la gestora. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica.10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En los próximos meses mantendremos una exposición neutral y adaptaremos la cartera a la evolución de los resultados empresariales, la inflación, los tipos de interés y la normalización energética. Seguiremos buscando compañías de calidad con generación de caja visible, balances sólidos y capacidad de reinversión, y conservaremos liquidez para aprovechar episodios de volatilidad sin depender de un único escenario macroeconómico o geopolítico. Las cuentas anuales cuentan con un Anexo de sostenibilidad al informe anual. 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 23687983 245 9.01 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 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 23687983 245 9.01