Các hình sau đây thể hiện quá trình của một vận đ...
Câu hỏi: Các hình sau đây thể hiện quá trình của một vận động viên nhảy cầu. Ở thời điểm nào thì thế năng hấp dẫn của người đó là lớn nhất?![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gOTAK/9sAQwADAgIDAgIDAwMDBAMDBAUIBQUEBAUKBwcGCAwKDAwLCgsLDQ4SEA0OEQ4LCxAWEBETFBUVFQwPFxgWFBgSFBUU/9sAQwEDBAQFBAUJBQUJFA0LDRQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQU/8AAEQgAlAI9AwERAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A6ONhsAIO4DOe/wD9egCeOUJsIbJH/wCvFAF5JgVUnk9KALKvuyByOp9aAJkckEZJz+X/ANegCZGzgdccZ/D0oAtRsACQSTnkYoAniZSScd8jsfegCVSS45Jz07UAWAQ5JUkEYGAODQAqxM4JBYg5Jbqf84oA4XRPjHpereOr/wALLBNFd2i7hKzDbIoOCQMZ4PH40Aej+UVjBUnGM5zk5oAdbIXJJLEcA5J/OgC35AO0EsccdfXtQBItsOCQXJBH5ev1oAmWBRkZOCc85/zxQBKlujAEk8Y5PJoAmEagggZBPcc+vegC1FITwenYZoAa8TFyUOSTzxxigBFiKA4+fb1JP+e9AFuGP92Pkye46CgCVUjGFAOf/rUAPChQF2kcj34oAaqrk7kyQcZxyfpQBYRFyoAGc85HSgCVW2gAgYI4HfOOlAHKfEzx2/w88NrqqWA1GZ5lgSFpREu5s4JYjAGepPHvQBxvwx+Pt/438S3miar4cstKu7aKOXdYavHfqQxIwSgG0gjof6UAe0hidwBHocdKAJSqEEDJOOgOPxoAdGcsASeDkDr+tAEykFiCDg5HXnpQBIkYiyV5A7mgB4UsxI556dBQBKhCcd+ncigCwjkZI5JGeoGKAHRSEkE9D270AToQNpJA5yFJ569aAHmQ5BBCgccDpQBOoIBAyxJGcA4JI/WgCfa5wC3PfHT6UAWBEYkzu5IxnBNAEwK5G0Zz0JzQA4PucdDjGQBx70AYvjTxvZ+CNH+3XkU1w8kght7W3AaWeVuiqMgZPqeBQBznw7+Lt34zvbq21Dwfq3ha4gZcR6iUcyRtkLIChIwSCCCcjuKAPS8BepyxxyxwKAHbztxnJIoAkOQADzx9KAHxsTkZ478E80ASp84JOQMkg55wP5UAN3bkAU8Ac4/nmgAJfcQe3YUASIeuATgAdqAHRkMVBOMEE4PP4UASM4BCgZJ74x+dADQS2FBJJ6446/8A1qAHSAkY6dvWgB0cSxqAeoGD6k+tADs7FAzt5BxigAfkEk5B69cigAUBsAHjGMdQOKAM3XPE+i+F7cTaxq1ppkR58y9nSJcD03EZFAFjS9f0zWoUm06+t72JlBWS2lDoQe4IODx3oAtFWwSOD1yfyoAidBHlsgsRgHv/AJzQBEZSpAyScnGB/jQA5SWYjaSeTyeOlAEfzbyM5wcd+aANTTDmBj23H+QoA/NNHLAA4zgkZ4P4UAW4wFTB+YEZJxx9aALEZztzweoGcCgC3G5YEZOfXFAFmFvlGCeR60AWYyBhufYZ4NAEyuWAOAM8Y6H86AJ4cEgHIJPbnNAE8bq2QOuOc5wTQBaiJ2kgDnp0IIoAh1eW7Gk3f9nokl95Z8qNiACSOMk9BQB4VpHwH8XaP440XxJ/wkX2wRLJBdWTRIqpG5LEKw5bDY68/hxQB9DWRkjt4xLjzAuGAOcGgC6jFMgEjv0zj60ATRNn5iODjGDjNAEiEkk5IIPrn8KAJ1wwBzux7c5/woAsox3AEHbjocDk+tAEhOMEgZwQMUAKrnk5P1AFAEwfK5zknsTigCSNwQpYZOeRQBKrbTkgkqMj3oAcCGYknnOMAc/SgCRXK5B5POPegA3I5IBJIHYZoAmjOQSeD1/xoAkjIyQRxgY3enrQBwfxm8G6n468LxadpUNlczpcpM0WoEiJwoOVYgE4PTAHQmgDhfg/8E/EXhXxZe6xqeg+E/DFtLAkEdr4bLMZCrZ3uSqgnBwAB060AfQIO5wR1PU5FAE2BgZc5Az2B/8A10AKkgDBcEA9eeKALOMYOSCfYdaAJO2emD1BznI7ZoAcsrNnAH1PpigB28AgEgnoMDHOKALHmBV3Zx05AHH/ANegCRAXOMHjPsKALCRkDJ5OCQB1FAFmEBQSR905GTj9BQBYUBQCSRz0HHbOaAJFKnJUDA7nigCcNjBzkAc4GaAFBJwScA5wAfxoAeM5KqQCRk8YoA4z4o+Eb7xLp+l3OmKs17pd0t1HA7BRMMEFcngHBOCeM0AZPwz1L4l6pqV6viXw9p/hrRIGWOyjiuxc3M6jOZHIACA8ALjPegD1VEMmc4BHHJzQBKEC4GeKAJCvIJ4AA9ugoAcrAkBTgAdfXigCUknBGTnnOQKAALk5J9yKAHAMAcDOc4x7jgGgBFIDMSeAMDacCgB4wxBxnB4xxmgB+CQCTgegGTQAADAGTwfWgBzrt2jkkdSOeKAHgFwQMkjqcj1oAQnGAeRn8aAJMkgDgAc569/egAHJBIIAzjHFAHhn7QbeF18T6KfGH2AaCbK4Ep1NQYMnGN+eMAZx7mgCl+zNqGh65ptxeeEIUTwv9vmFk8EJjhaJQAdgIGV3A4OOe1AHvm4Agn5iMkAHFACOwbBwSSccdKAI2Q5AK8n2/WgBDnBPU9lGfyoAa+S2DwRwAOMf15oA0dK4gcEfxnp9BQB+aEZJUkqC/T3x7UAWo2A29wemQcUATI+AAVz3GTmgC1BJ05OMYznrQBcjlDgZyAvoaAJ16ZB475GRQBOHxgA4JHPOaAJYpJtwAxhuvqaAJ1LkAb/zPvQBYildVIOOByBwQKALEJk5yOpHJHI9BQBKglIYkjHoBxQBOHdcEEAgemR9TQBMGlbaN2c9cjFAEgMsjAF+cYJx2oAmi8zoSDnrjr9aALQaTBGe/AxQBIvmEkg5PUg9qAJo2c4APJ7gdu/4UASRJIwAJOPTGKAJRC+QSccduaAJfmVME98jIoAPn5AIyOO+evWgCVUcAEuT/wDq7CgB0Ids4ZiepJoAewdScN7/ACjAJNAEyElATwW7k4OP/wBdAEixuQcucDOA3HegCWFSpPzAHjjrzQBKquCDuwDngDH40APUSNk7jknB4HPfP0oAlVSQBvIOOwyT70APijyS27IGTxQBKocsQZMnPGByPf8AKgBwicEAOSSOoPPPtQBNGpUYLkHBJAGTQA9reQSZVyOnbJyB+lAEsMDPkEn2PpQBehgJBBc45xg88d6AJViIwN5J6gdeO9AE6o64AYkgAH1xQBLHGSQQ2SeSc54oAfGCSFDZGAM5oAliLAkFuMZ5PU570APIZ1IEuO+AO3Q/SgCVFKRsd5J6YA9qAHQO5OGPI7Hp70APQPIcgggdO3FAEm6QYAfJ6n0xQBMjSBQS4JOckDA5oAl5IGWHHXg4x3oAQI5wA45xk8igCTexOAQATggcmgByq4JJcnGOvHBNAD2lbBG8ckYyetAAu8AgspHTjkUASFiMB3BJI6HBoAVixQkFQegz1oAN5Url1LAk4Xpx796AHly4JBUdwDz7UAKjvkAleB6/pQA4ydGyDz+NADhOxIBwBjnn170AD3AXgFSR6nIz6UAU720tL/i5tba5IGAZY1fAPbkHHNAEqBLeERwIiIvCpEoVQB2AGAB+FAD1BxyhLE84PGMUAA3jJwSTkhc849aAGys5IOwHnGM57dDQAm5xhQAM84z1oAaN+4gR5I75zntzQBqaVu+ztu67j/IUAfmVHKBllJOAOO9AFqOTcVJyCDxkYGKAJhJkjnJ5z/k0AWEODgkBuuBzgUAWonfedpOOg9CaALUBIwcnceT3BoAmViMgDnpmgCzGzEqN2c4xzj60AWgSuSeBnBC5NAE8ZAAY9eTnvx3oAmiuU4BfgnJJ7+1AEy3SADByByO1AE0VyDHkvyevfvQBIt5GAQcY7EUASxXSrnnjHPGRQBMl4iMMHrx244oAsx3ag5BYkjPPIoAk+2AgFcgjqQOaAJY76Mkgbjj1HJNAD/7QJJVVbPU5FAEq3Z3k4bPTng0AT/adyglWcdsAg0AKt2xU4QrgccUAStM2SCjcHOMZoAd9pfaAEII/UetAC/aHODsBYDrnoRQBKsznny/QdevtQA/7RKzAlMk8cnge9AEwknDA+XwBkkmgCXz5WwxCnAwcHABoAcsku8cDk4HJNAE6PIVwCMnnjk9KAHwtcE43AE5zxQBMolYkh8sT0GR/kUAPVbhXAYjJOQuD1x/SgCykVwwyHBB5IIxz/n+lAEpgmdQRKAMZOB1oAnEE7ZIly309OKAJ44pQ5IlIY5GQAPwoAsLDJkfvSTjGOMnmgCRIXUgtIzEH8aAJVgY5G9gT2HA+lADorcoMbmJPYc9+n1oAl+zvyAxJP5AUASRWwAx5h3HkY70ASfZtyEmRhkds5PPWgCZLUHDHdyMEckYoAnjtUIIJPI4ycUASQ2seT87Z69eKAHGBGwHJOPQng4oAlEKqCMEkgdzxQALaoMcE556k4/8A10APFnGGIG455wMjigCQWaYJOSe+4npigCSKzUAkjk9c9jQBIYFUEEYGc9aAENqmd20EqeOe2KAJFs0YkNyBznPFAC/ZYmGFAIByBjGKAJEt0XAAAB6gHNAC/ZkyRjAA5zySaAHG2TAA+fk9KAA28a5Cr0OM9s0ABjB4CAvjgcAUARpbBWBdUB7gZNAAVCyKAoxyeFBxQBMGypJyD6Y5oAUruyMYA9RyfyoAhI6DIHU4A5NADQp5BPI9ck0ABBHAwCTk46UAX9OJMLZ5+Y8/gKAPzAjcDAAxnOeMUATxy5wO59OlAFmJzz/Gemc5/wD1UAXVJcr0JwRnv0oAnifBUkcjuTQBYWTaCQMnIGM9fwoAswSgklgcg/hQBbRQcMeueCAM/WgCwXBUEBs9SueKAJVUsMkckcnOTQA+EoWAI5Bzn19qALixIOGXkc4oAnjiGSCoI7f0oAcsQDAkgE9QQcfWgC0o4I4OAD0zQBMIyCTjHuOKAJrcIzkjnoTn0Hp+NAE4xggrkjn5eKAJlwDkKDjnJ6mgBy5bHA6Hn37c0ATKoBBGeCMZ57UATRsdxGByPXFADhjIJ6/hj8KAJF6ADGQOv49TQBIhDgk8cY4oAkMe0EZAGc8cGgCaFQBgsSc8Dr/kUASZCrnuPUAYoAlRt4APXqcDIoA8/wDjtptzqfw/nismkN35qLDBG20ysxCgckYIJyDnggHmgDL+DXjbxXqRudN17wNqPh2Cz2rDe3V1HMtyBlSw2jAPGTk85oA9ijIYgkdDxx0oAlUAE5HU9+tAEseAQwGAeTxgmgCX7xAGeBjn+poAnUYAGCM9u9AEjMBwRnPB7fhQBZhBABJ4PfvQBOCcg8DsMDmgCSPJABPJPJ9aAJkIUkZ+8ME9TQA+Icgnk5wCw6+9AEykrg8kZxyf1oAcjYZSSQcAD3oAmVixAGNuc9OT9aAHAnJG7YABgk/jQBMFUDAOCRkntQBKkgwRnJ77eme9ADoTkk4ySQORxmgCdiQCSeM4AAHbrzQAAh2AJJBzwOfpQBYBwuSRz055+maAHCQbSAOtADgwC5I4ByO2OKAHeaflB+UAjr/T3oAYCRknAHucfzoAlVi23JJx0PvnrQACY7iCACTkD2NAEsZ+Y8jJPIAoAlYqoJLAsTnAOMGgCESFmILgAE5JFAEwmy4A7Y4WgCRlDck5wOnQUAGDjnIIPGOnNADV++MgKMdWOTj/AOvQBHcuVIwQnGT2HWgB8aEkEMAMn0BzQAPnGAMnuORxQAwYGB7djz1oAkbiMg5yfQdPxoAiC7QMfeI6HHrQBc08EROGP8R6/QUAfl1DKCSCTkDIx/nvQBMsrbhxgHHU9vSgC7FII1IHHGQQf596ALEblgGOAxB5zmgCe3JDA/eIBJ4OAM9qALcb8AEnJPPb/P4UAWoWOASSQO3XFAFqJ2Yg4OAOh65oAnWQjA4GT1JwcUAWFBUHJBJ75/KgB1tkM+SOSckdOf6UAaCyjJIPJ4Jz7dKAJUckjBx9e3vQBOr7j04wMk0ATbyzAZ4+vt1oAmEgyDuLegGSeKAHoSQSARg9zk49KAJhcLHgOclhnjkcUAJFdoCdzcg524oAkhu1YEDIIPXB5FAFhbxRxkk4x054PWgCRbhQwJOSeMYoAm+1DZkLkkcdjQA0XRBGFJGRkdOKAJo7vDAbdw5GB7d6ALYdhECDkgcgYJ9qAEhnIbJ4HGeelAEj3IZSAOvPXmgB0NwVcqFyGyAAegoA5f4ma5b6ZpmmS3IIT+0IScDdgKclj7Dg56CgDpNGuTNp8LglQckg8n6UAbcJG1QR+OSDQBOSDwD3x0xQBMuFAA5I6Y6UATQkkEk4JPOOO9AEm8FsdQcd85H1oAsR/MQWPHTk80AE10IyAO/HAyaAJlvQiruZuRnGOPyoAsRXSOxADZ68jGfagC6JC+RnBIwCTnPHQUAOU4GeSRxyaAJkb5iCOc9OhxQA5MM4DE4AGBn16UASBiSFxgdOOp5oAe8XDEkDuMfyoAgQM0nJJPfJOBQBKiOpyzEjnG3jmgCUBiuSzAnkjPHWgCUBigAIbPJOev8A9b2oAFlZN4AyegI5Ge2aAHqd2ws5yeNuePy7UAWXGQQBkfXtQBJbM3lkE5wOSRzQA5gsbBgdxyABz0zQAojDuScknjJIABoAeQsTuOoHTv3oAiBDTOBxkDLAfyoAl5iBUE5IyOeaAAgxleVJyBnqee/tQA9D5m7cwHOBxnj0oAUllYEYb/Pf2oA0I8qhJ2liBx6UAOGDk5OewAyPYUANwVfJGW9+cZoAhuMF1JzknGWPTj0oAehwoGAc8jnHOOlADghOS7DOeF7H60ADEDIGOM5OMA0ARs52nGCcdzxQAjE8Ek5xkHOM0AXbAERNnH3u30FAH5ZecVAAJORyB1/GgCSJssQSSQDj/wCtQBcSULwCeeDnpg0AWo7jdjjOepH0oAsQ5BJLAjP44oAmgmIkBAJOeD2IoAuxuC3B79CentigCeKUk5+bBGBgZNAHE+MfFt3e6rbaJo6arBcG4CXN9a2oZIV2kkb2yMnjsetAGR4R0Pxb4jsUkufiPrUMu51McNpaAKFbA6xk5x1JoA6W1+HniWNhn4la+wHBzb2hHtkeVQBOvw68VZBPxR1wEnj/AEGzIGf+2XbsaAOv8KaJqWhW/l6j4kvfEMmSRcXsUSMeemI1AwPpmgDo95ByWJI5x1OKAJkbcBx35PagCQPtwOhI7frQBMsw3ADJGOp/w9KAHE7lIySw6Dp2oAihOCzsckjgNQBYinG4DuQcjHFAErEHBJ54HGcmgCXlgT/eHBxyaAHruAXILHrjp+NAEwc7iQCB06Z/z9aAHonQgNkY4z+lAEl3qSaXp9xdzuyQ26GSQgZIAGSaAPH/ABZ4s8R+K7HWb/RLvxD4Us7XyVgkksoIxMWI3sPMDEgAgDpz60AbOm/DLxPeWjmf4p+LN5baBHHZKOx7Q9+aALsXwk16MgP8VfGh4PyiW0Uc/SDtQBV1L9n9/EkEsOqfEDxlfo0TwMst9Co2vgOPlhHJAAyOR2oA9C8IeGH8J6dFZjU9R1byx/rtRlWSRhwACQoBwAADj65NAHVQEjIIyTxgDI9qALQP+1gHHTrxQBIrHJHJJPB6CgCwpATJBBPbv9DQBIoGQOMjgY7E9CKAJ0ZmwAMYGMMe1AEjR+eBkfMoODjj3OaAJwoRAWIJA6AZI96AJo+QRnA7Z4xQBYU5IByTn160ASqqqoOSWzk4PSgCRWDHJHIBzz2oAlVgqqcBiBjjOPr9KAOB8afExLHW7Lw1or3j65cXSxSyQaZJcRW0e0s7O+NgIGMZPceuKAOV8KWHxM8VSzvP8SksglxNCIrfw/atwjkA5Yk5Ixn0PrQB1dt4E8fWjOz/ABNmuQW43aBaAKOwGMc/WgBkvg34jiUhfiWijHO7w7btjrxw4A9zQBveFPDfjGxuXbXfGdvrVsUAWKLR47Vg2ck7lc5GOMYFAGV8RfDnj+9vlvfB13osUkZVRHqMs6pJGDllIXIDE9GAGO4NAG74L8WS3bNYa7AlhrEAAnjDlxknggkDKnswGD0ODxQB2SW0bsHIPIyPx60ATNEpxgHaDjA7jNAFhECKFICgZJx3HpQA4RBWJxg5BHPNAEkcSkgkAnOBg5JPv2oAJIEZz35yec896AHRwLGCcDJPGBigB0cS5BxgscHjmgCQRJuAKjODyfSgCSCNBklBg84H0oAa6om4tgADlicDH9KAPMvG/wAZNT0O9vbTw5oFh4jeynt7edn1hIAry42jARjwCM5x1oAhg8e/Fm43vF8MdHADFPn8UqvIxzxAc0AKvjv4vbW3fC3SWYkfLF4pTpnkEmEc454/OgBzePficGBn+FMCfNgtH4ltzkdO6A0AelaZPczWUb3dstpMQCYxIH2nHIyAASOmRxQBaV8A5579OOvvQAgbKHAyQcduKAIwSznCk/X06/gKAEZyWYY6jPXn/PSgC5YHMJPP3v6CgD8qlkCtgHCjj8aAJ0YkKAST6EcD/wDXQBaVuu85OBg5oAs27bcAZ5OeOTQBb80lcE8nktnB60AWoDkAcjPfIBNAE6t379CTzx60AcZ438V6jLLLoWjaddXVyxiM1zBdRw+UrNgkEnJOATgCgDf8HeD7Xw1BKIjdPPLK0zvd3BmcsRgkkkknHboKAE8BTBreRVBGJ5wAccDzDzxQB2cDYyBycnPP6UAXEkwATkgHjvz60AWl5AOMgDJ7UASq5YkntxjNAE8cpGMHt1NAEySAZGckAjntQBIrGQkg4Ixk8CgCWPAOMk+56UAO8rJJzk9SBg4FACqpXJMjHgDGBg//AF6ALaMBgZJ45Yc0AWYGyQCOMZ5H8qAH784BPB5PfNADldCmAOWI6ZwOaAHXEy28EsrHMcSszEDJAAJP6CgDy/U1l+L989nLYa9pnhs2keJ4r1bZbpmbJBEblsBQAc4HOMUAdh4y06DTPAWo20EZESqmA7FjwygAk9+BQB0eiOTauCACHOM89gaANFk8zBY5Oeg9frQBNEqRjJPOPXigCYOC4xz3Gf8APFAE0YCdcgdTzmgCeMk4ABOT0PB4oAnwFBPO4HIyece1AEyPvwTyD6Dk+1AFhSX24yfxwDx/KgCcHoccE54GOKAJ1yV2k4BGAB1zQBMgAUgEgY5IP60ASLnjJ5zQBaTJyG6kADkEigB8Z2jpgknAPPHrQBKo28bcnPXtQB598Q/HWo20o8P6BpmtXOqyzQRSX1hBEYrRXILMzyMBkKCcAHtxQBt/D3wOPCtpcPLqGqard3VxJdSz6ncCV9zYBAwAAAAAABgAUAQ/D4EXeoFlKg6hd8YCk/vOpAP+c0Ad8oyAMZGeMH8etAEiqBuG3JOTgdz9aAHRnABIGM4Gee1ADwTgAnjGMdM+3tQBxfxghtrXwRqeqnfb3thAZILqAhZVJI4B54OeQcj24oAr/BePWU8LW51fV5NXnI3CRpN5CscoM4GdqkDOBkjNAHo6sdoA5Izy3tQBKoHBPPtxmgB6525AA/I596AJEBAA3cHk45FAEqnOAAAQe45oAXaN5DDJP4j2oAcWIIP1JxgUACqOCTnPJJoAcxMWXJyB1JOBj/DFAHkXjr4jHxtf3/gvwXreiTai9l5l3LceZcCFWk2YAjIGcBiMkdKANnUPBWm+CfCMyadp1haSzX1tJK9parEJH8xFLMBySQOpJNAHcaQ4a2csCSZGyc4A54/CgDQBJUkYJzzg5IoAZIDlC4HXIz/n1oAei7gCNpOARgUADRvJjnJzxnP9etACfdUISCAOAMen86AGOxCgDjJxwMnvgUAMKliSASevpg+tAF6yG2E59f6CgD8pN2GBI5xj8fSgCzG5wASCSMdMY5oAnV9wJxn0yOM0AWogS5Ldf1oAtLKdxAPynOdtAFlHCgt0GOcmgDkPGvi+8BfRtChs9Rvp7d2YSXgi8kZAycAnPPsaAL/gbwPpugK9zHp0FtfThTPJHIzFmA6kknPOTmgDtjI6RsQRjBJ46CgDmvhxPK9ispPLtKxYYIz5h/8ArUAdnbzMWG0qSScgjr7YoAuRlwwJyBn8OPSgCykj7QQNxHbP6UAPUyyEkBST+WP8aAJ4pX4U8YwMAZOc0ATIZA2HbIB565zQBKGkK/IcjJ74J9qAJ0eRgVBG7HQ8c0ASAyqxUuCeuQMCgCRGcEYwWI9yfyoAmDvsBA+b24oAmXeFALZPfFADg5IxkAAjPcUATCURISWVEUZLE4HA5OTQB4/qMer/ABk1m2tbvw8IvCSwTFpxqoDXDsdqHZHg4ADHk96APXdE0a38P6dFZ2MK21tDGsaRpkhVAAAGewA70AZnxEaR/CN6QwGWjGCTyPMXnj1oA39FLi2YnH3zgdMHNAGgjMcHOe4PvQBOCxAIG05AzjPPrQAvz5BzwQMnGc/4UATq7kZyMDoCOelAFqBy3OckDqOMUATfvWwAcnPbtx/OgCVfMKkbwSowBjgUAWYQ5XkjdjuMDpQBPtlcKC2MAAkjj/OKAJ8OMYdSfpg/T8aAJQkigjPXJ6YOaAJxFIHAD5JAOSOBQBYVHByDuPI9TwKAJUMiYOeenHSgDz74n+O9VsY7nw94e0i41jXbi2DK1vdxWy2wZtodmYgjByeATxxQBreA/h3b+EWu7sG7n1G8mE9xNe30l0zOFCggsSAABgAAD2oA7hGkGCcBiRgck49hQBxXw7lMz3zjAzfXh4HHEpGeaAO8US4VmIOAcYGMUASMZCQCQSCOvSgCRHflTjgYyBzQA4mUMQTwTg4JJ/xoAS8sE1K0lguYo5oHBDRyKCCPcHrzzQBX0PRLbQLOG0sIhDBEgjUFieByAc8n60Aae51xuPU9vWgCWMycAAYGTknBoAmV5FUE7QCOwPFABmUEHAJGOvegCYSSBRkgA+55oAVpJME5U+v9MUAPBkKEnA/Hv/ntQA5WcYKjGcA4PNAHmHjv4kT6hrNv4U8MaoINZuBOtxcHS5buO2Crjk4CBixAwW/A0Adf4F8LP4T8P2Nk92t9cx28cclx5CwmRlGCxVeAScnHOM0AHxE83/hG1QA72u7YZAzg+avJzQBt6QkjWZOMjew+Y4PB6UAaCh/LIA47kcCgCvM7FcNgjPHYcf0oAlRpAgKgk9z0GaAGs0oZiQMk4BJPP5UAI6OGAKH1yvNACPvTAKEHIPJGM+9ACK0mcBOM8+vrQBesCTE5IKnceD9BQB+UAY8ZwOMHkkEUATxyFc4AGOACP0oAsiQMqgYOB3GCM9aALEcjIVDAbccE8fjQBPHICxBOCTxjpnFAHLeKfH0UV7baJpGo6c+r3BZGhuXLmIBSSSqnJ9MEigDQ8DeDLXRbSGeezsP7SaILNcW0ARpDnOSTknn1JoA7aEDBOcHHORwKAJpHYROTyNpHOMYxQByfwzI/suLA2AiQlQSf+Whz+tAHdWzbTk9QeD3z2oA0BI74OVyRyTz+H1oAnQ9FLEDuc4FAE6sqnGMjGMjr0oAmVduCDkjkgdKAJI3w2SehyD1oAkEhJIIB555z+X/1qAJkY7w2c4GduOTxQA4ahGWJ5BHGM5FAEkeoLvwpPzdsY/OgCf7YgUEn5hjAA5oAfHcK6gCTKg5OOtADpL+2tIw8siQR9GeVgoXJ45JA/OgDyvU7zUPixrVpbpaaJd+Era4nSZjdNM9yVBUfKo243c9c8dKAPUPDWi6b4X0m2sdNsoLC0hURxwwLtVQOgA9M5/OgDajuV2kknGcgEZoA5f4n3Djwbd7ASTJCQucZ/eLxk0Ab2iXTizIdNuHOATnIzQBpw3fJJAGDkc9aALMd6AASCAeckknk0AKbotkKCQM85wKALFsS0Yyo554NAF1X2HGMHufX/JoAsx9SSc89aAJwdzKBz7kY5zxQBYTG4gnHfj1PGKAJxIBkZJY9s4+tAEvnCMEk84+lADorvOWZgScnGaALKXaM3PzDIGATye1AFpZBkHPUE7cYzQB598S/G+o2iyaB4XttP1PxBe2csqrd6isCQLkKGIAZjyeMDtQBe+HHww0vwXG18+l2cOu3MUIvLq33M0rIuOXbk4JJHTr0oA9BU7iSO3Qk5oAiEjK2N5OOrZ5xmgDifh0zCW9JJYHULw5HoZSc84oA71C7AhWOc5znNAE2SM/Plh0Hr7UAPYvCxZi3XuccmgB3msXIDEAY+YZ/KgB4BAUj5j1O5iSR6UATwM5wCCMEkepoAndjkEt06djQAis7EAgkDHGccf1oAdwwVS/AODnp/wDrFAEgctGQCRz/ACoAchX5QOSeOf50ASBFKuCd2MdOQBQBMOSozyATgng0AecfEDx3eR38XhvQLbWX1SW7hguL7TrRXis42G5mLudoO0ccHGRxQBv/AA/8DxeCdMSM6jqWp3Uksk8k+p3AlkLuxZugAAyeAAAKAOvJTCupy2QfegDB+IYZvDIBYoftduc5xx5q9KAN/SDmzIJLHe4GDkZz0oAugMeCe/p0oAhmAVUBYZznHXGf5UASx58sEkLjkAjkf/XoAQDI6MTngZxQAu48EjJznGc4oAYxLEHAwPbjBoATcGJGDxgfL06UAT2ODE2M43fxde1AH5Lpucnpk/3TgDNAFnzkt4jLI2wKCSzEBQB1JzQA7T9SgvlEttcxXMZG7fCwYY9RgnNAF9SGZdxLgcgZ5oA5jxd42hsnGmadeGPV5JUjULatNsDHOTgbRgc8kUAXvA/hmTRbeaW9vRqNzNM8rzPAsbMWPTA6DGO9AHaRlWIIIJHPXg0AWUcuwAPUjPYdKAJpJAkL5UgFSOeccHt7UAc18OiqaZAQ5YFXKnHUbzQB2Ns5ZiDwc/pQBqRtkKOu3n1OaAJ/NEgxjnGCBg55oAm3kBQe5zj+YoAlDl8Y4APb0oAsRkZwcAk5LdqAFGA5JbJ7Yx+VAEgwqkE4z2Pcd/pQBGEw5AGPwwPwNAEgYEgsNpPJ5ySOmKAJkwrEEAnODkE0AR6hrFhpFq93fXEVlbIMtNO4RBk8ZJ4FAHms+rT/ABl1GKHSL3Q7/wALWeoFZWaKSdrgxjkA5CY3HHQ9KAPT9A0W00O0jtLSzgtI0GAttAI19TgAADmgDVi2lACSCOScdOO1AE8S5JO05z3PvQBgfEvP/CIXAKE+ZPAvyjgZkXr6c4oA2tJ3fYlAGSGORnAyT1oA0o42AI2EnHYE/gKALEEeGyEyQQOeTQBYjVlOCAQTn2yf6UATWhIYcNjPI7fT60AaG3IBIBOenXigCYSEqBtIOR06UAWBJtOOc5x0/SgCdHJYnODzyfQUASoNhJZs478H6c/SgCyo3oSAQM5xxnGPWgCSJFiUqeXxnkAn/OaALMWRjC9R3AoA838a/Fgr4ig8LeE9S0C/8RT2s00kF9cM4hVcDJSM7uSQOSOhoA1/ht8LLLwjZw3d5p2kv4jkt44rvULS12NKwJYnc2W2liSAScd6APRUQNgkknJAIHX/AOvQBICcFcYHQ+vXigBZkGwMoywOT2Ax0NAHAfDr7RI1484IIvrsELk5Pmnqe1AHoMKEkn5myOnYflQBZjiVCSCSx6k8Dp0HvQBN5CyEl3J4BGTkCgBVt15IyxIye3PagCVLUHIzjPUk5P0oAnSBUII55xnPJoAVrfzOTu/OgCRIkWMkZJ6HHQZoAetvGUA5/H+VAEywBUIAOCOM9+etACpYqGBPGAQRmgCVYI1xnoeMD6UAcF8UvFOr6dA+ieHtEutS1m6twyywXUduLdWfZvLOckjk4AJ4oA0vAfw1svCAvbo/bp7++uPtM8t9fSXLFtoUAFiQAAOgAFAHbeVGAD1PQAUACRq24kAFc8YGaAMDx8jSeH9mFOLm3PzHGP3q55NAGvpSAW5O4kGRuAOTz1oAvLkgAEAdM45FADZs+QD83XHpQA6MtsAwc9+c4+lADthVSeM4A6Z7+9ADd5IOecdunPrQAhwyMCep4HI//XQBG5CkAqQTgDsDx0oAs2eTGe3PTHtQB+SaXDZAwR7Ad6AMvxULifw5exQWjX0kqGMRhgvXuSfSgDn/AIV2l1pGnmCfS2siPmLi7ScOSeSNvQZ7cYoA6bxR4vXRbd7S3gu7rUZIi0S2sO/Zk4DEngAH1oAb4L8MS6fNPqF1qF7eXNyUdjdFQQQOmABgDNAHbo5TAHJ6c80AWY2IwAcYGcd6ALULPgZOO/HegCS5lzbyEHkISx7Ywec0Ac78O1xpFsSWOYyQSCCcseeaAOztHdXJ+8QSCW9aAL6SknuDwTx+GKALEMuCAOOcEZyKAJo/mzuwSeB+FAEivk+wyM9Tj1oAsRuWQkYJHIB6cDigCQzEKC52nsDySPSgCRDvwxJJAoAlCrJgZ5PIwc4/+vQA9bVlfiTAPrjmgBbm5i0u0lubuZYYIl3SSNgKqgdT7UAecS6vc/FjVnttG1m2g8PWN9F5iyaaztclQGIDuQAM4GQD0NAHqWl2MWmW6W8aIqoTxGgUcnOQAMCgDSCgHJOSevv70AO4GOOeDnOfagCcHYQcjPXJINAHNfEgl/DI2jeTeW4C8nP71eeKAOi0Zw1mAxwCxII78+vf+lAGojbMY+bOOM4A+tAFiLA5444yKAHkhiOSAccDrx0oAnjIUA+gOec49vc0ASo5LA8jOMdeRQBYVgXGOcdO9AFmMsNpJJBHI9aAHKdxABxyenpQBajYZKg8EgYoAtJLwMcg4PTt6UASQvudiSzHPB/HFAHnvjb4ownW7Dwx4X1uzj8Q3EkolL2kl0IEjUlsgAKDnAwWHJoA3Phd4BPgvQ7QXs9vqeqCPE9+tosDSlmLEkAkgZPTJ6UAdwjFjkH25yRQBajDMCWOc8AnPbt9TQBKD65bb60ATRZZQT16YHJPocUAcV8OycXIVy6m9vDkjGf3p55560Ad8gzwxwAcnB9u/rQBLkZUAYwei5NADx8mCATgnNAD4vlyFIAHtQBMFHJLdOmT7UAKADnAJK8gAYBoAmLdQBySASeQKAJOM9Qcc+gNADo93QnoTzgDI/xoAeAGYAjJPPJ4HPSgCWQ4wOhPpQBxHxE8b3ekiPRvD0Wm6hr97BM0cF9qAgEQVQNx2hmPLDoKAG/Db4W6d4WU6rc6baL4guoIUu72GWSXzGUEkBnJOAzEjAHXOKAPQATkHdwpxx1JoAlLBVz94jnBzx/9agBVJEYJPUYyDg0Ac/8AEBN3hph8qZuIBknn/WrxQBr6R/x5uN2W3kk+mD0/KgC4FBJJ6DoQO34UANuGwg5IGQAMe/WgAiPBYgqcg4HP50ATYLIVGAV4OKAIAHYnA4Ix1yOKAHkA7SxyMHn+tADJAXBIbA4Bbv19ulAE1r/q26t8x5zQB+RUczM27KgcigCj4j1f7DpsiRK0t3cAxwRKOS2PXsB1zQByeh+LU0vRoIrPQ5pdQmR1S3gKoQ6/fJLEAZJzn8aAOk8LeGnJXU79Lw6hLAI5PPnLgc5IAHAAJH1oA7aAlRhieeg5GaALqs64YBin+6cigCVpSsYHJPI4oAmjldVAIIGTyeuetAE00/mWsoJAJjJJPPY/pQBh/D4mPRbRWILrDzknGdxx1PSgDrre4KuTyTycZNAF6JyQDuyT6DI+lAFhJC2CeT1HHWgCwkuVHcHoM4+p4oAkWYK4Gc4PU0ASxTbWGCxJOcDGKALKTAtlhyOvTpnpQBKWKgEDIxye2KAJllHBBwTzgDigBbq/isoHnlYLFEpdmwSQAMk+tAHl+paxffFnU59P0vU9a0TQolhMki6asYuyTkgNKuSuAOVA69aAPWNPt10+FEDtKQc75AM9PbigDQSbcRgZJGPl/OgCwkpZQc5yAR2GKAHBxzuIHfbnHegB6y7sEjLcjk9fb6UAcz8RblxoFoFJIa+tgcEZx5g4oA6XR3Z9PjBAGCRnuOTQBqq+CMctjk+9AEqyGMZJ4PUDHfvQA6OVSDgkt1POaALFvOSSH4HYA/pQBaWYlScEnOMk8DNAEsbbRknC+h6n/JoAnjmBVTyQOnJx/nmgCdJRtzwAOeBz/wDqoAkW4wAByecj8etAFqOXOASN+Oo7HHagDzzxf8SDc6vZeHPD1zqaavNcNFPe2mltcRWyqpLFnZTEDnAwSTk4xQB03w48ITeDtDigutVu9ZvHLyz3V3HHEzySOWJKxgKME4wB0AoA7JHG4ADAIwDycnH6UAWEbAwjZ9z1+ntQBMsp3ADk9z1ANAEsbEsQSRn06D2+tAFkyCOPC9T1HYigDiPhnlYJiQw/0q7JJz189gSP0oA9CikGCuR16cmgB6FRwSc5zj1/+vQBIGGQSOcfdzwKAJEcYUZxk9OgoAlVgWHOQf1oAfkcgsFJOSfbt+lAEyOowAMZHY5A9qAJCysACQufTigAO7aFAxQAkLH8j60Ach47+Jtp4avLDR7G/wBMk8SX84igsruUkqNpYsyJlgABntnjmgCr8NPh6mgxRanrdro954inEjT39lZeWzb5C20MxL7QMDBPagD0YSYUkAZwCCTkD0oAbFKcZJA75PUUATI4MYAOd3frQA12fcAHwcgcH360AYnxAUv4cRQC7fa7fODjAEq5NAGzo2Wtz0ADsQBgnr0+tAGgSFwO3cDvQBHMwKOSADkHn19KAC3+fnOcd880AY/jjRLnxH4burGyvZ7C7IDQz28hTDjkAkHkE4yKAMb4e6vNdackd5v+05aKRGJJSRTh1J64yMj1BoA7MAYGeeOmcigAZAQQ3BPQA9eKAJrUERkEhjnqPpQB+QadgCc54J5GKAOT8RfDHSPE18bu8n1NpySV8i+kjVeMEAAjAPcCgDKg+B3hiGQSE6q0y5xJ/aU+7JGCc7upHH0oA04vgxoQ2j7VrYCDAC6vcAAf990AWY/g1oLYzfa8nBAUa1cAYPXOXoAuf8KY0IBNmp+IoyOAV1q46fi9ACL8F9FZsvq/iUNzg/25Pjn6mgCwvwV0/AVPEfiuNcD7muTn8eSfyoAsp8H7HYyv4p8WkhSBnXJcYwR0xj2oA8Kvfj54j+FM40PS7a11aG1Dx79QaR5dqscZIIzx3oAt2f7X3jt5Y45PCel25kUyLJO0sSsAM8Etg59BnNABN+2r42tmUv4T04Rl9gw8pG7GcZz1/lQAW37cnjOeaCJPCumHzGCYzOR1wcEHGM9cZoA7eP8AaV+IlxdJBB4W0iUAfM585AOccZYZGeM9M+lAGZd/tdePbMnzfB+lQBJfLJaeTJPc4ySQD1I4GeaAN7Rf2j/iLetG83hnw7aRygqjXd7KmXAzjB5Jx0A65HNAHUeB/jj458ReLbLTdV8P6bZW88MkrNBM7MoUgAENjAOeoyD2JoA+g4boyRopOGIBODx05FAGP4s8PXHiaBIofEOq6AU3Zm0uVUc5HBJKkcdhigDlR8GL+8ilgufid40uYJVMcqPdwAMp4IyIcj6igCa3+D+qWMQgtPib4ut4xgAebbOVAGAMtCTjGO9AFhfhT4mOwH4teLv3YGT5do2fcgw/pQBKfhl4nYIo+LfiwAAY/cWQGc5zxD2oAfJ8L/FbKg/4XB4qAQnBS2sgCO3/ACy5/Hj2oAmi+GHixoyD8YfFIOAOLWyP84eKAHR/CzxYef8Ahb/iwADjNvZZA/780AYfj3wV4o8P+G31Sf4n+IdXSxniuBY3VnaBJyHXCs0cQYAn0oA4u6/bafRNTu9H0/wnJrT2c5hMq3LQmQgnJCtHknJx0znk4FAGoP2x/EMNvFPd/DK4tfNcpGk+pBXOCAWK+XkAHjPc4oAZqX7bOs6VYm5n+HscgDmIxw6wrurgEkEBCcYGc4xzg4oAztN/bz1mexS9i+Fd6bR32CQ3xHTgnBjzgHjPTPGc0AXH/bv1eCUo/wAKtSaRVaRiL0qAoPUkx8D/ADxQBrp+27r1xKY7f4WXVwymPcp1JUOGBwxLIMLnjPTg80AXf+GyfFY1E2kfwkvruUA5W31JX2kDJOQhAXGOSef0oA0PDf7XmuavqUFhd/D/APsi6mvIbVIr7VMthz/rOIwNoAOOeTgUAfT+nXsl5ZRyOu0uDwpyODQAupWlxd6dPBZ3r2Fy/wB26jRZChPcBuD+NAHnU/wp8ey3ZlPxp12CLcWEMOkWA2gjgZMZJ/HtQBXsPgb4rtDK8Hxq8WxtJK85Is9PC7mOWODCepHAGAO1AGonwn8cCIxp8bvEoYgAu2m6ezcHPH7nvQBdh+FXjkEmX40eIZhnjdpengkEevknpQAsnwq+IcyAQ/GvXLcAYONF08k8dc+UP85oAda/Cf4ixKUf4462+Twz6Hp7EAHPGU9aALMPwm+JDqw/4XjrQPJBbQNPJ59ggxj8aAJYfhb8TIlyvxt1Jypxul8O2DFvrhRk/SgDhbX4s658E7G507Uo38c3NvqNxbTahcXlrphYs29SUbCgkkjCgjjOaAJ4v2y7j7QsEXgV765kSN1htdagJwykkb2VV+UgqcE8jpjmgDUf9ri4TWbTTB4RWW5uwBH5GrJKoJGckhAAAAQWJ5wcDGCQCTxF+11e+HLq5iPw+vbtLQk3M0er2sYijAGWwxyTyCABnGSfSgDmNU/4KA6fomny3954C1cQKGMckGpW0qSEYLYIOQMEYJHOCMA0AQ2H/BRKzvbT7YPhd4se2YkxSLLAQ4A5OCQQQCCRzgHNAFTUP+Cm/hCykaK58EeKoZUIJjcwKQCOCfnJ+nqKAJbf/gpn4altGnT4eeKpQiFm8tomC4A4J6DjnJ6igD6q8CeNI/HXh2z1e3tpLSO5gjnWKVwzKGUMASOCQDjjigDoLlbmSzmFtKkVztIikmUsitjgkAgke2RQB5xPofxnF/I9n4z8HC0JG2KfQJ2ZR1OWWcZ/IUAZOm+BPjLY6ld348W+Bpp7idpyz6BcgqSAoUEXGSuBjk5FAGp/ZfxyMoH/AAlHw/KkEE/2JeA5J4P+v7UAWv7M+N4jKjxD4ClcAcvpF6g9wMTH8DQBAlj8eSVJ1f4b7QCf+PG+JPPTAloAkMXx5V2CXXw4lXP8UOoISB34Y4oAtRx/HExgCX4cqcA7vK1E49erDJoAyvGV38YrfQpZtStvAsmmW88MtxJayX3m+WsiklEYEE4HGSMe9AFdf2w/h54e1V9Hvry9OopM8W23tGdWcEZUEEknngYyaAIb/wDby+E9ndNZm61uWcMyhYNIlckqMtggcgdz/SgC+P20fhpd3cFlbTa1dXNw6xxx2+kzSBiRkEMAVII9CeQR1oAbe/tvfCPw/OIdU16909zwBcaZP1zgjhTgg8Ht70ARv+218JdeQ2Wk+JtQe9dd0bWmi3UzqAMk7RH0ABzkDigDkdG/abt5PFc8tvatFp+oRGeG+vYJIIFmUlU3lgCu8AkggHjrQBv6J8d/BfhZ5dR8V+Nr2a9uEE7QeVO8ESk8CNIwy7AeNwJBwBntQB6d8P8A4zeE/inBNceF9UfU4oZ/Ikk+zyRKr4BI+cAnAI7UAejWQPlHdnJPQ/SgD8e0cjuD/jQBOg4wMHvzwf0oAVUYAqWJGcg5/kaALESMqkZyT1JGaALUUyhgTyQc4z70AWfOyQBkkZ6cigC0v71QM5OO3X86ALEJAySxB4wDwPf8aAJmwnmk9MZ65GcZoA+DPi3YG68Ume2uo7kyyOzW5ILBt5BUqMEnAJ47YoA5STSDPpqu8k7CI4VoY5GG05weehyCOo6UAR2lrJaS2Riii1VsmU2gDE4I5Uk8ZwCcjkEUAb0ut6HdwW0N7pt9ZXKLhF09ynG7IYZzk9sjqR60AbFrc6PrVw9ray6/eRxxyM8TgySsSQck8YGBzyTkUAbE+u23hx4rmLSJjLEBGqRW27em3LAkkEDkZGCTyCTQBo+Kte1PUdM0szeGdQ0+yaUCO42seCAMqWcjkHgY4xwaAOg/Z2ukn+K0sK3ckkSQTiMXCjfgMuckAZA7DoOcCgD7dhP7pADgjAHHHQc0AWo8A5POOOuBz2oAsB8kAb8k+mOP8KAJ42JlAJyMHJ6GgC4zeWCQc8DPPFAEaMGlAO4jdngnFAFpSCwLjKYHC8cUAPQkEjGV65IJOKAJYWEakcnPUYoA474yAzfD3U0CGQsYwIyQof8AeLxnoM9OnfvQB8u6xdS+DNQubrTPB13BqMspxdHWUMQG4EgICCMgAAEYyMEdqANvXdR8W6j4eu7298YQT6dEyXRgj8hAI2I2rvVCysM5YAkEDqKAI/hqbJ9JhgS30+/unuLgRXBu1YiPzCN0m4naGOQAeuQe+aAN7xhp4i0mC606CzFw0iT+e2ssqARjBUKDgkNjIPUDgjrQBz97deJLrSzpN9LaH7JIMWdu6zG4Mh5G+QsQNrnJJyADjPYA0Br2palqEVvHaeHYUsL6NAizxTCQpA20PhBhScEHHy4yD1AANDwxe3c+mTXOoajcvBAzm7u44DEEVgP3ZkOASpBOQCCMZHNAHTQ6voOualpN9aT2WqQf2tbSIZo5VYqPl3RjCgEMc8kg8kdRQB9eaLltNijACBQeFOQMHt9aANGCJchMnI5OTQBKyAtjoMYOP880ASxWikEc49QeQKAL8UcaAZUAk8k80AAjzIGK7z1AXjA9PrmgCxHECSTkA4IGc/hQBYSBSwPI9z6mgCykYRiwJ5PfpQBIUDEHGOTjB5oA+X/Eej2eveIPEttLor6ndy384WeUqiRkFcEMxwSAOwOM4BFAGVc+FJ/Et9fyz27z2MYUGGKWIxSSAYJHGSCDgjIGR3JIoAnkudB1bVpYIXbTNQsokgjCmNYd5YAFgrAkkqV2kg4yQOM0Aa0Gj+H9esJjqCWutzSxtJIouY2QAn54wgLE4PygZHJJJzzQB5x8VYfD2gyXlvZ6doBSKOJl0uW3DOGGF2EhBgFmRVPILEkkYzQA651jw9plslhqNzqWn6q8czLpNhexvA8wjBeN2KsMgkkZJyV6nABAONi8RxeONOa2vdNuYtCm2WUuqSC1MpIjAC4AjYHzAoztxkkEnPAB1PiTQ7jSfh5Jpd/qun2mlRaeZj5Esss+8KVRTlHGCSMgtgEEAjAAAPtf4K6WLPwHpUDO0hWzt1LMxJyIwCck5OfU0Ad6lshCnqAMAZ4oAkW0UAgcd+epoAl+yoU44x6H3oAkEIXceASMYH86AAWSOxJJ6c470ASLbKqAoueM0AOit2YkuqjnoOT/APqoAmW0QkZbAHboeO/1oA5H4uwIPh5rfzEHyQcHHZhj6/SgD8/viFZ3Pjv4nXsOlaDrmpJbas8E1rbr5SIxiUkCZgFTcQOOoGSM5oA2JdEPw6tn082EVhqsl3vFt5QuYkaRRvDyHBKKqgkhcnGOeoAOl034f33iHw7PqUeoaHHFc2rRWYEX2GBGDAmdVVSzMQWIAwQOuATQB4v4i8Ka/qviu40Wyl0u3mdBFNdjTAiJGoDqzTSSAFpChOCNuATwOQAevfCPRLXwbpEMhstIbWpJFN7e2NzEqvEQWYuFL7hggBFGCQcEA0AV/Hni7SbzwdcxxW2oXWpxXyXBLRbdoYEgoixklVUYJIAyR1xigDkG07wlZaFbQRPq99HZSNZxxzOh/dyKXEO9IyWBJZyCcA8HA4IB7X+wRFpy6Fq4sIEgRdUK4VCCwEa7ScqMnrnqMjjjFAH2pbDbGck5yetAH45hjkEkjA/D/wDVQBMjbEGeGJ5OeKAJkypGSSBxk/WgC0sgMZJyGHABPP5UAPjYBgSc56KetAEqllIKnA6eo/KgC2JgEJZuQc4xzQBKtwSAcFlBz6f5NAEzbpInIGQVPAOT0PSgD5D8VeD47vyLuOCWLUXu3iEszgIpLnGc8gHocHjv60Ac3c+F9B8I20z6zFrUOqBd0UttKrwFzn5SFOQOeuSfrmgChrOg3l5YwWGkW17eiKBJQizKdpc5JIHucYB4z0oApp4N1DQ7o3kH2sSqURRJaSOqhiQQWPAAPGccnOMUAW9Uhv8AwoszytE6TfOVguCFcjpwBkYJPBIPNAFvwu8nig3cmkadfWjOwR3S93IFCnK5bDFieQBgEcc0AekWgv7OKKW4sb69sYwsDXf2gZaYAAAAs3PoccZPSgDoPgf4ae0+Ks93dW1zbubd40S5ZZCoLAk7gOCQe5yR60AfZFsUSNcFc4HIBA6UAWEcFz7gYwMfpQBYjcICzYHIHTB+tAEwlBYAdQOKALccm7GeTj14oAmQqCQxz2GOTQA4yBQRnJOM+n0oAlhk3qAOp5ABwPqaALcZBBUgZ+oJyetAHDfGxoF+HOombeE3RYaLG8EyDBGeCfQGgD5c8R6I+qzzX84kmtHVoxcahY27DCPhQIgQ28j+Mg4weOcUAS+JvD3hTT4NMac2NmbUI8li0aqrrI20hVKE7gcEDGCccYoA63QdJNpZ3H2KW9V5iUj3WKxEoOSSeQAOCMjJ5xx1AOXvtURy8F3qWt6QwVppLhIyIw3IVUPkFSjAjGMnJyO9AHA+HtT1X+1tQttG1fWrDUZFkurq51KCIGaQRkjkoAoJwDgAnIPPOADY8B+CNd1OS6iHifTRviW4Z4o5Lu9ALhmEqqq55BAcE8EKSewBvaVa67bRQxCCaKyt5AiTvp8e4XDyFpGaOV+rLgYUNgDjFAHXafF4rsvG+jNdO9zpg1GF1WxlEqxISTgqSFCAnsSQT1PQgH3DoblNPhJLZYEFScHr7UAa6HaeMZJwR39aAHpMXOMBWHGR70ASmZ0YADIJwOTn60AWkfYDj5iRjnpigCe0uNpA6E9c84BoAtDOck4ABxjgkfSgCaKQKoBbLDoSM8+lAFkFhjJ54wRx+PNAEkUgyCSOuDkkmgD5yvtMT/hIddupIGvjDqVyRAEUqwIXLYI5KnByCemODxQBgLN/aNmbK2tdYuJbeIwTRqklvJPJGwkGHcDClgASMjGQCccAHLeINW1XT/Edotzowsr25kLxxSX8SFX3jG0lwWcjgDGQuc5HBAOntb24t1j1PUobsxTLJKls8qyCV2IVBgEJtzkggDPGeKAOD8Q+F/EusQm8svCmhR6oq7Hn1C6ikEcYKvCVjQFThgDznnoRQBkQWviXULVpL/WdGTVza/aDHDEDLFcqSZCqRgEnAyS2cEjoBQBifEvxx4IuILh/EBj1jW32GCIadKk8koiCksQ42gOdx5JYgcYNAGDe23j3xZ4b1WSLTXn0iKCO3H2aZpVliCglTt+8AwDElgFwQMjigD9JvgZEYvh/oqvguLKAHGRk+WBnn1I60AejgEhTnbg8Ac54oAUoQyknOOOefxFAEygqM5J74wKAJE6nd260APMgJAJGTxg0ASKxzgnjGcelADjLkbcgDuBxQA9RgFgSF6nA49+tAHH/ABejMnw41sLjeId4LkAZDAg5OMcgcnFAHwz4yj8R6/qep3+lLbaZI2rqsUjXquRLEgDssaKTIQQAck5Byc9AAdD4MufFFm8d/eXWnfZomdxayRXE0/mH/WCNWIUckEqMdT0BAoA0fFfg/VPFWnRvJrOmaXdC5j2W99ZI0qJIwBG1v4ScnAIGOCTQBi/8IJ4rSa5udM07wZr7m6cLda1ok8rSuDtJG8kBRzgAEcEDAoAm8PaV8Qta0S2i1C90WCWWYQiCy01GGNx8xiylVjLH5QcEqAQDnNAHVz6RqXgY3V1qV6r210xUShvOBCgfI4ZCCgYcDg8dTnNAHJK9p491SXTL69luzawwvMEt3Uo6kswkyMYAIUAKQM8cCgD279mme3lvvEDxWtpZedqQcxWkYVVPlgAAjBIwM5IySTQB9KwHcrdevce1AH4284IJORzwc59qAJgwUDGSTxk84FAE/OAAffkigCeOUggDk/T+tAEu/sO/XP8ASgCeE85I4J55zx/WgCUdiDg+vH5+9AExJ2qc5HoOcGgCwkpijIHUAk46DjtmgDwq81fTo9Fu7y81mMSPPIEhnljTksVAIxkjoSevHWgC3o1ve3MonuPEWmTvOqRRiW4XYSB87ADkhlwMdCBzzQA3xOV8I6BeXcR0oW4QxCKKRi8isckq5cFccHgdOBQB4mPGd7rk720sti9reKImkSPcyhGyD8zA/MTjJ+oGaAO4h1bQL+G3060aK0s7dGAkv/LZpZBgsAAQSMZ+8QD9aAOZ+KdppWm+TdaXdWb75MRR27ggqFALFS52sCcdAMYIoA1PDXhmWbRYAfD1je7vLIdtQt0dM/ebHmDLYPOB360Adx8G9SRviWIY3SBFtpFWNGV8lXGSTknkHqT2wM0AfX0EzCMENlSBgjk4oAs2r+ZITkkHIyeM+9AFwdQobjFADvOG8AZAxkev0oAspIFABbkHBGOlAE0crK6nBIBxjI6UAWn5iwOCQAP8fagBLfcoJzkHn2/GgCyJWUEAZOc7h0zQBxPxsElx8NdTRSwdzGo2YJyXABGeMgnvxQB833Pw11FZ9T1C/Fxezq806mS+WESOyhCwAdgu4Ag4Bwe/agDWm8J+KvEWkuJbJEMomU+VexhZUKhQMmP7ylR83UnnJ5wAclYfDPxTNdGQeHNasFm81Hdb8SEbgDlMgkliMkgA5IA4oA3vDPw48WabqkSjQ7hJYrcLHdapqEkUSuWBDDy4iQ/OCDjIBzQB0vgTwte6ha3kWvWn9qXVxLLPLJb3kqRgRkBAgBByCMkkjjB56UAVU+G1pqGr3s+gaFPoUJiRjqK3k7CJlbJYJk5BYZyRgjkL3oA7c+Eb3+xHn1W4MySItrLc4lhfL5WTaSVAOMEEAk5JzzQBPpvg4W8mmx2STz2QvrdZH1BXm2uhAMgLHaCeAASQCcg56gH0/o8jLZxKSCRzgHgeoNAGsMZcmQ5xjbnsewoAkikzGSgAJPXqaAJlb7rEsT1PIoAvKx8sAgIW5I6kigB8R8tQQTkDrwAaAJo5jk7iemcDr16e1AFq3OccYI55Oc8UAPklYkkcnoBx/nNAEsTHCBick9AecigD54uL/VbrxPrmnWr3Qimvrkhbe4MLICQM5KEEAgcA85zkDigDR36hpSzC9ivkkljbJS7aZ1QEKAFUDnGWJAIBIGO4AKl3o11qVtJb2OnXUMuTDLeXFqXuSjAFgruQFJHG456njtQBoaR4O1PStKSK/nvJ4A0kaxG3ViC33BgA5CqMHseST6gFiHRJb+3SysrxtOiBBlgOnNNvIwANxTAPA7EAcccGgDB8UPf6JapYXulW95Eyyx+dbwPaymQpuEbsoBQsADnjcQBgHFAHgU3gPW5NcnbT9C1KJ7mDL6jqMc99EjhlcGMyEqrHAXkZwDkg4FAHpklt4h8N6Nf6ZYaU1pJOLu4luNTuIgtxhQSUEZAjHJIABOwHGSc0AfXXwikdvBulmVY/MNpbsTEMA5jHTIGB6D0oA76NgoXJJyck96ABnCgFFzk59envQBJE44JIJ6EdcUASeYIwCfmJ4BA4+tABHhwH9DwM9+lAFkuigAsMkZwO1AEczkBSDgMcdAB9aALHm4jCFgCcEEnrQBxnxedI/htrpePzh5IyACSfmA/zz+VAHzKLyaPWp47G3lgsrYPPBNaTwIJQAC7MVVmJByGIIyAAOeQAdEttDeanBPHp93rDvv230rNNErygEEAsCvy5JwAMYHUmgB0HgDRIbV47bQJkWWYyNNauls8jADLqMg4BGQAfU59ADkNW02x8KXc93Zax4sv5PPkC2x1B2ZgoUM/mAsEJyACSCOcY5NAFbTLjToLuzNv4fv8AWraYQ6fKsszTqGMjOzl93JBwQ2c8cZ60AblpqFhqcCRXtraaZ5U8ka2sUbrM6MQqH+8WHPzEEkDgeoBx+lNpUXjK71WCV3iuZGt4WklmUurkK4IcYZsgYAGQM+uQAe2fsyav9vbWT9l8h11Jo2CliMqig4yeB7YGKAPpW3J2HIIOe9AH42QsASGySfTp0oAkJIJbbjuOe1AEgzKCAc5GCT19vwoAsRgoAccZyCMkdP1oAsRyOWYZwcAZA4oAspIEAJ5IOCAaAJlXzGBOQ3X/APVQBLHHkgls9BntQBMI2BJABB685oA5u7+EfgzU7h7m78M6ZczMSTJLbgkknJNAFWL4JeBROHHhPSxg8H7OAPyoAuw/A7wCrFj4Q0ln4/5d8454PP8AOgCb/hQ/w9kQk+EdKLH5s/Z8e3r0oAaP2ffh0wBbwlpZwRjbGf1welAE7fs+/DmTg+DtLHOQRER/XpQA6P8AZ4+GhGT4O00nr91gMfnQBs6F8FvA3h3U0v8AS/Dmn6feqComt1KsAeo647elAHcKRGAAfkAGB3P+cUAW7S4PzEHO7Hy5yfpQBc85QAHYhhjA9KAHFhkAHrkFumR60AWUkVlOTknAOTQBOk4wQCScA8Hg/n2oAsCQeXnOMjOetADlcMAA2RjJAzyaAJlcBSRJg55HvQBT1zQ7DxXpM2l6mjT2UxAaNWKFgDkcjBHPpQB5uv7J/wANrh23WGrFTu/d/wBtXQQZOSAA4ABPOMYoAUfsi/DCfEUun6vMmfuSa1dsoOME48wDNAFiD9jr4XW7o8emaokqklXTWbpSpJ7YfjHt60AWf+GRvhtFKJVttdW4UswlXX7zcueCQfMyCfagCa0/Y9+HSiRoh4jiL8usfiC7T0ABw+SOB1oAn/4Ys+GEjlmtdcZ3UBmbX7slsY6kvnsPyFAFmT9jb4bXyFLiPxFKgO4q/iK7Zc+pBfGaALml/sgfD7SNQt762PiKKe3lW4RR4gumQsDkFlL4OT1B680Ae1WtilnbRwR7gFyPmJJOf5mgC4LZSQdzE9vSgCQBYgSQcHnOcn6f/XoAWIeY5dzwD0JzQBoQONpBfJA4yccUATxxJu5PHGF7ZzQBZEIYg5JJAHBx07UAWbdNgU46nsOtAEgjV3Bzgnng0ASpDGCCc5AxyTyaAPLvFf7MXgzxtrDanf3PiC3vWmNwG07Wp7VRIwwWCoQM4GOcgUAYA/Y78H25Ah8T+O7YKTtSHxNcLt5zjJycE4JGecCgBt5+xp4Sv5GkufFHj+5JYsTJ4puGwSQSefX06UAX9O/ZK8OWMTQ23jL4gQxtkFf+EomIweDwRxnmgCNP2O/DCs4/4S/4gqmQSq+KJwCQcgng555yfSgCGL9i/wAJpdi5fxX8QJp96y7pPEsrAMCCCQVIJBAIyDyBQBq3X7KOmXsIt5fiJ8SHTncG8RsQS3JGAmDnp3oAoS/sTeG7mV7iXx38QjNLEYmkfXgzbDjK8xnIPHHtQB754T0FPDOmwWEU9xdrFGsYmu3DSsFAAJIABJAyeB+HSgDoOGUHeBx90HuKAIxI4UDeSM8duM0ATiPCjBLY9TxjPSgCZyhRcAAjn3oAUsioctgg9ucH0oAdHmQk5GBjOev1oACCAgOSCeMkn8aAJAobLl13AEjJoAo+I/DyeLPDt7pMs8kEV1H5ZliALqMg5APHUd6APFr39kvVbm5uXT4yeM7W3uMhrSBLQRqCAMAGI4GB3yaAJrf9lfX4GjNt8bPG8bJtIOyyz8vQ8Qg/n1HFAENn+ydr1hqZvl+M3i6W4OWYTWli6MTnqpiwepwP8KAIda/ZJ1zxMXj1D42+NJInBBit4bOBCG6jCxDORx7c0ATWv7J+v6Pp0Nnpnxn8XWFtBtVEis7HGFPC5EIJGOME8980AXNM/Zf8QabqD36/GPxW9y8nmkmz08LuxwcCHqB054oAop+yDq8eoT6jH8Y/F5vZ5PMkmlt7NzvwQWAMWASDyRycD0GAD0D4V/By++G320X/AIx1TxZJcXAnEmowxRsgCgbQIwAQcZzgH60AepQEbTj1NAH4zQOd5HYA0AToAyZPXNAD42LAE9eelAFm3YyhQ3Td2oAlhYs2D0xQBejQEnJPX1oAeJG2kZ44/nQBPESyo2cH2+lAFgEkNk8+tAEiOWbknp6/SgCVJCs7AdM0AW4BuJySeO9AFvkg8kfQ+1AD4uFJHXNAE6SszFSeOaAHIoCK3UlcnNAD4c+Vuzzg/wAzQBJAN5CnkHOfzoAsoNkmQcUATFyNoz26/jQBb/gX6UASROW384wBjH0oAsQzNsX6DmgC+n7yNQfWgBIXJB5xxnj1oAtR8xt7YoAejEAEMQcUATRMRNjJPA5NAF6L7wHuKANFT5ZOOSAetACffLluT70AX9OYu2TxyOlAFpJGBYZz15NAE0GSxyT2oAugkbeT0oAV5WBXHGTj8MUAWoSRAGzk5HJ+tABP865POMcfjQBJbwJt+7xjp+NAFpYkCsQo6igC5bfOEB5oAtAYbIJ4zigCW3YyKATwDxQBYh4ye/096AHqxLAk84/rQBPk7N+eaAEmG0oR1LH+VADpZG2soOBx0+tACwD/AEgjPGR/KgCXly2Se1AFiOEMeSx6dT7igCfyFKqxJyevP0oAnWBSgJyTn196ALKqIg2PfqfegCSX5lUnqDxQBKlsgToT8p6/WgC1BGGCqc44oAWSBEGQoPPf60ASRwI+4kc7d344FAEkMKsMEcZFAEhRRtGO/wDSgCUW8fGVzg7efSgByNnsOnp70AIHLuc9umKAJc7QB1HvQAoYmNj0JB6UAVoSSEJPJUH9aALjfKw/GgBu790W7/8A16AFeRgDz3/pQAxuCvfnHP8AOgCe3OVYn1/oKAP/2Q==)
A Đứng dưới chân cầu thang.
B Đứng ở ván giậm nhảy.
C Vừa rời ván giẫm nhảy.
D Chạm mặt nước.
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra chương 1 Cơ học- Vật lý 8- Đề 6