xbrli:pure iso4217:EUR BINDEX EUROPA ÍNDICE, FI 1.0.0 2026-01-01 2026-06-30 BINDEX EUROPA ÍNDICE, FI 1.0.0 2025-07-01 2025-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2026-01-01 2026-06-30 BINDEX EUROPA ÍNDICE, FI 1.0.0 2025-01-01 2025-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2026-04-01 2026-06-30 BINDEX EUROPA ÍNDICE, FI 1.0.0 2026-01-01 2026-03-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2025-10-01 2025-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2025-07-01 2025-09-30 BINDEX EUROPA ÍNDICE, FI 1.0.0 2024-01-01 2024-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2023-01-01 2023-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2021-01-01 2021-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2023-01-01 2025-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2021-01-01 2025-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2026-06-30 BINDEX EUROPA ÍNDICE, FI 1.0.0 2025-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2024-12-31 BINDEX EUROPA ÍNDICE, FI 1.0.0 2023-12-31 Bindex Europa Índice FI 5184 02 02 2026 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbva www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 2017-07-21 01 21 4 (En una escala del 1 al 7) Fondo índice que replica el MSCI Europe Net Return Index con una desviación máxima del 5% anual. Invierte en valores del índice y derivados, y complementa con renta fija euro de alta calidad. La exposición a riesgo divisa puede alcanzar el 100%. El fondo podrá realizar operaciones con 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 0.01 0.02 0.01 0.02 1.81 1.81 1.81 2.06 EUR 17105932.96 17963726.76 19928 19998 0.00 0.00 false 10000000 EUR 369484000 350061000 294355000 264221000 21.5997 19.4871 16.2956 14.9881 0.04 0.04 0.00 0.00 0.04 0.04 01 0.01 0.01 01 10.84 11.81 -0.87 6.22 3.47 19.58 8.72 15.99 25.07 0.40 0.38 0.41 0.38 0.36 0.44 0.70 0.44 0.39 -1.51 -3.00 -5.02 2026-05-15 2026-03-03 2025-04-04 3.80 3.80 3.72 2026-04-08 2026-04-08 2025-04-10 01 14.62 14.43 14.61 9.39 8.62 13.96 10.95 12.14 12.69 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 16.37 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 0.28 BENCHMARK 14.56 14.39 14.67 9.57 8.64 13.98 11.02 12.11 12.77 -0.85 -0.85 -1.17 -0.62 -0.77 -0.62 -0.93 -0.97 -11.27 0.06 0.03 0.03 0.03 0.03 0.11 0.11 0.12 0.11 4468001_20260630_VL png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEOCAYAAAB/3+X1AAAfqUlEQVR42u2dD2xV133HkVAXoQ6hqAwxhhCrlkYMIcbQIsQQsrx0WWQxC7F0CFmeGzFrCWWIIRQNUUJREpExhghllJZSRFxCiSh1HcdxSajjQEoIHSHMJa5LRonrWdR1QxxKHXDP8j3t9S6X+++9+97zve99PtKRn++7777fPfe8+7nn3D+/cQYAAAAyzziqAAAAAKFDEXn99dfNuHHjzBNPPEFlAPB7GxPq6urM3LlzzeXLl82ECROoEIReuXR1dZlly5aZiRMnmrvuusssXLjQNDc3x/psdXX1HTuX1tZWM3PmTDN+/Hi787Eb8eO/zuuyapwR6+V9P+r/XJefJLaK2HnkWAdpr2+/31vc705Te3Bi8ZZ8+cQnPmEuXbpk5syZY1asWMFOHaFXJhcvXrQinzp1qjl58uRtgs+XKVOm2B/n4OBg5urj7rvvzukIv9jCqGSh57otKrm+vd9diLordryA0KHA1NfX2x/XwYMHI3cW6rVPnz79tmnqhd97772mra0t8Mg7aGe3YcMGK393T/7mzZtm1apV5pOf/KQtq1evttNyiW1oaMgekGiHNnv2bDsM551/9+7d9iBm0qRJpru72zd272e86+p+T/WnePV+T09P3j10HQRVVVXZHsdDDz2UUyxRn/XS0dFhR2M0KuOdN04dtre3mxkzZtjPP/XUU3Z599xzj5k1a5Y5e/ZsrGUFxRC1LeK0xTiSjaqzsNijpBrVlsPqP8lIT1Td5bsdC70++RywhG1jv990oeMGhJ5q1DtXAx4eHo78MW3btu2O986fP2/fmzZtWuhO1Dtt06ZN9v9jx47dNt9jjz1mp+/fv98cOHDAvta0XGJbs2aNnaYfvf7qoMU7/5YtW0x/f7993djYGEsAYeuq0wwtLS32dW1tbd5C147H2TmdO3cuMB6/WOJ+1juSonrwEqcONfTb29s7uqOVDPr6+uz/OuUSZ1lhMYS1oyRt0U1UnYXFHhVvVFsOW/ckQo/7G8x1OxZyffQ9kydPtsvXAZV+jzp4iiJsGwf9pgsZNyD0VKOeSdJzb/nsTPSD1P8jIyO3zedM1wGGil7rB5dLbNpROMv2fr7Q57Td/zvf5x7qzPX71MPQ/9evX4+MJ8lnhXq4el89UO3Qc61DZ9sF/R9nWWExxGlH+bRFN1F1FhZ71HdHteWwdS+l0ONux0KujxuNAngPhAtZF8WKGxB6JnrocXYOGqbSBSjOAUG+O5M4P1Z9Ry5C9w45uj+fz44wl3V1ejn5fp/79IPf+2GxRH3WS2dn56jQ1A7coyWFrMOwZcWJIWp759oWvT3FfGPPRzRx172UQk/yf77r40VD4RryDjs9lMtvsFRxA0JPFc459Kamppx2DjrnpmnOUF2+PXQvfkfT+rHlInRnGTdu3Ei8Y8xlXdXL88ab6/epdx/WSwqLJeqzfmiY0xlW1rnHYtRh2LLCYogr9FzbopuoOouKPdceurctB617GoVeyPXxW7+w+XPZxqWMGxB6qnCuclej1/mpuDsHZ0eoi0+c952r2nM5h677at0457t0ruvQoUOxz6H7LWPz5s057xh1Tk//Hz9+PKd11bDhnj177GtddJPvTnPp0qWj5+TXrVsXKG2/WKI+G4Rz3lE7zULUYdC5ZL9lhcXgty0K0RbdRNVZnNij1juqLfutuxedE9Y8uijPiTnXdpxU6IVcn4aGBnPlypXRHrLmV/1HHXjF2cbFjBsQeiakrit8JXbnYhX3bWt+O0UNS+k81PLly01NTU3kPed+0/QD1lCb+z1dfSohavhNP+K4V7m7cS8j152Wbt2bN2/ebesTta46B6f60nRd4DMwMJD3TlP30uoqXl1hrO/1vh8WS9RnvehKZg09ahn33XefOXPmTEHq0O9q76BlhcXgty0K0RbdRNVZWOxRbTGqLYetuxfdOaGeo3qWuoAvn3ZcyO2YdH2OHj1q613zqu51QVsYuWzjYsYNCB0AAAAQOgAAAEIHAAAAhA4AAAAIHQAAABA6AAAAQgcAAACEDgAAAAgdoCAMfzRirvQOJS63bv2GygQAhA4wVrzxw34z7lM7E5feviEqEwAQOkDWhd72zrA5ccUkKr0cEwAAQgcYW6HvePM35snTJlF583/ZHgCA0AEQOgAUhVc63zN7vvF2ovLSK5cROgBCB4CxpO6f2hPvI5b+Q6u5NWISl5IIXXm3ldrSi3LyKn2eUvk5+XnjznPjxg2bNtNJrehl27ZtNi3f1q1bR6cpNd/9999PCwSEDgCpEfrnN59NvI9QKYnQq6urfaXb2Nho9u/fb/bt22ceeeQR388GzbN582azffv2wO9Urm/lW9ZfcfXqVZtvV38BEDoAIPQ88RP6jBkzbE97eHjYvvYjaJ7Zs2ebwcHBUKGrR6+/IyMjtmd+9uxZWh8gdABA6IUWuobE/V7HmUevH374YTNhwgRz+PDhOz7nDLnr76pVq8zBgwdpeYDQAQChp03o48ePNydPnrRl+vTpgd974MABs3r1at9z6g7nzp0zHR0d5vLly/YvhaKy52svFkToT5/6deIf6nOv9bBNKJSY5Tud5803T15KVJ7v7Ir1XZ9dejDxPuLv/uVE+Qy5Dw0NRQ65e+eZPHny6GtdGOeHLoJ74IEHRofg3efUAeihA6SPiz8eNG93DSQqze/cSvyb++aP6KHnJHQNheuCt7179wZeFBc0T0NDg2lubjanT5828+fPv+NzuvhtwYIFoxfBaWjeOacOgNAB0skf/um+xL+5f39xAKEXS+iSuVPc9PX1mU9/+tO29Pb2+so/aB4Nj+t2tilTptjb4ryoZ+6+CE5D7UFD7gAIHQChI/QC093dHXpOHAChAyB0hJ4BoS9cuNBcvHiRVg0IHaEDQkfoWRY6AEKvHKEP/OKGee9nQ4nKLwZv0FgROkJH6AAIfSyprWtJXL/1j36PxlpklL733feTlfd/jdAROgBCR+ghpfHxN0zruyZRab9Mew/jK28ll82pnyF0hA6A0BF6SPnC9guJ63fbm7R3hI7QARA6QkfoKeVK7wemZnlz4vLlsyMIHaEDIHSEjtDHiq53flGQNvzMmVsIHaGHc+TIETN16lQzadIkc/ToUf8jzIzlQ//wI2N++etk5fpHyBShI3SEjtAReoaELpH39PSEPkymlPnQn/9uj/n7lW2JytfeSJ6Io/knyBShI3SEjtAReoaEPnPmTNtrlniDes6lzIe++enTyRv+qx8idISO0BE6QkfolTfkLuFWVVWZgYEB33lKmQ8doQNCR+gIHaEj9Dyoq6uziVV27Nhhh9BzEXox8qEXQuhPvtCXeKN89VQ/OY3Jh14R+dD/8m++kfzBMptOJa7fradvlWX9Hnj2pYK04X/rTN5RaTr5bqyYP/Un/5k43i8+95PE8X751CD50HPBncc8KKd5KfOh00MHeuj00Omh00Onh54HusK9s7PTlqBedinzoSN0QOgIHaEjdISe5zl09bQl9ra2tv//0jHKh47QAaEjdISO0BF6gRjLfOgIHRA6QkfoCB2hF4ixzIeO0AGhI3SEjtARehmA0AGhI3SEjtAROkJH6AgdoSN0hI7QETpCR+gIHaEjdISO0BE6QgeEjtAROkJH6AgdoQNCR+gIHaEj9LyJSoEqSpk+FaEDQkfoCB2hI/R8esQRKVBFKdOnInRA6AgdoSN0hJ4HUSlQBelTAaEjdISO0BF6yoUelQLVmSfoNelTAaEjdISO0BF6CoQeJwUq6VMppE8lfSrpU0mfSvrUlAs9TgpU0qcCPXR66PTQ6aHTQ0+50KNSoArSpwJCR+gIHaEj9JQLPSgFKulTkSlCR+gIHaEjdNKn5g1CB4SO0BE6QkfoBYL0qQgdoSN0hI7QETqPfkXogNAROkJH6AgdoSP0YvL+tWHzPz+9lqj09g0hdISO0BE6QkfoCH0seWrHm4nr98/++nlbP0nLB8MIHaEjdISO0BE6Qh8zof/F336nIA3/579C6AgdoSN0hI7QETpCR+gIHaEjdISO0BE6QkfoCB2hI/SyE/rx48cDc6EL8qEjdISO0BE6QkfoKRe60poqDWqY0MmHjtAROkJH6Agdoadc6BLyunXrQoVOPnSEjtBLK/RLvzTmdF+y8uNBhI7QEXrFCH1gYMBKWVnUwoReinzopE8tTfnHfz6SuH7nfPZwQRr+i6+eKcv0qZP+eLf5vanPJCpf+vaVxPHuOfVz0qeSPpX0qZWSPlXD501NTb/9kjyEXsh86PTQ6aGXSw/992ck3xnuePn9xPE+300PnR46PfSK6aFL4t4SNuROPnSEjtAROkJH6Ag95bethfXQyYeO0BE6QkfoCB2hZ1To5ENH6AgdoSN0hI7QyYeeNwgdoSN0hI7QETpCLxDkQ0foCB2hI3SEjtB59CtCR+gIHaEjdISO0BE6QkfoCB2hI3SEjtAROkJH6AgdoSN0hI7QETpCR+gIHaEjdISO0BE6QkfoCB2hI3SEPjZC3717t5k4caK9Ta2lpcV3HtKnInSEjtAROkJH6CkX+vr1620Wtc7OTjNt2jTfeUifitAROkJH6AgdoWdkyP3mzZuBz2MnfSpCR+gIHaEjdISeEaHv2rXLrF271ve9UqRPRegIHaEjdISO0BF6Qk6cOGGWLFlie+m5CL2Q6VPJh04+9HLJhz7hj3YljvdLR39KPnTyoZMPnXzouaHnttfU1Njh9CBIn0oPnR46PXR66PTQ6aGnXOhVVVVW6mGQPhWhI3SEjtAROkJPudB1u5m7uKc7kD4VoSN0hI7QETpCJ31qTiB0hI7QETpCR+gIvUCQPhWhI3SEjtAROkLn0a8IHaEjdISO0BE6QkfoCB2hI3SEjtAROkJH6AgdoSN0hI7QETpCR+gIHaEjdISO0BE6QkfoCB2hI3SEjtAROkJH6AgdoSN0hI7QEXqeBOU6jzMP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 0 Índice de renta variable FUTURO|STXE 600 (EUR) Pr|50| 16153000 02 16153000 16153000 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 21,00% de las participaciones del fondo de forma directa con un volumen de inversión de 77.591.544,30 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. El año inició con subidas por buenos datos y el sector tecnológico. En marzo, la tensión geopolítica bloqueó el 95% del estrecho de Ormuz, disparando la energía y lastrando las bolsas. En junio, un preacuerdo entre EE.UU. e Irán reabrió el estrecho y normalizó precios. Impulsado por la diplomacia y la IA, el índice MSCI ACWI subió un 10,4%. Los mercados desarrollados crecieron un 9,6% y los emergentes un 25,6% (destacando Corea con un 101,1% y Taiwán con un 59,3%). En EE.UU. resaltaron tecnología, materiales y energía. Las previsiones de beneficios para 2026 mejoraron en EE.UU. (hasta el 25,2%) y Europa (hasta el 14,4%), esperando para 2027 alzas del 18,9% y 10,3% respectivamente. Las estimaciones de ventas para 2026 también subieron. En la temporada de resultados, EE.UU. reportó crecimientos en beneficios (28,83%) y ventas (11,74%), mientras que Europa mejoró en beneficios (10,48%) pero mantuvo sus ventas planas. Por factores, destacó el momentum (27,4%) frente a la mínima volatilidad (0,1%). En EE.UU., lideraron Industriales (19,5%), Tecnología (19,4%) y Energía (18%), cayendo el sector financiero (-2,1%). En Europa, despuntó Tecnología (45%), seguida de Energía y Utilities, mientras que el consumo discrecional cayó (-11,6%). 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 a la reinversión de todos los dividendos a medida que se han ido recibiendo. c) Índice de referencia. El objetivo de gestión consiste en replicar el índice MSCI Europe en su modalidad Net Return (recoge la rentabilidad por dividendos después de impuestos). La web www.msci.com contiene información detallada del índice pudiendo para ello superar los límites generales de diversificación. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio del fondo ha aumentado un 5,55% en el periodo y el número de partícipes ha disminuido un 0,35%. El impacto de los gastos soportados por el fondo ha sido de un 0,06%. La liquidez del fondo se ha remunerado a un tipo medio del 1,81%. El índice de rotación de la cartera ha sido del 0,01%. La rentabilidad del fondo en el periodo ha sido del 10,84%. 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 4,71%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del 12,18% y la rentabilidad del índice de referencia ha sido de un 10,66% y la desviación del fondo con respecto a su índice de referencia ha sido de un 0,40. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Se han recibido dividendos de multitud de compañías del índice, y en cada uno de ellos se ha ido ajustando la exposición de la cartera al índice para recoger la reinversión de los dividendos en el propio índice. Adicionalmente se han aprovechado las oportunidades puntuales que han surgido de diversos eventos corporativos sobre determinadas acciones como los dividendos opcionales para generar una rentabilidad adicional. A lo largo del semestre ha habido varios cambios. En el rebalanceo del 28 de febrero salieron del índice las compañías Ashtead Group, DCC, Edenred, FDJ United, Hikma, IMCD, Infraestrutture Wireless Italiane y Nexi y entraron las siguientes compañías, Airtel Africa, Ayvens, Bawag, indra Sistemas, Italgas, Sunbelt Rentals Holdings, Telecom Italia y Verisure. Mientras que en el rebalanceo del 30 de mayo entraron en el índice Abivax, Millicom International Cellular y Var Energi, saliendo por otra parte las siguientes compañias Autotrader Group, Barratt Redrow, Entain, Grifols, Holmen AB, JD Sports Fashion, Leg Immobilien, Randstad y Whitbread. Actualmente el índice cuenta con 396 componentes. En cuanto a la contribución de las distintas compañías a la rentabilidad del periodo, han destacado positivamente en orden descendente Asml, Hsbc Holdings, Infineon Technologies, ABB, Novartis, Nebius Group, y Siemens Ag, con contribuciones de +5.4, +1, +0.98, +0.86, +0.75, +0.6, +0.6 puntos de índice respectivamente. Y por el lado negativo tenemos como máximos contribuidores en orden descendente a Sap, LVMH Moet Hennessy Louis Vuitt, Essilorluxottica, Rheinmetall, Prosus, Hermes International y Spotify con -1,3, -0.65, -0.5, -0.44, -0.33, -0.27, -0.24 puntos de índice. 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 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 3,84%. d) Otra información sobre inversiones. Existen class actions o demandas colectivas todavía vigentes de las que el Fondo espera recibir indemnización, aunque no se prevé que ninguna de ellas vaya a tener un impacto material en el valor liquidativo. 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. Al objeto de recuperar ciertas retenciones sobre dividendos soportadas por el fondo como consecuencia de la inversión en sociedades domiciliadas en otros Estados Miembros de la Unión Europea, la Gestora ha llevado a cabo los trámites administrativos y/o judiciales necesarios, habiendo recibido de las autoridades fiscales de Suecia, durante el 1º semestre de 2026 el importe de 33.448,39 euros, en concepto de principal e intereses y neto de gastos incurridos en el proceso, tras la resolución de las reclamaciones realizadas por el trato discriminatorio en la retención sufrida por dividendos recibidos en el año 2022 de entidades domiciliadas en ese país. Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad del fondo ha sido del 14,62% , superior a la del índice de referencia que ha sido de un 14,56%. El VaR histórico acumulado en el año alcanzó -0,85%. 5. EJERCICIO DERECHOS POLÍTICOS. No aplica 6. INFORMACIÓN 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 ANÁLISIS. No aplica 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Giro restrictivo de la Fed y subida de tipos del BCE ante el shock energético El primer semestre de 2026 sufrió alta volatilidad por el conflicto en Oriente Medio, disparando el petróleo un 67% en el primer trimestre. El preacuerdo de junio entre EE.UU. e Irán moderó los precios. Ante una economía resiliente, la Fed mantuvo tipos (3,5-3,75%) con tono restrictivo. El BCE, presionado por el impacto del conflicto en la inflación, los subió al 2,25%. El PIB de EE.UU. creció un 2,1% en el primer trimestre, mientras que el de la eurozona cayó un 0,2% (lastrado por Irlanda), proyectándose un modesto 0,5% para todo el año debido al impacto energético. China repuntó al 5% en el primer trimestre gracias al sector exterior, aunque su demanda interna sigue débil. La inflación general cerró mayo en 4,2% para EE.UU. y 2,8% para la eurozona. Semestre positivo para los activos de riesgo pese a la volatilidad Pese al endurecimiento monetario, las bolsas vivieron un semestre positivo (MSCI ACWI +10,4%) impulsadas por beneficios empresariales y Asia. En renta fija, las rentabilidades repuntaron en EE.UU., mientras el crédito corporativo resistió. El dólar se apreció, dejando al euro en 1,142$. Finalmente, el Brent retuvo un alza semestral del 22% (74 $/barril) tras corregir en el 2T, y el oro cayó un 7,2%. No aplicable 11507698000 212376 0.76 1757391000 63013 0.57 188352000 5402 0.88 1399868000 47730 2.42 0 0 0.00 1359392000 46107 3.45 125432000 7400 10.56 8889389000 382608 13.33 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 72210000 4183 1.21 22384996000 732077 4.77 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 10693224000 283540 0.73 2998728000 95824 12.18 0 0 0.00 61376679000 1880260 4.71