xbrli:pure iso4217:EUR BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2024-01-01 2024-06-30 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2023-07-01 2023-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2024-01-01 2024-06-30 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2023-01-01 2023-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2024-04-01 2024-06-30 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2024-01-01 2024-03-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2023-10-01 2023-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2023-07-01 2023-09-30 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2022-01-01 2022-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2021-01-01 2021-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2019-01-01 2019-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2021-01-01 2023-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2019-01-01 2023-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2024-06-30 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2023-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2022-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 1.0.0 2021-12-31 BINDEX IXESG GLOBAL LEADERS INDICE, FI 5510 02 02 2024 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900 108 598 EM bbvafondos@bbvaam.com 2021-03-12 01 21 4 en una escala del 1 al 7 El fondo podrá superar los límites generales de diversificación. Se podrá superar el límite del 20% de exposición a un solo emisor hasta el 35%, si la ponderación de dicho emisor en el índice supera el 20%. La rentabilidad del fondo y del índice puede no ser similar pues por el lado negativo el Fondo soporta comisiones y gastos adicionales. El Fondo promueve características ambientales, sociales y de buen gobierno de empresa (criterios ASG) mediante la réplica del índice Solactive BBVA ixESG Global Leaders EUR Index, un índice de renta variable global que busca representar las acciones de mercados desarrollados evaluando, clasificando y seleccionando dichas acciones de acuerdo a criterios de inversión socialmente responsable. 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 0.69 0.00 0.69 0.51 3.54 3.91 3.54 3.29 EUR 3448365.82 3457585.17 435 455 0.00 0.00 false 2000000 EUR 37868000 35358000 29806000 32320000 10.9814 10.2261 9.1256 10.5521 0.13 0.13 0.00 0.00 0.13 0.13 01 0.01 0.01 01 7.39 -1.29 8.79 6.04 -2.10 12.06 -13.52 0.70 0.79 0.60 0.90 0.88 1.13 1.50 -1.26 -1.34 2024-04-02 2024-01-03 1.21 1.45 2024-06-05 2024-02-22 01 8.80 8.25 9.19 11.97 10.27 11.95 18.03 0.81 0.89 0.73 0.75 0.76 13.98 1.21 0.03 0.03 0.04 0.03 0.03 1.06 0.21 BMK_C_4474 8.98 8.44 9.35 12.22 10.65 12.19 18.50 -0.77 -0.77 -0.68 -0.87 -0.98 -0.87 -1.00 0.15 0.07 0.08 0.08 0.08 0.30 0.32 0.06 4474001_20240630_VL png 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 4474001_20240630_RE png 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 false 37105000 34354000 1227000 685000 35878000 33669000 0 0 0 0 430000 759000 334000 245000 37868000 35358000 35358000 34602000 35358000 -0.26 -1.57 -0.26 81.86 0.00 0.00 0.00 0.00 7.06 3.78 7.06 102.01 7.33 4.05 7.33 96.03 0.04 0.06 0.04 -14.92 1.04 0.84 1.04 33.52 0.00 0.00 0.00 0.00 5.88 3.03 5.88 110.11 0.00 0.00 0.00 0.00 0.36 0.12 0.36 223.06 0.00 0.00 0.00 0.00 0.01 0.00 0.01 -1959.60 0.00 0.00 0.00 -92.60 -0.27 -0.27 -0.27 11.93 -0.13 -0.14 -0.13 -6.82 -0.01 -0.01 -0.01 -6.83 0.00 0.00 0.00 -5.50 0.00 0.00 0.00 -11.48 -0.13 -0.12 -0.13 -18.39 0.00 0.00 0.00 19.70 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 19.70 37868000 35358000 37868000 ES00000129B6 REPO|KINGDOM OF SPAIN|3,65|2024-07-01 EUR 424000 1.12 0 0.0 424000 1.12 0 0.0 424000 1.12 0 0.0 ES0105046009 ACCIONES|AENA SME SA EUR 400000 1.06 380000 1.07 ES0173093024 ACCIONES|REDEIA CORP SA EUR 403000 1.06 305000 0.86 803000 2.12 685000 1.93 803000 2.12 685000 1.93 1227000 3.24 685000 1.93 AU000000DXS1 SOCIMI|DEXUS AUD 301000 0.79 293000 0.83 AU000000GMG2 SOCIMI|GOODMAN GROUP AUD 475000 1.25 0 0.0 AU000000MGR9 SOCIMI|MIRVAC GROUP AUD 304000 0.8 289000 0.82 AU000000SCG8 SOCIMI|SCENTRE GROUP AUD 362000 0.96 322000 0.91 AU000000SGP0 SOCIMI|STOCKLAND AUD 330000 0.87 360000 1.02 AU000000TCL6 ACCIONES|TRANSURBAN GROUP AUD 349000 0.92 309000 0.87 AU000000VCX7 SOCIMI|VICINITY LTD AUD 324000 0.86 328000 0.93 AU0000013559 ACCIONES|ATLAS ARTERIA LTD AUD 0 0.0 269000 0.76 BE0003565737 ACCIONES|KBC GROUP NV EUR 390000 1.03 0 0.0 BE0003797140 ACCIONES|GROUPE BRUXELLES LAM EUR 340000 0.9 295000 0.83 CA12532H1047 ACCIONES|CGI INC CAD 312000 0.82 0 0.0 CA3759161035 ACCIONES|GILDAN ACTIVEWEAR IN CAD 397000 1.05 369000 1.04 CA4488112083 ACCIONES|HYDRO ONE LTD CAD 350000 0.92 372000 1.05 CA8849038085 ACCIONES|THOMSON REUTERS CORP CAD 381000 1.01 395000 1.12 CA9528451052 ACCIONES|WEST FRASER TIMBER C CAD 351000 0.93 324000 0.92 CA9628791027 ACCIONES|WHEATON PRECIOUS MET CAD 412000 1.09 368000 1.04 CH0102993182 ACCIONES|TE CONNECTIVITY LTD USD 374000 0.99 0 0.0 DE000A1ML7J1 ACCIONES|VONOVIA SE EUR 360000 0.95 354000 1.0 FI0009000681 ACCIONES|NOKIA OYJ EUR 0 0.0 232000 0.66 FR0000052292 ACCIONES|HERMES INTERNATIONAL EUR 349000 0.92 374000 1.06 FR0000121972 ACCIONES|SCHNEIDER ELECTRIC S EUR 407000 1.07 0 0.0 FR0000125338 ACCIONES|CAPGEMINI SE EUR 0 0.0 336000 0.95 FR0011981968 ACCIONES|WORLDLINE SA/FRANCE EUR 0 0.0 123000 0.35 US5926881054 ACCIONES|METTLER-TOLEDO INTER USD 425000 1.12 255000 0.72 US5949181045 ACCIONES|MICROSOFT CORP USD 380000 1.0 0 0.0 US6153691059 ACCIONES|MOODY'S CORP USD 0 0.0 410000 1.16 US6200763075 ACCIONES|MOTOROLA SOLUTIONS I USD 417000 1.1 0 0.0 US62944T1051 ACCIONES|NVR INC USD 361000 0.95 0 0.0 US64110D1046 ACCIONES|NETAPP INC USD 513000 1.35 0 0.0 US6541061031 ACCIONES|NIKE INC USD 258000 0.68 286000 0.81 US67066G1040 ACCIONES|NVIDIA CORP USD 612000 1.62 715000 2.02 US67103H1077 ACCIONES|O'REILLY AUTOMOTIVE USD 369000 0.97 374000 1.06 US68389X1054 ACCIONES|ORACLE CORP USD 433000 1.14 392000 1.11 US6974351057 ACCIONES|PALO ALTO NETWORKS I USD 322000 0.85 572000 1.62 US7134481081 ACCIONES|PEPSICO INC USD 0 0.0 317000 0.9 US7185461040 ACCIONES|PHILLIPS 66 USD 0 0.0 420000 1.19 US74340W1036 SOCIMI|PROLOGIS INC USD 0 0.0 336000 0.95 US7458671010 ACCIONES|PULTEGROUP INC USD 382000 1.01 0 0.0 US7475251036 ACCIONES|QUALCOMM INC USD 472000 1.25 0 0.0 US75886F1075 ACCIONES|REGENERON PHARMACEUT USD 394000 1.04 380000 1.07 US79466L3024 ACCIONES|SALESFORCE INC USD 316000 0.83 488000 1.38 US8064071025 ACCIONES|HENRY SCHEIN INC USD 311000 0.82 0 0.0 US8716071076 ACCIONES|SYNOPSYS INC USD 370000 0.98 456000 1.29 US8725401090 ACCIONES|TJX COS INC/THE USD 399000 1.05 0 0.0 US8740541094 ACCIONES|TAKE-TWO INTERACTIVE USD 359000 0.95 468000 1.32 US8962391004 ACCIONES|TRIMBLE INC USD 381000 1.01 299000 0.85 US91324P1021 ACCIONES|UNITEDHEALTH GROUP I USD 352000 0.93 349000 0.99 US9182041080 ACCIONES|VF CORP USD 0 0.0 233000 0.66 US91913Y1001 ACCIONES|VALERO ENERGY CORP USD 392000 1.04 0 0.0 US92338C1036 ACCIONES|VERALTO CORP USD 0 0.0 35000 0.1 US9314271084 ACCIONES|WALGREENS BOOTS ALLI USD 195000 0.51 0 0.0 US9418481035 ACCIONES|WATERS CORP USD 322000 0.85 315000 0.89 US9553061055 ACCIONES|WEST PHARMACEUTICAL USD 0 0.0 425000 1.2 US9581021055 ACCIONES|WESTERN DIGITAL CORP USD 477000 1.26 402000 1.14 US9633201069 ACCIONES|WHIRLPOOL CORP USD 0 0.0 278000 0.79 US9694571004 ACCIONES|WILLIAMS COS INC/THE USD 0 0.0 359000 1.02 US98138H1014 ACCIONES|WORKDAY INC USD 0 0.0 469000 1.33 US9892071054 ACCIONES|ZEBRA TECHNOLOGIES C USD 0 0.0 278000 0.79 GB0001367019 SOCIMI|BRITISH LAND CO PLC/ GBP 0 0.0 297000 0.84 GB0004052071 ACCIONES|HALMA PLC GBP 0 0.0 341000 0.96 GB0006776081 ACCIONES|PEARSON PLC GBP 372000 0.98 359000 1.02 GB0022569080 ACCIONES|AMDOCS LTD USD 315000 0.83 297000 0.84 GB0031743007 ACCIONES|BURBERRY GROUP PLC GBP 0 0.0 196000 0.55 GB0033195214 ACCIONES|KINGFISHER PLC GBP 0 0.0 295000 0.83 GB00B2B0DG97 ACCIONES|RELX PLC GBP 389000 1.03 435000 1.23 GB00B5ZN1N88 SOCIMI|SEGRO PLC GBP 385000 1.02 0 0.0 GB00BMJ6DW54 ACCIONES|INFORMA PLC GBP 383000 1.01 390000 1.1 GB00BYW0PQ60 SOCIMI|LAND SECURITIES GROU GBP 353000 0.93 0 0.0 IE0005711209 ACCIONES|ICON PLC USD 403000 1.06 0 0.0 IE000S9YS762 ACCIONES|LINDE PLC USD 374000 0.99 398000 1.13 IE00B4BNMY34 ACCIONES|ACCENTURE PLC USD 292000 0.77 396000 1.12 IE00BKVD2N49 ACCIONES|SEAGATE TECHNOLOGY H USD 413000 1.09 394000 1.11 IT0003242622 ACCIONES|TERNA - RETE ELETTRI EUR 351000 0.93 337000 0.95 IT0004965148 ACCIONES|MONCLER SPA EUR 340000 0.9 328000 0.93 JE00B783TY65 ACCIONES|APTIV PLC USD 307000 0.81 249000 0.7 JP3040880001 SOCIMI|ORIX JREIT INC JPY 0 0.0 273000 0.77 JP3047550003 SOCIMI|NIPPON PROLOGIS REIT JPY 315000 0.83 274000 0.77 JP3493800001 ACCIONES|DAI NIPPON PRINTING JPY 429000 1.13 392000 1.11 JP3629000005 ACCIONES|TOPPAN HOLDINGS INC JPY 373000 0.99 563000 1.59 KYG393871085 ACCIONES|GLOBALFOUNDRIES INC USD 323000 0.85 0 0.0 NL0010273215 ACCIONES|ASML HOLDING NV EUR 391000 1.03 0 0.0 SE0015810247 ACCIONES|KINNEVIK AB SEK 0 0.0 214000 0.61 SE0015811963 ACCIONES|INVESTOR AB SEK 414000 1.09 378000 1.07 US00724F1012 ACCIONES|ADOBE INC USD 317000 0.84 511000 1.45 US00751Y1064 ACCIONES|ADVANCE AUTO PARTS I USD 0 0.0 130000 0.37 US0079031078 ACCIONES|ADVANCED MICRO DEVIC USD 337000 0.89 0 0.0 US00846U1016 ACCIONES|AGILENT TECHNOLOGIES USD 348000 0.92 294000 0.83 US0091581068 ACCIONES|AIR PRODUCTS AND CHE USD 420000 1.11 308000 0.87 US00971T1016 ACCIONES|AKAMAI TECHNOLOGIES USD 251000 0.66 0 0.0 US03662Q1058 ACCIONES|ANSYS INC USD 0 0.0 431000 1.22 US0367521038 ACCIONES|ELEVANCE HEALTH INC USD 383000 1.01 313000 0.89 US0404131064 ACCIONES|ARISTA NETWORKS INC USD 444000 1.17 0 0.0 US0530151036 ACCIONES|AUTOMATIC DATA PROCE USD 342000 0.9 335000 0.95 US0533321024 ACCIONES|AUTOZONE INC USD 396000 1.05 333000 0.94 US0534841012 SOCIMI|AVALONBAY COMMUNITIE USD 424000 1.12 335000 0.95 US0584981064 ACCIONES|BALL CORP USD 363000 0.96 337000 0.95 US12504L1098 ACCIONES|CBRE GROUP INC USD 368000 0.97 342000 0.97 US12514G1085 ACCIONES|CDW CORP/DE USD 327000 0.86 360000 1.02 US1255231003 ACCIONES|CIGNA GROUP/THE USD 353000 0.93 331000 0.94 US1273871087 ACCIONES|CADENCE DESIGN SYSTE USD 353000 0.93 471000 1.33 US14149Y1082 ACCIONES|CARDINAL HEALTH INC USD 335000 0.88 420000 1.19 US1431301027 ACCIONES|CARMAX INC USD 351000 0.93 332000 0.94 US15135B1017 ACCIONES|CENTENE CORP USD 307000 0.81 0 0.0 US16411R2085 ACCIONES|CHENIERE ENERGY INC USD 0 0.0 373000 1.05 US17275R1023 ACCIONES|CISCO SYSTEMS INC/DE USD 339000 0.9 349000 0.99 US1890541097 ACCIONES|CLOROX CO/THE USD 319000 0.84 0 0.0 US2166485019 ACCIONES|COOPER COS INC/THE USD 332000 0.88 0 0.0 US22822V1017 SOCIMI|CROWN CASTLE INC USD 0 0.0 263000 0.74 US2358511028 ACCIONES|DANAHER CORP USD 368000 0.97 292000 0.83 US28176E1082 ACCIONES|EDWARDS LIFESCIENCES USD 0 0.0 318000 0.9 US2855121099 ACCIONES|ELECTRONIC ARTS INC USD 355000 0.94 395000 1.12 US30040W1080 ACCIONES|EVERSOURCE ENERGY USD 0 0.0 254000 0.72 US34965K1079 ACCIONES|FORTREA HOLDINGS INC USD 0 0.0 46000 0.13 US35137L1052 ACCIONES|FOX CORP USD 413000 1.09 0 0.0 US3703341046 ACCIONES|GENERAL MILLS INC USD 363000 0.96 0 0.0 US3724601055 ACCIONES|GENUINE PARTS CO USD 346000 0.91 264000 0.75 US40434L1052 ACCIONES|HP INC USD 441000 1.16 327000 0.92 US4180561072 ACCIONES|HASBRO INC USD 0 0.0 290000 0.82 US42250P1030 SOCIMI|HEALTHPEAK PROPERTIE USD 0 0.0 243000 0.69 US42824C1099 ACCIONES|HEWLETT PACKARD ENTE USD 489000 1.29 337000 0.95 US4370761029 ACCIONES|HOME DEPOT INC/THE USD 339000 0.9 354000 1.0 US45168D1046 ACCIONES|IDEXX LABORATORIES I USD 305000 0.81 0 0.0 US4523271090 ACCIONES|ILLUMINA INC USD 0 0.0 229000 0.65 US45687V1061 ACCIONES|INGERSOLL RAND INC USD 378000 1.0 0 0.0 US4592001014 ACCIONES|INTERNATIONAL BUSINE USD 332000 0.88 0 0.0 US46266C1053 ACCIONES|IQVIA HOLDINGS INC USD 0 0.0 324000 0.92 US49338L1035 ACCIONES|KEYSIGHT TECHNOLOGIE USD 303000 0.8 281000 0.79 US5018892084 ACCIONES|LKQ CORP USD 310000 0.82 275000 0.78 US50540R4092 ACCIONES|LABORATORY CORP OF A USD 0 0.0 301000 0.85 US5486611073 ACCIONES|LOWE'S COS INC USD 355000 0.94 344000 0.97 US56585A1025 ACCIONES|MARATHON PETROLEUM C USD 365000 0.96 396000 1.12 35873000 94.7 33667000 95.25 35873000 94.7 33667000 95.25 35873000 94.7 33667000 95.25 37100000 97.94 34352000 97.18 0 4474_20240630_DC png 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 0 Índice de renta variable FUTURO|MSCI World Net EUR|100| 1166000 02 1166000 1166000 false false false false false false false false false false No aplicable true false true false false false false true Al finalizar el periodo el partícipe 1 era propietario del 87,00% de las participaciones del fondo de forma directa con un volumen de inversión de 32.945.205,07 euros. 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 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 Solactive BBVA ixESG Global Leaders EUR index en su modalidad Net Return (recoge la rentabilidad por dividendos después de impuestos). d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio del fondo ha aumentado un 7,10% en el periodo y el número de partícipes ha disminuido un 4,40%. El impacto de los gastos soportados por el fondo ha sido de un 0,15%. La liquidez del fondo se ha remunerado a un tipo medio del 3,54%. El índice de rotación de la cartera ha sido del 0,69%. La rentabilidad del fondo en el periodo ha sido del 7,39%. 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 6,96% y la desviación del fondo con respecto a su índice de referencia ha sido de un 0,70. 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 período se dio el rebalanceo anual del índice entrando 31 compañías nuevas y saliendo 33. El índice tiene actualmente 100 compañías. En este período los componentes que más positivamente han contribuido a la rentabilidad del índice han sido por orden descendente, Nvidia, Western Digital, Oracle, Hewlett Packard Enterprise y NetApp Toppan, que contribuyeron al índice con +73, +18, + 13, +11 y +11 puntos de índice. Por el lado negativo sin embargo tenemos en orden descendente a Walgreens Boots Alliance, Nike, Advanced Micro Devices y Aptiv PLC, con contribuciones de -13, -9, -8.3 y -5.7 puntos respectivamente. b) Operativa de préstamo de valores No se han realizado operaciones de préstamo de valores durante el periodo. c) Operativa en derivados y adquisición temporal de activos El fondo mantiene al cierre del periodo posiciones abiertas en derivados que implican obligaciones de Renta Variable por un importe de 1.166.000 €. 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 2,79%. d) Otra información sobre inversiones. No aplica 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad del fondo ha sido del 8,80% , inferior a la del índice de referencia que ha sido de un 8,98%. El VaR histórico acumulado en el año alcanzó -0,77% 5. EJERCICIO DERECHOS POLITICOS. No aplica 6. INFORMACION Y ADVERTENCIAS CNMV. No aplica 7. ENTIDADES BENEFICIARIAS DE LA IIC SOLIDARIA E IMPORTE CEDIDO A LAS MISMAS. No aplica 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. No aplica 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. 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. 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 10821605000 239190 0.76 1614101000 52064 -0.75 205463000 5832 1.09 1784328000 63403 1.64 0 0 0.00 1383728000 48665 2.53 102339000 7516 7.83 6735899000 312147 10.83 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 85727000 4795 2.30 20954295000 689452 3.87 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 5157407000 143817 1.49 2456180000 50244 14.43 210747000 7813 1.47 51511818000 1624938 4.12