xbrli:pure iso4217:EUR ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2024-01-01 2024-06-30 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2023-07-01 2023-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2024-01-01 2024-06-30 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2023-01-01 2023-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2024-04-01 2024-06-30 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2024-01-01 2024-03-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2023-10-01 2023-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2023-07-01 2023-09-30 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2022-01-01 2022-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2021-01-01 2021-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2019-01-01 2019-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2021-01-01 2023-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2019-01-01 2023-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2024-06-30 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2023-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2022-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO 1.0.0 2021-12-31 ACC EUROSTOXX 50 ETF,FI COTIZ ARMONIZADO false 3596 02 02 2024 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbva.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900 108 598 EM bbvafondos@bbvaam.com 2006-10-31 01 5 en una escala del 1 al 7 Fondo cotizado de Gestión Pasiva cuyo objetivo de gestión consiste en replicar la evolución del índice bursátil Eurostoxx 50. La cartera del Fondo estará por lo tanto invertida en acciones que forman el Eurostoxx 50, en instrumentos derivados sobre el índice e incluso en otras IIC referenciadas a dicho índice. No existe exposición a riesgo divisa. El Fondo ha realizado operaciones en instrumentos financieros derivados con la finalidad de inversión.La metodología aplicada para calcular la exposición total al riesgo de mercado es la metodología del compromiso.Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.04 0.07 0.04 0.20 3.54 3.78 3.54 3.29 EUR 2640000.00 2640000.00 3263 3271 0.17 1.04 true 1 participaciones 131959000 119662000 108574000 123417000 49.9844 45.3264 38.0962 43.3042 0.07 0.07 0.00 0.00 0.07 0.07 01 0.02 0.02 01 BOLSA DE MADRID 44.165 38.775 32.830 32.830 51.800 51.800 51.800 51.800 49.965 45.280 38.025 43.310 10.28 -1.80 12.29 8.49 -7.11 18.98 -12.03 24.30 28.72 10.35 -1.89 12.48 8.38 -7.13 19.08 -12.20 21.52 24.96 8.24 -3.73 12.42 8.31 -5.10 19.19 -11.74 20.35 25.40 0.87 0.86 0.81 0.25 4.79 2.56 3.01 0.56 0.57 -2.06 -2.06 -4.83 2024-06-13 2024-06-13 2022-03-04 1.66 2.22 6.69 2024-06-05 2024-01-24 2022-03-09 -1.95 -1.95 -4.96 2024-06-13 2024-06-13 2022-03-04 1.64 2.19 7.41 2024-06-05 2024-01-24 2022-03-09 01 11.79 13.19 10.03 11.33 13.93 13.93 23.06 15.25 14.23 11.60 12.96 9.88 12.41 13.79 14.28 23.68 15.31 12.85 B-C-FI-ETFEUROSTOX-0902 11.70 12.96 10.02 12.43 14.18 14.42 23.46 15.46 13.03 0.81 0.89 0.73 0.75 0.76 13.98 1.21 16.37 12.48 0.03 0.03 0.04 0.03 0.03 1.06 0.21 0.28 0.72 -1.09 -1.09 -0.55 -0.86 -1.31 -0.86 -0.83 -11.63 -7.62 0.10 0.05 0.05 0.05 0.05 0.21 0.21 0.24 0.21 902001_20240630_VL png 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 902001_20240630_RE png 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 false 129019000 117012000 11564000 8126000 117455000 108886000 0 0 0 0 1303000 1754000 1636000 895000 131959000 119662000 119662000 118745000 119662000 0.00 0.00 0.00 0.00 -0.34 -2.41 -0.34 83.91 9.85 3.21 9.85 247.31 10.22 3.36 10.22 245.25 0.04 0.03 0.04 30.24 2.63 0.57 2.63 427.62 0.00 0.00 0.00 0.00 7.42 2.77 7.42 204.15 0.00 0.00 0.00 0.00 0.13 -0.01 0.13 -1689.51 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 7.69 -0.37 -0.16 -0.37 180.84 -0.07 -0.08 -0.07 -11.90 -0.02 -0.03 -0.02 -11.90 0.00 0.00 0.00 44.17 0.00 0.00 0.00 -11.27 -0.28 -0.05 -0.28 -559.47 0.00 0.01 0.00 -97.73 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.01 0.00 -97.73 131959000 119662000 131959000 ES00000126D8 REPO|KINGDOM OF SPAIN|3,65|2024-07-01 EUR 2453000 1.86 0 0.0 2453000 1.86 0 0.0 2453000 1.86 0 0.0 ES0113211835 ACCIONES|BANCO BILBAO VIZCAYA EUR 2024000 1.53 1789000 1.5 ES0113900J37 ACCIONES|BANCO SANTANDER SA EUR 2541000 1.93 2230000 1.86 ES0144580Y14 ACCIONES|IBERDROLA SA EUR 2634000 2.0 2509000 2.1 ES0148396007 ACCIONES|INDUSTRIA DE DISENO EUR 1912000 1.45 1599000 1.34 9111000 6.91 8127000 6.8 9111000 6.91 8127000 6.8 11564000 8.77 8127000 6.8 BE0974293251 ACCIONES|ANHEUSER-BUSCH INBEV EUR 1923000 1.46 1905000 1.59 DE0005190003 ACCIONES|BAYERISCHE MOTOREN W EUR 976000 0.74 1095000 0.92 DE0005552004 ACCIONES|DEUTSCHE POST AG EUR 1343000 1.02 1509000 1.26 DE0005557508 ACCIONES|DEUTSCHE TELEKOM AG EUR 3018000 2.29 2749000 2.3 DE0005810055 ACCIONES|DEUTSCHE BOERSE AG EUR 1352000 1.02 1287000 1.08 DE0006231004 ACCIONES|INFINEON TECHNOLOGIE EUR 1660000 1.26 1800000 1.5 DE0007100000 ACCIONES|MERCEDES-BENZ GROUP EUR 1916000 1.45 1824000 1.52 DE0007164600 ACCIONES|SAP SE EUR 7177000 5.44 5198000 4.34 DE0007236101 ACCIONES|SIEMENS AG EUR 4841000 3.67 4647000 3.88 DE0007664039 ACCIONES|VOLKSWAGEN AG EUR 809000 0.61 839000 0.7 DE0008404005 ACCIONES|ALLIANZ SE EUR 3761000 2.85 3548000 2.97 DE0008430026 ACCIONES|MUENCHENER RUECKVERS EUR 2296000 1.74 1877000 1.57 DE000A1EWWW0 ACCIONES|ADIDAS AG EUR 1366000 1.04 1112000 0.93 DE000BASF111 ACCIONES|BASF SE EUR 1497000 1.13 1586000 1.33 DE000BAY0017 ACCIONES|BAYER AG EUR 960000 0.73 1204000 1.01 FI0009000681 ACCIONES|NOKIA OYJ EUR 698000 0.53 598000 0.5 FI4000297767 ACCIONES|NORDEA BANK ABP EUR 1445000 1.1 1452000 1.21 FR0000052292 ACCIONES|HERMES INTERNATIONAL EUR 2769000 2.1 2483000 2.08 FR0000073272 ACCIONES|SAFRAN SA EUR 2776000 2.1 2201000 1.84 FR0000120073 ACCIONES|AIR LIQUIDE SA EUR 3451000 2.62 3358000 2.81 FR0000120271 ACCIONES|TOTALENERGIES SE EUR 5517000 4.18 5415000 4.53 FR0000120321 ACCIONES|L'OREAL SA EUR 3679000 2.79 4004000 3.35 FR0000120578 ACCIONES|SANOFI SA EUR 3825000 2.9 3756000 3.14 FR0000120628 ACCIONES|AXA SA EUR 2170000 1.64 2050000 1.71 FR0000120644 ACCIONES|DANONE SA EUR 1359000 1.03 1372000 1.15 FR0000120693 ACCIONES|PERNOD RICARD SA EUR 940000 0.71 1171000 0.98 FR0000121014 ACCIONES|LVMH MOET HENNESSY L EUR 6771000 5.13 6898000 5.76 FR0000121485 ACCIONES|KERING SA EUR 905000 0.69 1033000 0.86 FR0000121667 ACCIONES|ESSILORLUXOTTICA SA EUR 2291000 1.74 2021000 1.69 FR0000121972 ACCIONES|SCHNEIDER ELECTRIC S EUR 4779000 3.62 3795000 3.17 FR0000125007 ACCIONES|CIE DE SAINT-GOBAIN EUR 1366000 1.04 1231000 1.03 FR0000125486 ACCIONES|VINCI SA EUR 2147000 1.63 2482000 2.07 FR0000131104 ACCIONES|BNP PARIBAS SA EUR 2357000 1.79 2473000 2.07 IT0000072618 ACCIONES|INTESA SANPAOLO SPA EUR 2076000 1.57 1555000 1.3 IT0003128367 ACCIONES|ENEL SPA EUR 1871000 1.42 1906000 1.59 IT0003132476 ACCIONES|ENI SPA EUR 1215000 0.92 1276000 1.07 IT0005239360 ACCIONES|UNICREDIT SPA EUR 2158000 1.64 1598000 1.34 NL0000235190 ACCIONES|AIRBUS SE EUR 2799000 2.12 2990000 2.5 NL0000395903 ACCIONES|WOLTERS KLUWER NV EUR 1429000 1.08 1166000 0.97 NL0010273215 ACCIONES|ASML HOLDING NV EUR 12726000 9.64 9997000 8.35 NL0011585146 ACCIONES|FERRARI NV EUR 1642000 1.24 1317000 1.1 NL0011794037 ACCIONES|KONINKLIJKE AHOLD DE EUR 966000 0.73 911000 0.76 NL0011821202 ACCIONES|ING GROEP NV EUR 1955000 1.48 1694000 1.42 NL0012969182 ACCIONES|ADYEN NV EUR 1152000 0.87 1207000 1.01 NL0013654783 ACCIONES|PROSUS NV EUR 1876000 1.42 1534000 1.28 NL00150001Q9 ACCIONES|STELLANTIS NV EUR 1448000 1.1 1763000 1.47 117453000 89.02 108887000 91.01 117453000 89.02 108887000 91.01 117453000 89.02 108887000 91.01 129017000 97.79 117014000 97.81 0 902_20240630_DC png 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 902_20240630_DI png 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 0 Índice de renta variable FUTURO|Euro Stoxx 50 Pr|10| 5413000 02 5413000 5413000 false false false false false false false false false true Con fecha 13/02/2024 se paga un importe bruto de 0,167650 euros por participación a quienes hubieran adquirido sus participaciones antes del 07/02/2024 y las mantuvieran a la fecha de corte, 09/02/2024. false false true false false false false true BBVA Asset Management SA SGIIC cuenta con un procedimiento simplificado de aprobación de otras operaciones vinculadas no incluidas en los apartados anteriores. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO.a) Visión de la gestora/sociedad sobre la situación de los mercados. Las bolsas han mantenido el buen tono a lo largo del semestre, apoyadas por el buen dinamismo de la economía estadounidense, el optimismo en torno a la inteligencia artificial y los fuertes resultados empresariales, lo cual ha pesado mucho más que el aumento en la expectativa de tipos de interés. En consecuencia, los índices mundiales han marcado nuevos máximos históricos, con el MSCI ACWI subiendo un 10,3% en dólares a cierre del 1S. Las subidas han vuelto a venir lideradas por los mercados desarrollados (MSCI Developed World, 10,8% en dólares) aunque concentradas principalmente en el sector tecnológico (los índices con mayor peso de este sector, el Nasdaq100, el NYSE FANG+ o el SOX, acumularon subidas del 17%, 30% y 31%, respectivamente, frente al +14,5% del S&P500). Asimismo, los índices europeos aumentaban en menor medida (Stoxx600, 6,8%), afectados por la noticia de elecciones legislativas anticipadas en Francia para junio-julio. La bolsa japonesa también cerraba el 1S con fuertes subidas en moneda local (Topix, 18,7%), aunque compensadas parcialmente por la depreciación del yen. En emergentes, destaca la subida de los países europeos, liderados por Turquía (BIST100, 42,5%) y seguida de Polonia (WIG20, 9,3%). Los índices asiáticos también arrojaron un buen rendimiento gracias a las bolsas de Taiwan (28,5%), Indonesia (10,5%) e India (9,4%), las cuales compensaron la rentabilidad plana de China. Por otro lado, las bolsas de Latinoamérica sufrieron caídas considerables, posiblemente motivadas por el resultado de las elecciones en México y las preocupaciones sobre la situación fiscal en Brasil (Mexbol, -8,6%; Bovespa, -7,7%), mientras que Argentina destacó positivamente con aumentos del 73% en moneda local.Las cifras de crecimiento de beneficios de 2024 se han revisado al alza en EE.UU. (0,4pp hasta el 10,6%), mientras que en Europa los analistas se han mostrado más pesimistas (-1,7pp hasta 4,8%). Para 2025, se espera que los beneficios crezcan en torno a 14,5% y 10,5%, respectivamente. Por el lado de las ventas, las estimaciones para 2024 se han mantenido estables en EE.UU. (4,8%), mientras que en Europa el consenso ha rebajado sus expectativas hasta el 2,3% (-1,1pp). La temporada de beneficios se ha saldado con un crecimiento de los beneficios y de las ventas del 8,0% y 4,2% en EE.UU., muy distinto al débil comportamiento europeo, que experimentó caídas del orden del 6% en ambas partidas.Por factores, durante el semestre, cabe destacar el notable comportamiento de momentum (18,75%), crecimiento (14,35%) y calidad (13,98%), mientras que alto dividendo (1,83%) y mínima volatilidad (1,42%) se situaron en la cola. Sectorialmente, es relevante mencionar las subidas en tecnología en EE.UU. (22,98%) y comunicaciones (20,27%), con el mercado inmobiliario como el gran perdedor (0,68%). En Europa, el sector tecnológico también se afianzó como líder en el semestre (13,01%), mientras que consumo básico y el sector inmobiliario registraron caídas de 4,59% y 3,48%, respectivamente.b) Decisiones generales de inversión adoptadas. La gestión de este fondo tiene como objetivo replicar fielmente el comportamiento del índice de referencia.Durante el periodo el fondo ha mantenido una cartera que ha replicado fielmente la evolución de su índice de referencia, procediéndose al ajuste en cartera (ajuste trimestral y ajustes extraordinarios -por amortización o inclusión de acciones en el índice, dividendos extraordinarios -) y en la exposición en los momentos en que se reciben dividendos. c) Índice de referencia.El objetivo de gestión consiste en replicar el índice EURO STOXX 50® (el índice), índice ponderado por capitalización, compuesto por las 50 mayores compañías por capitalización bursátil que operan dentro de la zona Euro, pudiendo para ello superar los límites generales de diversificación.d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IICEl patrimonio del fondo ha aumentado un 10,28% en el periodo y el número de partícipes ha disminuido un 0,24%. El impacto de los gastos soportados por el fondo ha sido de un 0,10%.La liquidez del fondo se ha remunerado a un tipo medio del 3,54%. El índice de rotación de la cartera ha sido del 0,04%. La rentabilidad del fondo en el periodo ha sido del 10,28%.e) Rendimiento del fondo en comparación con el resto de fondos de la gestora La rentabilidad del fondo en el periodo ha sido superior a la de la media de la gestora situada en el 4,12%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del 14,43% y la rentabilidad del índice de referencia ha sido de un 8,24% y la desviación del fondo con respecto a su índice de referencia ha sido de un 0,87.2. INFORMACION SOBRE LAS INVERSIONES.a) Inversiones concretas realizadas durante el periodo.Se han ido cubriendo los días previos al exdate todos los dividendos recibidos por los componentes del índice. En este último semestre se recibieron 56 dividendos. Adicionalmente se han aprovechado las oportunidades puntuales que han surgido de diversos eventos corporativos sobre determinadas acciones, como los dividendos opcionales de Iberdrola e Inditex.En cuanto a los ajustes ordinarios trimestrales ni en el del 15 de marzo, ni en el del 21 de junio hubo cambios en los componentes del índice y solo cambiaron algunos pesos.En este periodo del año los componentes que más positivamente han contribuido a la rentabilidad del índice han sido- por orden- Aml Holding Nv, SAP, Schneider Electric y UniCredi SpA, con +157, +77, +37, +29, puntos respectivamente. Por el lado negativo, 18 valores han tenido rentabilidades negativas, entre ellas: LŽOreal, Vinci Bayer, y BBVA con -12, -10, -10, -10, puntos respectivamente.b) Operativa de préstamo de valoresNo se han realizado operaciones de préstamo de valores durante el periodo.c) Operativa en derivados y adquisición temporal de activosEl fondo mantiene al cierre del periodo posiciones abiertas en derivados que implican obligaciones de Renta Variable por un importe de 5.413.000 €.A lo largo del periodo se han realizado operaciones de derivados con la finalidad de cobertura cuyo grado de cobertura ha sido de 0,99. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 2,76%.d) Otra información sobre inversiones.Se ha recibido un total de 195099,78 USD procedentes de las class action o demandas colectivas a las que se encontraba adherido el Fondo.La Sociedad Gestora tiene contratados los servicios de una entidad con dilatada experiencia en este tipo de procedimientos judiciales para facilitar el cobro de las indemnizaciones correspondientes; esta entidad cobrará exclusivamente una comisión de éxito por dicho servicio.Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles.3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.No aplica4. RIESGO ASUMIDO POR EL FONDOLa volatilidad del fondo ha sido del 11,60% , inferior a la del índice de referencia que ha sido de un 11,70%. El VaR histórico acumulado en el año alcanzó -1,09%5. EJERCICIO DERECHOS POLITICOS.No aplica6. INFORMACION Y ADVERTENCIAS CNMV.No aplica7. ENTIDADES BENEFICIARIAS DE LA IIC SOLIDARIA E IMPORTE CEDIDO A LAS MISMAS.No aplica8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.No aplica9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).No hay compartimentos de propósito especial10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.Cautela en la Fed ante las sorpresas en actividad e inflación, mientras que el BCE comienza el ciclo de bajadas.El primer semestre del año ha estado caracterizado por la resiliencia de la economía estadounidense, aumentando la probabilidad de un aterrizaje suave, pero también ha venido aparejado de una inflación más pegajosa de lo esperado, sobre todo en el sector servicios. En este contexto, la Fed ha ido endureciendo su discurso a lo largo del semestre, hasta pronosticar solo una bajada de 25pb para este año. En Europa, sin embargo, las presiones inflacionistas son menos elevadas, lo que ha permitido al BCE bajar los tipos de interés 25pb en el mes de junio. El PIB de EE.UU. del 1T se saldó con un crecimiento del 1,4% en tasa trimestral anualizada. De cara al 2T, la evolución de los indicadores de actividad real, así como las últimas lecturas de los indicadores PMI de junio, sugieren que la economía podría crecer a tasas del 2%, cerrando el año 2024 con un crecimiento cercano al 2,0%. La eurozona, por su parte, registró un crecimiento del 0,3% t/t en el 1T, lastrado principalmente por el comportamiento de Alemania. Para el conjunto del año contemplamos una recuperación de la demanda interna, en la medida que los nuevos acuerdos salariales y la disminución en la inflación permitan a los consumidores recuperar poder adquisitivo. Sin embargo, el crecimiento seguirá siendo débil, del orden del 0,8%. Por el lado de los precios, la inflación de mayo en EE.UU. fue del 3,3% y la subyacente del 3,4%, mientras que en la eurozona la general cerró el semestre en el 2,6% y la subyacente en el 2,9%. En China, los indicadores relativos a la demanda interna del mes de mayo muestran señales mixtas, con la producción industrial comportándose peor que las ventas minoristas. Además, el precio de la vivienda de obra nueva ha experimentado su mayor caída (-3,9% a/a) desde 2015. Para el conjunto de 2024, el PIB podría crecer en línea con el objetivo del gobierno (5,0%).Un semestre muy positivo para los activos de riesgo y las materias primasEl primer semestre del año ha estado caracterizado por la resiliencia de la economía estadounidense, aumentando la probabilidad de un aterrizaje suave, pero también ha venido aparejado de una inflación más pegajosa de lo esperado, sobre todo en el sector servicios. En este contexto, la Fed ha ido endureciendo su discurso a lo largo del semestre, hasta pronosticar solo una bajada de 25pb para este año. Así pues, el 1S termina con fuertes subidas de las bolsas desarrolladas, impulsadas por el buen desempeño del sector tecnológico, estrechamiento de los diferenciales de crédito (especialmente en el segmento especulativo) y repunte de la rentabilidad de la deuda pública de más calidad (peor comportamiento relativo en el semestre). En Europa, las primas de riesgo de la deuda periférica se han visto afectadas por la convocatoria de elecciones legislativas anticipadas en Francia, mientras que el euro se deprecia con fuerza frente al dólar un 3,0% hasta 1,0713, posiblemente influido por un aumento en el diferencial de tipos y la incertidumbre política. En cuanto a las materias primas, destaca la subida del precio del crudo (11,7% el Brent a 86,69$/b) y la subida del precio del oro (12,8%). No aplicable No Aplica