Tài liệu
HƯỚNG DẪN SỬ DỤNG MÁY TÍNH CASIO fx-570ES
Năm học: 2008-2009
(Taøi lieäu tham khaûo)
LƯU HÀNH NỘI BỘ
HƯỚNG DẪN SỬ DỤNG MÁY TÍNH CASIOFX
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dqosENfclEpcFhVjW1rE06KK2WOQtlMCvVmfkHYIabaiLsV9UgHbjkLXkQ0EEa77SzZ2OIoq81iMjIyPgdc94zn6buz2bHvNRMVKbNtYKwnbpZPWu9SlAkNqg03ouqCp+5ssLVauvuLK8RsEPyxVTag9KXayj0uoU1PhkfGKbfFEJVZixqBDKNKKw2WwsHMlrNUrgI+kfDkYnHH4FPZLGaiv5720kh1lUEm7Z/gVDyFev7RaGDYrXMsalMlR041272S9frhPrcMCuadpLoL26TnzSWP0yzxeqtEe0n/AJBqX0C01bj/ABjb2PcI5KurwpjIyPibyz1V+50tfxU2GuV2dQME2tZhmrpTTUZy1jK6V1K+1sV4XILr26SbwP1NyvCKNh7dp1q0YqcgQMqnr9gdhnaO15KbEMo2kzQqtl1lsKW1ktZrUdrEZGRkfD/WbGx57NZM2H7N3pNeiW+UNs1ZU7SrOHAyD6DqTW2hYnX1fV29zZ8t2kV4RrbsSwSEx2VObaeW1Gk4Dr0B9JSEmExeycoqttDYOfbc2PcI7FQV468ZGRkfD2j/AA0ynsWhr/lvwKVUpALBFJno19SndvJq9jWs4zX13ZXrqqheWSrpsTNDGvLVatG9OMUVe5n8RU8m0WRa+vYFOMZ+OtXLbthoqU1hNZUR5GRGR9I+Ju7HexHvKfHrqAWa1sXapRRGjteTYhFPTqUxp3ekBq3ti67Y1q7mCu6hmm7Tr9OS3bw5LYUasOBkgLNTaYyorZVHFZ16XHOos81Kg007qzgD2PWK/CMjOPiPb4UvPyM1Nfz3d6/tYr1JYteys1WVLYXE2UBYR6K3VxpSTNTV9KljJa1azCujclke+bLXDcg61mqSwOw7ZRFHVLS1gjbdRbR2QXJe0VLc0nNSuSxYQA5GR9Ovwtx29DP/AG0yPHU3FVnqlW68LIpIp7avTJ2NlMo2yTlQqYD1+auSSrPs2gKrSrTat7i6fqkbewuKt+o8hUsJ3VU3prthD3WDsZo6/UN3Z9hjsWtX2ZGR9I+zj4DIgh2FDwzrdiMj+8fq6z8radSHb/t5EeLzTx20XaJjfBLEnTtqdpUk2lRVSC129Wuavo/1g2p1+pRu0MyaibcRoV+Q5XXQ9pPcA85WX4kxkfSPiMieGF72akZR2pKwDgx5x6F2V2NIwcChaNl0I1+l9GuRZTYrKdy0q0TliWwpIcx2tsKzX6xjnb1ve6um1ylPbWZrrpXEbuzwMe80Fd2xkZGR8Z1cGxZpuVjY5yrdbTKreVZHnOc5y9W9ZVNVmixl7uvUKkiny37ab9moVXZ12lm21xvZMGozYx51UjRo2HS94xlWISAzkZHybGvRYy1p3Kz81HU3HGLcDR+k8FBayoZ2F9qKLLKpKamxgJ9Rc2eyOs6vvOc/4l8E66tXZurPVX7nXo8z+kHHppHOxBglE5HyrNBFmLWncnFtdWKtuRnAcDIznOcsUEWcbpXDOs18VMssltoaSWJFhKOq4joWnzZsDGa9HiRH04wqwznVq8FkTkT8qxr0WctaVq8EnViRuSjE3UuznOc5znLuq8hmp1YqdUrbtvZ8df8Ac0UeZ4xkZH2EoTzxGOd+MgvlPqJsRZ0c42q6uSr9hOK3OL2FdmQcFnOT1LPxWNp/qLAxmuR40xGRH3zETkpjJ7hkHE/KIBOLGnrtx+nsKwgIJiZjAuWgwdpajH7Bz0yE5SR5ngPERGcf6iWJZ0Mcg85+U2sp0WNGM42m+vIdZyKyiyKK5yrWFUDGRH+2YgslXGdpHInn5UxzjNehmTriDArFEgGRHwZVGckGQXP9gSoztIzE5//EACQRAAICAQQCAgMBAAAAAAAAAAABAhEQAyEwMRJAE0EgUWBQ/9oACAEDAQE/Af6qcqVi139kdRSKLfqa8vrHlRHVaI6yfZSZvl8zJbvfFFYjNojr/sUk+vRcEyWjXRVZrCbsXW4uViby0n2S0f0Sg0dHZowt2PmvFYvMtKLJaMkacfGIuZxs6Ex4ReXzPcSPLDNxFYXO0y6NmOJ0WNWKxMYuVistFG5aKNy0L0fEdllWPboTGkzrn2/BqxRPI7PH0bzFW6Pjg+icPF0xoXo1lOj5l9o0pXb+yUIuN9eunRLUlJU/VvFf5tfy/wD/xAAjEQACAQMEAgMBAAAAAAAAAAAAARECECESMDFAIEFQUXFh/9oACAECAQE/AfhI7EfHxaerSpZyNL0Om09OmIF92/CF7HT1JYmvZyflnT0Kf6VUrx1fZyZpKqp6OpNZEpNA8XVbG5zvyckFKxas0vorBJptTUakVVSKuBNTkqj1vMTREmUJnJAmMge6rMhkmCGSYIdlvQQahZIJZyNEtDe6rZXhLQ2abTZ7swSQQSN2TEx7zvnwhju9xHJEE2i02akiN+bxeLTZ7uUc3m0GfB78+E2i8dCCTBFps+rJqRPXgjc//8QAQRAAAQMDAQUFBgQDBwMFAAAAAQACEQMSITETIkFRYQQQMkBxI0JSYoGRIKGx0VBywRQwM0OC4fAkY/FTYJKywv/aAAgBAQAGPwL/AN7WgLT+HEqT3ZWD/DLOA7hAuc51rR1Tm1WWFomfd+6kGR07srBWf4OT9lPda9oIUCq+2Zg70pjXOs3nOMYB+qF+d24ujnpjmjacjVpwR34wsj7fwW3gPxSN11wdcOYT6tV4c8i0QIx/CCVKgysGfwROeXfcDBW+2RzCx+DCz58M5d0NjaP3WzzU3CuPzVr9x3J61jumm6HTMlb/APM6eA9VBNp5H8Gt/wCqjQ/gxhZ84XclJUI/DS3R68UW/CoqMBX/AEtYx8DtFFem6n8wyFMhw5tXA9FjH1Ql8t0lW55EqQZHdlEU5zx1hFz2kQo0PfhY80Gdz6nHgOqDdXcT1TiN50yhr+qzEqDHoVfSJpP+Ve1ZtW/EzVQHyfhdquR6oy3XiETTLRPTRP2xaLOKIByOHdkSjGenNCTLi7MrOvcXch5mSi48VCZT4U98+vBD/wApoIwMzPFaSOoWMqfh4oMzPVHoYW8zPxBeyftmfC7VW1LqTuT9FvY6hThyESGxED8Y658yGc+5zj4Wq93jqG6FMmBoCpIgnVElu836IWAbqMzjMBX6nQLSbfzVpi62cIDXCh7Q4dVd2WqWfKdF/wBRSLfnZotQ4c2rdM+fJ4dwbwJF3p3NZEs4yvTVDEDVAYMaoN+mVDR4FAgAJrtA4apobgcig2cnnlQSJ7r6c0n82reG2aPebqrSd7k7BWD5w8zj8GMei0n0WRKEc1J/JE/Cp6zPFZ3bhMBSPdVwdu/dAusjlyTrYkj7KQZHfvsE8wqjdoXMEWzwWTPmw3l3ZWD35C3TKzgq0YREDe/JA3bxWmeqkMtJ+q8Il3VXsb0tW046aQp09UeilAHXj5su5KSmNb4nL/Lq/LoVfTkHRw4t/DkLdKyFkIQYXiAg6LqOQlR3bob6FHe0HHiUOm8e+fM7McNe5ldgkMEOju6bM3lWurQgaFVr2Iy2I/Dy9Fz9F1QjAAhEuzKg4jxKVlSdXZ82amp90cyt7J4nr3YVzqAn5cKo3s9MNxPqpDitrS3ag1A0f6plRujhIUvcG+q98/6FF0Hk7H4Mhbp+6hwWJb6JoxHHdTWHTX6d88vMwPBS/XuFNjQ5xEmToFxpu+4Tbd5p94dxq9keBPuHT6KHBrB8VybSYfA3U8AjsyR8x8RU3OK8UjkVadOX7fhyt3C8P2RLvEe6VHmMGHuwOnVXR4s9z9oNx4ESMEJt0N4Y0/2Rt3abG7+cK0NdbwIQcytOILFJwrP9bv6fkpOnd1Qc3Dghy1HoVfTqYjwp20bbb+P0z5nd8OjfRADQJodJLuAQbe2PeY9viRNOo+kOQVWl2cG4tPq4pwDi10f8CFcV234ubor36kGPRV/5lBWFopTf5P8A9FOp0Q3dMF7lvsp1G/JgoVOzu+6Fxko3MNnP8GdTk+Y2LTvP19Eah4dzwdQBb6IssbI0J5oUZJbBJB4Isv0xPBB8Wl2A9nEqKnaLqXpkq0DGkJtQ+Cpuk9VdT8XLmoc0j6LSAhSZlzzACAGkAD6Jxg7J5lrlqq9cg7MAlS6rUZ0pmIUmptqfEOGUKjdD3R9T5gvcYa0SU57uJTZ1dvFS9wHJA1ADA/xGFBtGs2q3gHKvVJurWySOCy+Ij6qGlzTrEyttUhoBiUSxzSE6hU44Vtpr0Ro5viCj2gPUKOz0HH5jor6huqHU/soZUa70KLXNkE2wRqp/s7fotmGAMiLQiWNNSjwI4eqtaCTyATKdTx8Ry7rviz5gUBq7LvRMp/Ec+ndY4w1mP6oOYRkjwuyEyg4CeDh0VrbXHi2Vd2aps5/y36K0sA/7l0hdn7KzwgStoHWmcdVZW3+FwwUGy0cl7UC4CSYhYVSNXbn3RjDWjU6KXQ9sxqm1Bo4TldeCIuBc3WO9tPjUP5cfMEnAGqdUPE/kn1z/ACjuFRj7KkZ5GFJpE/MzKq9srNh9m608AhvjaF3H9Uxz5c2MXfupp4YMW9VZVuplp3Ho7m2ZzZr9k2rVpOZTZkB3vFVamubW+gVgG0kTbrhQyWOG8W80adQEtd+ScaV1VgxMQUKTWPbzJHhVLsrcU6bdFnwfkmse217tOR76tX3W7jfMbIa1NfRdSqdLkM+qb2dpw39VE3t65/3VsFrzw1BRa8S12CpZ7anzGq2DA4udiyFR7KDvPy8jioa4lvEaj7IbXWZkaH9kC/XjCdW7I4OaTNkwQei9pfTfpnCrdqcIqOEMB4ckXMc8mc8ZTdti3i39lJqB4Oh6JtTs+84tyIwYQbVpRH/qDVCvBFKl4erv9u4/E7ATG8Yk+Yc4eHRvomk+GnvHuNeiLgfE3ivaiH2lsnDk/tb/APDptMdea24qOy6In8oUVW/Vv7LaNIM8Qmvpf4jOB4hWVmObnN3HomgDdEF/onNpOcA02gN4lFrmiTx0KuadpmIOrU+jdDsEeqirTLfpLVTbR3ncOpXZ+y0n71sud/zqt8XN5ow4VMTa4ZlRj6dzR7gP5eYIB36m6O68+Kpn6LZNZefekoS7ZO+bT7obWkyp1T6I3QWxjggyqLLdCdPoU4xaeUf1TOFaq6fRQ8B/5FWYPJrhlRSYGjoEXgXMuJa/UIixumCP+eqr9sf4GtgdVNQMd0iI+qDTjhD06o2gym6cQMwh2mm0vYW2ujgrC0O/5/4TI0bvHuji5OqH+X9/MOg7rN0JlIe8UAPCE+qdXGVtKrLDpTc05efRezfjlwVOtWcKdwGqltlVv3V4pAPGY4KnVa0ua2Q4BPDDvOP5KnSbq5326o06bWm3xFysc3ZjrkfdTsobE3NOqfSpQLQCG/VWEcZI4/ZXMEEkl3RUGvF1V3A8FkuZ+YW0svdwLOKtpjXUnUoknCu4JjOMSfXyOPxPfx0Hc/tB4brVJ5wnu7OQ9s+HiF7bDtIiIQEezbl5WzHhpCPqhVpVGtMw0XQXFAdpYKkcdChUpmWlSWWv+JqLmEvccXEqq1/jvJ9UwA72pI/RVZMUmtz6qSwtB48SFktf8w4K6+o8MPhdoqbneAsgHqt8lpAAHQJtOk85dn+vdshxyU0HQmT6DzAojRmvr3MYcWiXf1W0D4AO63kvb0oPxM/ZXksrUhk81bTYGjkFVc4G15uDl7KoG+zgUwzIfzlYyVRoMMVnanlzUPdtB8yA2honGv7r2jQeq9lXgfMJVWnSk43jxPNBhLoLpMBGrTqO5g9FTr1zF3IaosLxUafcfgqaNayTFpyFtHPD3uGo0hOc7QIuOpKdU/0jy7qjtAEXHiU0nw094quW8lFd9rf1VKjs2Msbm1UWsObh9kaEOJ94jgoZUGf8t63ZpmeCFWq/aPHh5BAHQMEJ9oex1TdZVDZjmqrqfhu4KtVqu9k04W+xzOuqL2FtSl0V9B2yceHBWVntFLjB1VKkMNayR+iupO4ANbzKHZ6wvEgQVA4IUR6u7mU/hHl20Rxye7aHxVc/REYeDu2jii7sz7YOjkdpSeXE66yn9prj2kacgnVHauMqm+X3OHjbBbPwqLr2j3XpkuAEauQv1HhcE7YuNRh1tMLZim5vMuGiodlp+Gf0TWbOHQIqcyeH2TnU6h3dT4SFsqmTE3BWyLuUoNeS1zdHjgpaBVaDq1f2iuCI8IdqnPdo0Jz3akoE6M3j68PMPcmUh7xhRTwTuNTdjdfwt1Wz7XTvt14OCfszge6dfVODvCRlXWCrTaddfutlTotpsuuMGZKaz3G5etmDu0sfVX9mut5cD9Fb2hlp+JqDmkFp0ITbP8Rhwt5ppuHxDCsttN1wt0VXtjhkt3PRCJc8n6yrasPjEP8A3QYzcd8J7m0B/M5Z0GSpPifvHy55ux3P7QeG61UXDwtJlbR5gUxdE69EXOySZKrdqdimxsKbW7OfChc91B3XT7q6pTGg3m8VZSbaP1VZr9bifVNF1KG0twDxh/dQpiNs7nw5qK7A7q3BQDKof/23q6z/AEzhODB4SDA5I+za67BM5hOq0Wsc0vcalwzrhMjws3ynVHaNEp1R2rjKZT+Led6LHl9mNG47mCqbQNfVFrHNf8hU5o1OUYKtJYG/EtjS8OGq2mwuKpj2X9ozfstFRptJLS7LeC2VR5u4wNE15YyqIJNuo6I/2apPyuQq9pjd0aFbwawQnCoWNFQQwzvT0C9iX2ji5VH13brD4irRVg/NhTs9k4+8ChYWPadHaK2Ze7LnJvZ2n5nf0WdBkp1Y6v8A08u+oeARKbPhZvFMo8GCT6lNqOrCkHOtZIm4o0qvtLDEOyr2YjBHJOpVPCVteyuL2Hly6hEuYGH4QIVTtlYQbcA8k6o7Vxko9opVXteyC4RH2KDe0CRIlwGVIW0use0aoVLTjIe1WMFz3FUuysPiOevNOdTY5wbrHBGmys2owcstKLItqAT6pz3eFokp1R2rjKbTGr0GjQeXNvPPcah1qH8ka7WkscMxwXZ3uvNSg2G04wTzlFx1JlADFeqfst2q4jk7K9s003fE3T7IPltX51Up/E0hAdopujiNJVPs9J9ZzWmfafomUuGrvRbCm4tbT5HirakVWcn/ALrJscfdfopawCUx9MSacyOiucH4+F1pQ2ltw94Ngn1T+0u97dam9nb/ADO/ounFOrH6eYLXCQVczNP9E2hVhpAhp59022u5tQqPcakaAqh8MH7pu3u2fG3VG3Tgq9UmKQblEGibOYOVY0tf8p1UUi9n6KGZcfE48VWu8V5lEuijUqbkje+scO6gau9UIw1RVaaZ56hb4bUB0qtKk1XFnJfDTY38k+o7VxlAc01vmMIhyLqWnwoUu0SWcHckC0yO6yoJCmi64cirBRcDzOi2LPeNpPPmqA2ntKhsNm8JTnscHNbkfFHNU+zdo3w/TmEGOqNDjwJRcQWu+IKWjaN5tQfWYW0m8/eQp8GN/VX0bXnixp3h9FLS5jvsnF43mmJHFN7ODrvO7rjoPNZ1Ujeb0WdVjLPhW6c8vwGnMHUFSWka7yNjLHuDQ508uSf2+uZgQ0n804+88znQIsFSQDFrshM2l1JwPPdPdt6WTEELILXBAvc579EGvOgueU+q7VxUc1acHzmWw74gpZ7RvRSJa4INr/8AyUtcD3wRKuNIKrSpiNyAAoGl0uaRqhSeG2yMOx6mUKNLRzo1nCFChAgZKivT/wBTP2XuVP1W0Yze4dEKA1fl3p3CdAocJXs3fQqHtjzm83PMKWb7ei3SQorCDzUtcD+CXNh3ML2bg4dVe8zVdj0CqvOpcUCJwM1KRvH1bqFuP00IVOrXMG2XFPqnicdw5u/Bu7pWRI6ec3mw7mFNPfat0lpUVm/ULdePwuq0TBOSFvNcw8wg33PeKFBmL/8A69w5fjyPqt0yocI83vsHqpounoVvNIWH/de1Z9QsVAPVYIPdkLg0BOqc9PTuni7+5yt0wsieo83DgCt3cKlu8Oih7YK3XEfVYruWTTd6tRp2ME6kFZQ5f3umeiwblBx5uHsBU0HR0K32H1W80LRcVuj+/wAhbh+hW8I854bT0W6ZWfJ7uFvD6/xGRgqD3f/EACsQAQACAQMDAgYDAQEBAAAAAAEAESExQVFhcYEQkUChscHR8CAw4fFQYP/aAAgBAQABPyH/AO2SjNarBc+RmFHDw/8Am807d4u5MqJQgJ1lGsdFsmxWdIMv/wAmnHV7ytiPrRDVqXx3G9ogudNFWPpoaIfSY20al/8Ajcm6d0ubQ0TpUNhowXvRbXe3SWg1T1laDIOzCy5qCrlR6koHHDyB9Ksm4+Ok3EOYG9P/ABKI/wCspYeqDrOgmXOgXzB6KSkD+OwZ5iGmZpr/AODzbt3mQZuNXjrWIdZdn8MuumW2fVbHRXSZmDr72INlpqceqDrH1fhjbQR9F/G0Jpr7zMRZlHdN/GsxXcdovu9j+cqrsedJdmNJTluUrbd/bEs5KB1HEG5lmnhFNGrrv69AzeOYGMBvujVnGKO3qglOSFv7NpoCvpCD4o2NkbcGBVeUuZpeT/wQjh0Wz2MHMy0Hcxecd1gw8oRWCLqpuPFEFSOp537TUWRUx3Tbg7y/xUgDAuhDIk0T0JoXFXK7t8mUgSvKgy+NIafz6OkWfDpBssmp/RXwVJ92ZOYBsHc2E5eTdWWr7ylaio6rMNTW0HK4BkA1+3GutD5J1w8sR0yPSjHrsEY1elFiC+gYmuqWU+7bFabw8mKm2W9Pt5ieSKVhPQqiHWC2kJqdXfrpM6wMHLsfuJdGGGa9NHbUe8If0V/eT6AWwOolcCkbysdL7J9WFyK4zTvUTjnKQDhzaeTpwzV0qIC3vmWNJWNM3zULRtXhCx8hmZI7VlHCH6mdhyvqhB1OoRCULZ1heos9hzef5xuRa5If2V/WykmuvtKgxLN0GXoaxb7qbuh4IMG0T2kNt92B3nIZWFv+zO1Bna9tfnLHSwq8y3AWczrjHzl3LLZtc+nfMCtuAe+NmtCdrYJaJ+e1K75MXiWk9uO5CLH1LK4qo5ZphK/tr+rgA0dpSQi/9qmZeHiK9+DMzCuViypsNKHXtKoO2bnvHxdOrRXeEAtDWg4xn91iGOlzocHiZ6GZpnp95jqjToxpSAtv2dYasPFpxmNIIJwy2HO5asemDAlP9RszmLjeUEvWG08Y9Ih/fX8/EBMI1DXplsscScw16Ecw60WV1ZcnmtFBrmjfXrFa6/UOOktuLUMjia29JxkiPeGS8L3rjEyEndvWkV737hXyhPqi7lwy6zJp2DFJ10lufSKnf5lrKTnf4lUun1yphY6XeaCPZlwZyRyazYDw4YiqD1JU0AbracbZNaRgAdAc6cBBcSPW2ubq4pLgtx81TJqVMaw6wXJKNaqbzLWx6GnzBuDtkCgcqnpMatuI+qOe/eakxff4ki5suI+tcAEVWXHRat2e06R7Sm7hNzp63LlIBOsBzV0ck2XOTSV4E2jwoMu5e2IMF6m5qTIR4dQQBNtb8xYGNslGG/pEtAWKL3F+0q6YxOux+8eg4Se6hgx8P1HZ9eJQxprhag5iZDLtefBUaLEFhpYMdSLSm76Q201WfS4PplgvzGglfdEq40V1mbXjCO71VdTY6dZxtWpwO2YVWWJZ0BljUW86cHtKLieutEAANJT4ciijHL6ESLbvMtWdpIBaGKB3qpv7TgNhlRzzGcg5esXCZ2AXA56zTD/mlUc6W1iegXIvvDGW0C3zly/TTN6w2bukJav0TWUk1l5TKG1VZF6ZCPkMljtfBKiXLPbCCGHwwX93113v28MqtNO+DiDNcaGW64TFQzadu66pzi9B+RAelPHpW9XYjRYa5vJt2Iusjm4zVtzQmI7TXXRz+EEBGxyMuX6ANATrMw18akS1PXKAdS6cGxKVXLVqraUep37wfDjXVK8N/wBby4Ki8ODb0xECkXYnRGANwoaK5cPVU1njUsl0Pqy9Dtu1O0czTaBeanDGviCUtOhy6PFPeWedgh6ErpEmA2MUizZ3g0NgfGx4bJ02GM62o8+IDQjLl+iuMzKrjJ32/MwQQ+FUBVoMrxBpuB/J+YIjBRHRZI4OYTitdpTgv7TKaOcijZi1uh9ZugAMrXDaEyaASw9IvVbW6uyN0HyUVKrFpK1KIaYyey4bLv8AgQ605BRegRB1OJ9p1hwa05HSAAKctVcdFRtPnxWvtNB55lYy9LoZYpIDDD+qv69tnfT/ALiZrX5v+el4jgQ9GvvczJYrl+W8tVbBeOiecQbVFoau8tgr4Cz6ys5IFS4uCwBKDibeo2AdPcmCfL7UdJuGLRbkYM9B1XM0GyXJu8tssON2mdn0whYw60XKPx0IPkzE+h+qfeL7Z2TOyh2f8Pn9P4Af2VK/nfqBOk5biuDYl5H3zT5QRad280AFZA8EZbtrqQgMFYGKGA7RPgmm729YbYi1I/3yQntStA1i5sz9U56yqRNB37PJCcpWS+6TIqW2SarvUaHmXFb1shx+UfVRtdHeEQCLtJ6kPabF1CipsNo7RwJRL7RYY/mi7OWk3XG7Nqz7Bse0MHwCpX8bD/8AGHl+kf8AWDMLCVCVAzB6W98EZgeZBXQd/rBQKoOkNQ+DWOvb2zqaxz5LcEIFHDjD92hxO7PesfdZaTUO5fGmkuANLClceXMbehwGi+03K4vpOkoWB+cdmlYeLVFJ3yBhW3SD33rZd8MwL1HCXKdHdMrIo7I8k15mvHT7B6HP4QwwQIfA1xO8cuha4JyOQcbD2lyb98/aGiLAfYsORG1KYNH41GN5Jb4M56rFqamN27aM5CcVaKRUJ1Fqb/tDhWQdTGfE0M847wyp6mnZxwTRQvuVg+tsNH1I7F75JmLu6BprxMW81PY+8KJG4w/vHj15sBuy4dCtt9v3rMWFHn59PlE6azCiMNHW/p3DUHwwRrXy3X8TYLTBB3zzN0qYEXelsq9iOEBarG/Z/kwWexOBnD53zAnh4jZ+ktg49n15iGphtvDddC4iO5c8vdQmPQPU9y2m/tG9G9ZkdPoJ0h+5LYC2YuU0GpoW9zWM1KCyNPctw7GBRU9VRslGSlZz9fwhNiWe8Xd5KXkbOYlbEqI+6VECctExjoJSTDX9BZb59QcwwNsSq+FWm1eL+XMqhYebb5wTefoNB0shjt2RV/Xf3h6EQ+VZe2IOkPAr4LG5Mxn+T9dJn7/h4lB7YbCfePHtQC6DpVs3DojeHLy6Szbf+53zjxM3NBWp0WtH5QkGxpeRvTTzKGXsuwyfSIuuWw4z8iVv2BRabdvyyvoKLWunf6JpTmtjKM5YGt5faVKgoqhR4lpL6aPDL+9YYYTCAdpVfBYVvAG7LFNDBKcsv4vzBxBBVAXtM0dMt8gjTFLiuE7yrBI0hMqTUsLvCjRNAEq/sm7D1S8/wV5YwDIOHn2an38TKprqq5gepzWd+pMqDgAc/bd3Y8gv9tl+dEXHNX2Sn3mWPRqB86RIJQoAqYwzaLntKKYVpM3222eIZptv4D8spJZB/FOVAp31+wg9BCEPSv51aNkvbR4/opFwfnZrD1vQ3faHhQ0HQmpa4uN/h7rgc4lwU3vK8QOJdS3S6mUow1gQhwEJsdeJWeUFpdZ+U0AQKa67PeotbWp6MvhCyVbDq7FQsXi3P61mzsYE6cSllYGCgYmWlD0AarKw1rmJFbBnDY49oV8PCaNc9hCDtrsGPcoOlPaO3GpF9xhCgBa8RXXVXAaS7PvDLBNHoD+xB1it3vFdRBH+AWNM8sfL57y83A82/wC9YQJqABdrLbQveadZdggUdA4DaKnlcSuPMe+0E+aOHbxqFoSyiNJT9mbF14nsiQxnKsvNcEsNWpbFsTxBjN3aLqvk+cvGV76H/Fwx0yHYWTKQW66RxFLwDuD6xYq4GLZ+0BNAj0Nc7768kaQoOo1t2zMDKhc+xn+zAHoHoEP70OTD0iaxZyQCY9LkyC4MrF7Mt66xZ8o1YHbtCBzf3f8AqWAMUqxwVtB2udFS2itLGY2EQdcydIAUaDmZZ5Q13fNiKnQOb76wMcap4o2PylN4XdAZPDgQ9+DnEt7RWg2Cqrn2+co7hoqGwa97rtBvpgambWO2Zmk7VqOXMXHEAORjCpw0XREix2+j+rzNfla/OCHoIfA5DR5JhY2r67RnLbmVkv5Fp85qgIHsuYBRXjq2L27zV6tpxbte9dZrdGezLcHeBFVV1rrUzFdg8b6xzdNAFjemJbkNgK6kR/u1v5zTkFHscOneUOjwcB6+Yy7edqM18pWQtvu1MwoOu6x++8SV5ic+2ECVtNfYbSsQr3a1+gPnGZnCG86W3pdS7zNzpdaMQOIwJlP9sH3iXhdad9oHTB77/wAAfB3Tz/gm7McZPY0iCtLoNnacjkWCq321mbBCNbuStymm88+7Hgtz8xMpZsXzGyS/BpsldnWKrMtlWuYZ9Y8k2USWHubwd0YgYMBKz1P9NzLZ3tw7wQ+iVBLClU6Cb/OUALYCtOYOgw11jxMqd+Y2+UyaANS+0507MnnpFm1jHq1zKKYJAg9Ah8EoFWgyx73F47TXvPsN4L6Vr2P+TDCvf+aUGtVYsfScS8Aocru/SUN2DsmtAAClcCEsLNsCt9I7hvXTjzGXEqm3L8eIkwLWRZwLXxFzpIx5NSG3W0YY0VLl9EdSB+YirFevSM7zdzO8U3pRpNl6B9nuwk4G1KVPs2ypT5fWXpahu807yiMp6f4H3h26ODief8HqCCHwVNGsbtvEsZaLj3TrCGUjoWqhE6mkuaeTH2tk6stGoX53ZzgozY6xrUnXebf6ZS8kWWvTXaU322890sosRdi3cSiEN5bXoS3qss6d5z+qpji9o+0pgNKchvjeVgurvJ8kZQ2O8GGdQMdArSFg0guWCnQriZ7Cezp85uKx1ju3cRK/V2RKThxNfEPQQ+Cyh+64XQtlPIS+69Y5EThXwyrHcC3aIzNnNvtEoIlXdvK+YT1ToPrLeoXZk2GsX2mp3MaKy1McDyPKfIRsB0R9GP0uLs73nZ5ZZGieWWW3ZINL3OSZNtAab8aTQc4farbZSlpAc/eOKLCVxOvLC7xAvyRnknVdO0/cHh9/aF/kiKA5sdPQF6w4wxqVCHwIcojvtHXbVmBr+X6fOKS/pjxMwK2ex0OsrQFrTJw6yqTZa3TA4OXjrMsAU0y9RqRzu1pzxHR7jrA5XzG0t3mh9hSdRaHcmHd9XMPrFUyCWMCDF7aJ1mNUjOHeBlfPuWZqlT6Mr3qalUpvylYMPwjGRmAuwdIh+VDUPim4SF7bTSOKgeoSm2Jk1PaHwFuwgHVKpa47NPvKbEWF2CpZmIGrWQZe3Lqsa5mF3Tr7Es+6Eq+8P9V6/ihzddgzMg1me8pTrgcHRieCtVVxQ4gI328HWMqyBKr8OIKTdakZi8HyeHRjJXqQj/mUdVf8hDCnFA7Zl9D1Afcogj7Hd9/pKFsv+L7+0Mb0Z7JXHTHR6x6CHpR6Sk6/3hAwkZf598yp4bTh46Mxgxlz3QjxZ2SgfvGtXReU6s5t6F9WtQUbItpet+CGA7fe6Zza6NDwwxYC3FiMLKO4/wATcO7d48HhOopVqtpLs02fWAm1TPOc9iVn6E+SEb1/4UGfc2+Y6aNCNhN0uOnSUN3X2g0lNWzT6CCH8auV/a5wnuAwzlanh2iKNFu90GImibwjp5nSWZvPwewY0B5l88lyzlfKpXy0Iotu9kwQ3QUmstFdi5tnBLeDk+8ycsCiyhVzDqxRCEGcBaa+iLsTx1yftCDC/RHyiwY1rLyfmHcLYKMJqje12Pv7QdjeU5bn8YIQh/Kv7MCVyJf3hvsgNRXIlEefK0gN656kIIILUycJJbogAFmSvEqFDHrNJw0i2g+oNGXtiILWStg69JYEZbX30gMrwBdErxMELnh8ut5WGzskbggK5XglDC7rt/xN/gVwbEtrdBSxctwnf1CEIf01/TUqVC18ess6/AfaDbfGRKPwhAw8S4MNRB2YNuNaMDK5LPGB0ldQoAaNmVRMBBbverpxK0VQVQbm+IuiEuX2M9IdP3HKUhKN+HiUMcznwl//AKR0936QIWobzGsI6kcik8cGCuvaaIxwh/ZX9NSpUVVnnS9+sJZ63U2lD000hMR0YPoFMWOxM+UvGWhiaNOImtu1eYvqf0AjpEaueqPJBkr2zn2mMjScGx7RHHMuSbzBAmRSWcTJN6WkcjqUb7ASHwdetSpUKsexMs/EazBWbStuQH13CzMvb1CacV2dFll/QWYZhC3th+YGbNQbDb949DLDDL2gAYxBBAgQnNHDDFt1+HDBu0usB0fha9alSmOfdMqt80zDzeJ0icSOBSGvhxBVmPDMNYRonvLZWpPBHb0WPGyXY3Zlp+L1gIH8QaAnWapnxqRbegbhl/CV61Kldb1JaJejpL0Sa8nqE+XvSbHeuZ9EA+k2TvsXEDoo7xg1y8QAAo9AgJX9CltOWDHTQ40YN0K4YB+Fr0qVKlGf1JaXfj95h2OGSDAqbgOzHMMbnHVfVAlf1iUSdYqumFym6toOj4WvSpUqCKSzrG7ryYzaN1getSklJK/vS8Ok1yv8o8I4aQdHw9SpUqVKPhEfJtJhfMtn/9oADAMBAAIAAwAAABBApIKAA4I765zzLozDyxzrx5S0J4opIIZoeS1dVLDSbrjg6bAR46oYoL4JjOGqckbBGQAh7wyybooIILoYwSF+L/Nlu24TD7y0paoIJYpaaI8PuwqIvsIqT7weYq7JPbrjqETUxOVVu+dARb7r7a6IL74qZqAQmfNdjHzygbqqZIpYrJA5X2yTG2ikU8IZQawIIYpoLKzVJBPUlI8wphSHh7oAI54IaZXrE09Ww8XnuNQVD65477pb63BOEQd6VGy9BMjuj4o45oZ54Y+Dhg6i8PArkjAu/wC62emKu7mY59EoBaA5Z3Y0L+++2ueSmU3Lne/LqZAmDi4Qx/62DiG65QAlo/Lf8T3T9IWDrViCwyGG+Qlk7KTzg20JYMubjpCOMMcr6wN0xTPGdeYwIEjL7qiW88kGoXm98wKwvh6TUcTrjzieM8Vyk9o0qoaDr6j2o4XzvtHe8wfZCGyCFwgJFtd6MfVr9nGCcYHaycGDqmNGWS8Cgj1n37KGgIAdTbw2uRZLShbjlPXv/XDjxAwM88xDUCSes5UdReBmz2GK8QAEwQEUnDgJxWlpdI1e0Yq+wIAEAUgcM0Nhh5twoMc8Iykg/8QAIxEBAAICAwADAAIDAAAAAAAAAQARITEQMEEgQFFhcVCB8P/aAAgBAwEBPxD/AAt/XuWfdv6APBNLJomOdkockEdfC67meSVUFtNGzFYM2yUMb+A+FdKouNRirjeNGZNRGxqeBhNrjb378iZZRWCRxH+ZSFQGECG2YPeDsaDCmOJpENhvJCGMm8m1cHZTXFxxFrgMQSmaXEVxmYr2ZN9dy5ogZDFRRLcMUrNnGg5Z5Lih2ewUqKM2yQryC2yJ+IKI3iNYifYZe7eJYZh/sjbIYWyq4I4siBmC4ix3ApiMNRTDMDEKMdDAmSPhlGGA3NvwuHTdRbmWSMahcticiWEI7mQGBSB3VtwS4AqINwZuICpYb4Ot4S4FTCLcS5WQsp0/zFpcx3MtVMNdpLn9yjqahcRWQ2XP6YiY9ryMK2P+1x72rUUYjWIQaZeYjAlrEsBZNQOtJ/cQlQUlyr4Fwg4324cRE5RhfsENxryVyYz31Mm5fDaVB/OF8l8V34ZSS/2Ccah9fLxUr6Vc1xXTU//EACARAQACAgMBAQEBAQAAAAAAAAEAESExEDBBIGFRQMH/2gAIAQIBAT8Q+M/4a5qHUHCub+L+L5roJR1KSVKlfBL7GH95t5qVE+L6/wAjgqLJabhaUefKcHF9QcDtX9i3xFMpMkJw8srHYzRHgvMtt7FXG4NH/UU0qKfsStS63Li54Osyy5UAxcU+Jb+obik/IxkiVuOPk6GAuKNnNQs1DGocaGF89JFh2JAauXCohNJ+GBVPFekO5zLlu0Lam2DMJClmNNTEYvjBBCwmbzwvBxfTomS4hI/rMb9lBTD0l2NhEWgjMbzDrMs/ia0bMT9IemJaiWNwTEAuIszFK4vqEEu2AS4Bkn6mRDYRdUwtLMkV0wW83xf2ZjgmmZhCmGA23GrRAMJClmAahgJLpo+K6BHLPJl5jKuCLgpUSy0ZWobvlXNfVTRcLMynkQmYI9gDcwS32YMMHUY6hjsJ4I5leSxhJ7H9iXPCCqIKNQmlcX1CBlcF6xADTLiEgIZYDTFgQSItvB1bMQRhl3EHc/EFMJBiHcr+QfpDMVFdjMtzEJW4KQF5ixsY3Cm4JqL5CK3ur+SxhlDqJ4wxD+yDcQ7gVFolGUkHu/EsYYWlvI3BaYEyeUuV/Jdd1EyTHcf4SvkPqpmX3IYU6UuUkGf/xAAoEAEAAgIBBAICAgMBAQAAAAABABEhMUFRYXGBEJEgobHRweHw8TD/2gAIAQEAAT8Q9fhXxz/8LxLzXzz838XOZZ8Xn4vPwb+D8+Pip4+VxDOfmvwZU1DHzfFQz8VKr8XtGCMQ4ldPi5ZCmczPT4Jfzf5V8pfErtK7/D84/G6lkw/ikxOIxcQLrK5h6QoA41k/cR+iRl5qmY6Tmvi5bLxDUGpfzX5M7fOoK6meZxD55+GHeOpUJzPfwzNzmIVOsJXIKPVaJlQpavKwhlo62CycW+s9F5PTMk947/UFcP8AcpUEYy4PzxDJOPx5/Abm8QDiX8V+HmcfA8fOJYsqV0+MRZeIq239uX1r7hYnEC3TeEcvAAr4i+StEaUw9iDDFfYngJ8G4V66fuZq3/ncFwd7r7hYmJQ/F3MQblo/LBnHxxKlECvLOJj81h8PzQfDdzjPwsG9OI8rX9+o+bVbt5mEi1ybp08J0e5CPMbi1S2015S+LW5eyAkw1A3Vyzp6seUm7yYGsXqKKY7u15B8IQQR2OpStl0y+n9VFb99ns2fuCLVnUl3MfF1m5csg3O0Py4/C8/i1CHmY+ffyxYsRTb09Hl/X3CxIKPkBAI7HTDm2sAUFocAGqm7J2Y1VblW34smJiZNp0MMYt1+mNpAiRe8w/Fwcy7wQ8/h4+Xt8ZZUrEz1+asnualfG/i4xjDP1KPVa/v1EzayVmKyDG/hKs7ul/IhFIAKDykElxpo25VdWeWagCrcuP5P0nRiqtcNCuj0ZfwLQGPUP6vuPoEr0+GHW5lEwwhXWX3+Ruu89/NfGp7+a+bnv43L+K7wojGoyn+Yv6MfcAaaJcWHUsOQdBfpFs/bwr8JT/MI3zSVvRx9w0cEvl4dQBKFaRsY8eFWXC25rAaN5omHRo0ahDOi1XPi1DDoQrs6QbrWOsG+fgvBfeN0q00/+RmrGtos36v/AFD+OBpldC6vDBEEbHI/FCBNiYibbHVn/SNZ+7f2nExWQqX0hj8cdZR8538P4b/Hn4WZRsgdXg+45a0tXldw6egt/iImtfSStej9kLTaFKLc0es+49t5haD3uKdqrLOxeP4gvo4vcJ/7ExPd6vJxCylQNnRGC4YyC0VzpI8mkz2RFNHLokrFjZ1F7C2R+nd22aMWXVw4kWmxOtzEwcOvJ4Y0Vr1FF0duMHVmGJEqgFqmHTvvqZBi3TTqtH0/FLDVOxgDq74P9Rg37DZBg1DOZiVia+LmTMejiVfP54jXMq+YfO2BUY+d197o+s+4ALAFstz3Sse5SEo2kbXKPdfxMmCJDAwphxWTioQ0FYgRdcXX7pmVkHVgoC1QSrycQtJrgE9GN793LeSV7yv0d0/8jQXbw/8Af7jRZOxfh1Bwl18gUtnNYvdRxkXBkKUvZAKUdILh3cgKovCLDNqMTPwgyoB0+T7PjtpgWS3AN51it8dE1YAFQRHIVqqnJWGgB5LbEF1GWy+a7SuweJej9ir+iXqsTb83JnMpw/cRNnzx8N8Q1HMNfix9qd4CDRdh27TH63T4NwFFk6K7PUfolihvK4XQq0mtNkHDXR1BxXSU5zJq3agR6BC7wxiavuWq3VtwudQLmJatqYMUKgU6ImWCviC7Fw5aAjeXNxFKuvuvIy9ScmHeuJmO32Dof7eoPIbTcb24fqFIDRL/AHFcY2gAZx3Scc9ttsMfLUNbhqWTFgfvtH1UcMQnP48/Fyh1hij+5j4uY+Ga+OI4m0txnvwf2/xLltUBPTU4C1AFouheRhOyH3CJBcQzXI4vB4nO+PQWNrg98ykhALeSr2I2bNTIYqzk2gP3XcJVj5ipUmudXV9cS+0ENzttq1w7SnEWLesW1kLfNQ2h0WaUxnGBdV36StbtU5aLHpvBuPk7uV4dxLYh/wCm9QtkVP37/wBQ/WGUt/YJQYG6cnk+LlRDYvvFbnE+Of1Mg9qnRCA6zmXOJfaV8blfFpGnctxn5I/gxM9JXOfQWv79yvc1LmU5c539kB8xyE5eR9SA0E5qCslV3hAwgoNqcl3XfqQWfaVVY9RRUSPKcpt0VhpNwMcUNXUfA/xKTCw7Vopmw9QJJp3c3JvRXW5S+L2xRrAelKLjwjoUUwGxEcXZnMFgxNSkAOG2XOQnejodqEXrUTmOzsZyVEpHs/qHE4FqdWv8nucSYQDff6IXRo28D1LmUi7uLwo+zv8AVQ4TSN538FfFZ+M/jUqeI9EudjNbK+Lr5vNRUjX7Xb9XM42zKBUEqqseGHIvX09mpaNPPp5N/wAy/LIlMiMup0jLg3d9csAWQqsW1oswPRdzbNgNo1p5xBAbS+8rzS8q27EUqROABY43TmjjvMjDkGLBeN2GPuFowR2LGDh+zNowGFLOG9hV4inw24KgqjhWQ6wwesOTy9YIzxDo5OojoUaxPvn3B/0klcKD0r9onSmkU136wnK0Zige7yhwFQmA1PMxuoPD8viWSz54+OPm4g6smSWRj1lyFxvdZf8ABB66L6iJkYAVX0cQu/fkFzmWzMD04h7l4h/wDpnb8gpg0oVhazdPNXncdKbS3FC9VXPqJmvgsLN7CWZe3aWSgXEcKWWF/wAQnQFNGso/kXG5cAgBLXG6zVVeYsDZFVRNuHRR3ZdMFLdxXanNGFazuV0AiEFrqm6TuS2uLuqGvpJYWoLrZ7HnXuKUNjGl59OPATSHWIESWXbwf7gAd2AIQm/xsWbJRKxv54hXw4+blD2iJnZEdwlOrwfdRqrVleruMzqQXQYXxf32jFXT9jmT5gXHLMxtTk1uXLqC5gXvO1MhczRf/ZyRu2Dvfbj3BwV9PDxNgwBsHr3bcY14QKlA7u3KV1CHdxgr2Mo9EbzjcXsLZZUtq91YDjZzKlCD20IWq2s3TLglsN/2lr4JbAGK45Xu2AZvtFcLllwvlR4P+ZXQalGkD5D8KPllxvhma3+WIkWsjB2lCHZZ6CL5IDKh7MmtTZXk2PSIA3kzGAVAjWCs6ji+jC0MWAr3WPMdPHQBoyeKy9VZXBRHLAqds1OYU3O5cwlRpcvYvyalih1/8EtjArJQHvslRooQ5yAZ7VfmofTCLwQ5uBWT3gBGeYipolOct9IlUGl2OKgIrpWPAS1oep2Er0U93DAHUsI/sH/lvqY3AUQUuIrc5mOfnxPX4cfOJcuMrv8APEvvAnUOZge932GGNPaOdf3L6qBcoBleJQi9m9n9RukXajuMP1HkY2WAKWbcqwwGVlbyuV6xwR1BTbLgRoVmOkt4bAXT4hXoQD4G31HPHJH9IRebNvFKYLnMO+WO4NkONE9zCM+N9MKRuU2j/Bg6wcziNVziq41CYYlXEUcLS8UvEr8Wb5LI8tHi+kB89pVLiOjGDy5f1R9wAMTGYgrUNQ8zn8esxLl/Gc/GPwZaalq1y6hA9dVxq+3DycyuRmKJztPq1sC3GX+ZfNK7chfJkLe+oQoGpCl+v9RQlSqzcdVq/MmWjGeE9w4xtAocpYr9R2kJKwaRtL6j2JrOJJ5HB4AnkBAw4nOoXkcPshXIVuqLdmaOc6MkMMAA2J1IIzcH/wCQHWLXjYLGf9BQ9TKS8YX9yqO2914s9q92XnQmFuQHLwfdRnmgy6rK/dymrZiQ8w1DcPwqWdY5miOoaz8P4e/mlU/JAX6jXcR/T0jg/VytO0sVu8iDN4Bdjphtiq0KRkzRXODjMc84JVIudoljkLzLCRnAbnHTvd1EWVYreZcj4aljOi1YiDremoC6IO6f0anVTeVaJz5iNI4gMaHDKsIr0Dj/ALosojQ6YFnoeIJfIwNgLBpts25x/BGo8ZlCxeMnAnO4cpg006ekEaZ/2od/2QX1qKhfMqyX9swP5+kxCUbhxiGIX8H41W8TepXxiYr59zn5FsZQ0A2vqK+t48Wye62/XSB4AeAKIIlmjEOFLxbXeHsNSqn2OimDizOgG7QHQCEyck2Sir2YPU8ywoLMWFhY760UlXzF0/K03l6b0RnT/WEb5P1UNEsEK/5KqB6wTOxuDY/HBiznyzCa3inJ5hSjLfi5mIiV4/2Iyk6tDsrKDysTDvXU7KngMx6u9KpHLkbbzvcCqsOheIdg4WmjGb3MDJ5kolEAICnPUlKuCxQ1OgQWim8C8eij1NdEozBbCH44+OKiOGpkck3zNFRnHz7jPMHBrIOb9e+PAwsKXW+M+rPuCBUZ8QRV5gdrX8SzrIELs8KO6wCEMyaBUCw5BRS6ziqmIFabuGkO1xeo1bE2thuwRYd0d9R4MX24NAeWH4UBQAoDtUoOCX09J6Yfp6QKSBmar1Tz25hpu0qH+IAfGHX0RcBg5vTwrNvS5nk6IlR7HuI4ykywq1uEfszKhP2lRAJcO8ne8X3Y/wA8T+6WpXdZcNxs5yJg/vtKG4ZO1y0L/cufNvODh7/RTidwVuazyh5hLqXx8b/CpzE8YijuSyX8dvhe0PR0BwWxbkLt9WPQUebj0r5I4PQPuCfGgWWF0H/VDjpNyispfLpc9IdbVu4pRMV3rPeM+/lkOrq1ryw7tTWgLSHnSuM2zXj+bvGQOrQ+Y3PMvbAd3FdTEs2F3QOSb9V7m2lGC2zuGnhvi44AgNCOkG8Y0nfiBwdrOHu5cB1XlorB7YaLgGiN3Zp5VKYKJhBanpXQP8RDLKBV2108kyKG6+nmpfYk8hFJXhZY5CuccDJXXTM7/iI+KhMao9i6S3YalkIDamg5Zfchij0P0U9rK6xuaioIfGpxKz+PMfjM8RDslzJmDWHDH4WYm8eOi/5DxGSqCvoMr6GCqQFAcHBLGaWh6bo2D1CYioYEANOl3Q5ih3g8lpYRoBrpmMiVocuM4z9PWFQsA1qz2OcFzUeqTsWZtTiLIKv2xlerbO8FHB5yCMr7KMwBAHFjWWWBhz2YDYstYOjH6iqzhmUZXI4JzGAEaRw/qLQQvdJv0sHKyBQTY2yfqVcUHCO4qut1ZYRykzQbcPuX+yKKu1rH79QUUVlz4E8eukpgBGQAvuGUP5isdkN5B9ftOevUxTHGJhCd5fb4f/m0lJcet6Y2aVCnrN0Ba/Uu8C4cWPVT2s01/wBKz9PuKADiNlqJIy73WGBM47TMTY5anVpdrIPkXKG4NCMcAQtXXtikU8S7lCdEpWmgZvFDnfeI8RuQCrWs4aVxFQ4TrlPJArw4gYs8uIOHkfuF2bQE91me7UvFaVWSQHkeyAGhYw0ARGwxgvrEaZA8DibUaw8vNwo5OBUZB6lKjOkIHQOnVEydJswDjsIuLrQZWoSZUAyijnC0AXzeaRMqjnMYo7ViD5rQCrTgXJprZjcBkeItXl6w7kgL1DL9tfceglQkmJknhCEOsPH46+K+H8L+HJFuqcXVT9mvtApFQByrgh4CuPqZf2sq4MuxCq8f2ykOrhF5oWoSmlBW6jUMgkCUEGSzQMuY4apqlCNpp3iRu51DhTWHTcIxDJVQaVYtftjG1DxJSSs14QVC7QBpc77MEGK2hiVHrSwi3TA5DrmAfAhOQJLrsP8AEXdRW6nyKtd5ZmNS6gVXYASieE5DkOG0OgQC4EuxsIoLcYsCFdNz2l2cd3XESgYeugvff1D8Ygolh7TDqQv+dEN4W0gtncOkszo4QwriiGOa5uWgP1GQwLVsP6Me41Gfze/kPU4qxFbK76gtx88Sm+sIHX4r4r8tfgx+MdaOV4jJKqPRaH7IPcrGkYP2H1KimY82UoQsaRAseSD4SuUeWcUsX0WdRXZGPQOoCj1XpKPWpslSDKqjhXll9X0TQVht5+z4i8mwFRRo6rObzcxTSNVIpfAQRmI0kpMxoSS0yixDUAFY94gFegx4mLDRFW6U20Diu6GHtQhu4Bb5QsFYHRdA0FnSfEHPHRKz9bdN1DjY4yoVHhtzwTIqmLVQALwq3ukfIxxy5yGrnPSD6QDBU1dWYWrcnuGvXpGC8rHlZqIGM8E+HBEBeOrohR1ag9t7xHJytzXCRI3EmLX6ghezqQ+cfhxMTH4XL+FiX0F7yh+ogdEz2NTBvb2ZDYf59o6+6GyBQ5rPsirGlG4uXSUxmsTSZzLYc0scH/XFDw9hYxQcDWIlMqhQiDV7p5plrRUB6kpF4sAU23zDlpIwkCtPIjMHDLkMHLYU+w8xR2qikDIF0LubdfYQLq1uWhUphY0TSKX2ivJ44LFI7poN9EgrwZDzY/Qe6xkXoTF9CzXa3UpAUrADps/T2la2e+Si3i946wzicyWAOVaPclmPKxYO1lWWGhdYTxSbXA/Qfcdy88Q8fCY2c/tx9xaSwN35vt9EPBDUOcMJRcpFUsd/qW4b/Hfw/RpwwK2vqMTD8M3LmZVvmHoZDlf+vcb5AN7PQFlOeyGiwfRGEVPfAuD0UQ1MxGLWbLHmPZliImz9oPHsp7xeEHSJRyy+a4mMdqGfXeKvEVK4Bs+sMIJNZNoJyaPki0jg0ALHJeQ5CATVE6LwKC34hzKoGyvpKEtzl1LyQdSqtw1argRMit0MvOTJrPncQF6dI5U71XmpZ2oXId4KgCrO8r9QOGDBWW3u+pdu23DM7bqodaIkq2LODiqsPIzFtELVGC8DfoIllVtZXJuuOIHp5HA2wPUD+tP+5Yw3Cz1/sK9RsQXlMMTBDXxZUHpN7idJzn8PcNoid4DOHpl+4xTHcyQCxHxPc4jqZjQ61ufRcyBaKrqm2clqnqpZ4KPaPayAJFAB/wBhl+bi9LsLwLsPD0jU36retcHQiZEVLQ2X6rHi4rwoDVgX/B6jG3IiCh3QmFzcC0hRFGr1t01K71bNERpE4RwkX3Dl/j3Cf9TCtmjAdesF7hJyDqBY+pYRynELOULPRpGPQtJrYhoQprhIymdsC0MnDRcIY1xj7Twt4O0a50fi1ita4a11mWt18mleFLd6hUv5QoigFJ8yw7e5PSARRpS+piEUa4uYNTEOOB736OsrZf7OPtogtt2s5rg4uZIEIYzCuYVPEPjzMcNTJL/F72X9JkexP+JYkPj41ct055f4PUwgqoDavEK4L3su9ZPUX1viWCFoy23vLqALusVjilXspiMbtIdA7O2g7BWbg1e4XLvXMyZHJYyq+o4la1JTgMKkS7bumqxARRAypcB3uZ48NfIHsF7MFE+EvoOH7mHy8y1aLozwGwgvDLPQ4Rga0vPDs7/ct46IyAnryK4CI/WMiso2UsrQJ5RC6U7ASa5XRVJpL+bcqrgDlHZtxGfwpgKNAu+lYrEbNtZEwHIfxUorAenZrrui3tUoKL73Y7rR7jSW5o47HbR6nPkF7ZP2j6hCENBUtcNpn4Hx4lQ+Nypcae35u7ePffWKwdDS+BPNS0SiXvMKk1nMLp90+mWo3WbCi+mHhKaWddI1exqEPoPKzrTYAC8lt5lmlw8W+YAc81EvsC8Ajqu7UpNXsCQZQAMObtzUEyy4QgtxveH1iEwyTBx3vTghwJ2iipf84g7ac5UJXMTwIhaAJggIDFIXpmCl3zl0H3UAcxo9OwB4ZHoZVsMEewayLSUm+ycwDgV7tSzmlcOTSkxfFx2a2n/AAEaRJAsIRVUkDOOOaHSSVrazi9NmGBUCBNUYJZ0bQ/8AX+kuIWJrawPuCGrFeryvtZmwd4O8AMNQ7/AWziY+eJbX58S5gRes6aH8v1Fv4aImHUdmS4PvL7IDZJGpq+aObvgYxG1VprMHOQC+ZZxYNtOXJbcvy2ORLD4PQEd4qe6uVEa8wLkWSs+cSuhLQmmuF+yVn0RqLXbtVah1oC7B6PJKWhpMXlqG8905zirvwblvinVPavdJS37mxQlBsS2ZL3H7LKUG45AuEVmICyzBKWAxzsrxATzYBLvsTvosCF7kToTXMABwmBDzop6hBmVsk3mW0LaOrfEooIzb6B3Wj3LpSm4t6fx6ma41vVgf5mq4xmeGpkg7wId/gl38sNfjn8DPCUeA3FxlYemgfQQTW4P2PRb6i2V7KmrKeD9sQQ+hfINm2rjTHjRWdmT5DzFmIpdhWDuVeTbmKAEtaBCP6ZgqOxIbB5LNxyiuWwjegFoiaVivgLjyWPvpNXqHly6+oaGJirlqNPsLjUhaWN+7+i4U5F0F5GKWyLESle9D5I6jQ0wKBeQm4vK+MuChkAqi/uYnuqAOXvPQTXy2iqWombXm4xcONbyASlJyCW+kUs80NnNab7S2qW8TUvL/AIr9iIAtmTYce3HuVLPEx09H8waxB2+BIIeJxDcvNSvg1/8AMutps8l9Ue45S1bZq9bU7jPBR7lHQP0Cx+klsEusJi62FnS419YeUtftjEaW2Fh/QHtjhPU1MlgnPRd+JcRUYGyKGs5qnHEOGGj2Qw4jq2w2G2TKdU5WBSC6wgB6SWyv6tjqrLV0lRJssuOVf7gPiLRolurmkDi5mYcY+8pz/Uf3RsE5sm3qq5z1hRD8gPe1V2lPpIZyQB0M12lYXVkx1aov1dutQLTcPC2ZFRXUtuIBZDxaMg+VV4uOBTsuaaDutHuXkE6NvB2NeoosAb0j3v2R7hYwdB0iMEV3jzUymPE3v4NZlQ3L7fFTj44+c/gy6thppTP7Y9TGEjQHLKfRqLy4A23jwRiAOxsH+QuP6XVFl62HBwQPjYaaO1MvucHZMCVd0fudXW2AOeAd3EYSgUGB5mc30bl+Y7pAVOghbZKTACHNiwpzXBGZixjfm4bRi2vURnV1y0XWD3GhzRMlWfqnSdDYdahp2tOuTe1/UVUk8r2DIQS6vEH1cUD80NHTN95dUz0IavIGMuc1L5Y2MeLg/dy55h83Kikopo75xHIEFBB0qLgCJlChhQDgGvKzJ0Sp+z9+0GDXV7OPevcA8VjWjp/3EFFdYQoid5S5+mWxbu4nUPwNfJLzLb/+aZANZzoPupb2NvrmCvnFpth7p9MuN0i9/wBQPuV25rHJRoKD1RS26OXrptY3ED5c203VmymxmwANKzJ6VLj7qHK1YJOwcyaqmuN7x1igybUNYOGgHbzHhKh6q4t/A1lgUdYa8MYUlFI7pDGVW4avcFRXA5EsYZ5SlYba8MxXGQ7gbLVZnqRdNGg5NvQOVlgCscI/aP0lKh7mpukGaw8TNHYJtAoaKumqio3S0RBU5KUw9dsfMdakODutHuMjfTEXg7BR6iofLIXD25+oHNDPqZoCEgKqsPWGxr6bJj4OuREIU3GBDcPH4Ex+TKBfG13VNfuCwVeu8Kh7BznPs2+oBMjcCFZuqBuHeCBySLYLRSrxHpMHlFv7Y5yjGnteRDyy+QNreUf4JEZ8m2hvOw3dWZl76hTnoc1UynpnQih+4x9/HNdQEw5EEAERKLb1xUNBvS8i170d2WQ+KultqNKD3MXUA7R2GeObjAt4Gs2V8GKaamtdxiwNrWgBk8P7QGxIuVMqZoeOYCeqWhdRWHWuYvkTn5LZdkB7Q9ItTxyfuABjmOg3HqWlPdgDwQ0YySnJCcykBXM84NTY26kpf4bgjpneGvncJiL+FxcQOAcMkQsrNG14e00ZGAmBf+DGqgTkZaBnXXXuafqVwDcE0obH1Li2/Rgv3VQ9TWrCmqvvUVzOcvJi+9VGbPPYc/IH7IkDKFIOoqvmhlXy3ly9xxrH3M+aoG3jPjjqdYOSvQzjt2Qak+oXf/FQuY1NK8ByKSLzREY6rbWB4YTSlDdiLKDl+iOdDr9iFHki++Ke7bavQA05tqHgDaAA6YYjnsKvBNHnB5Y8VrC8dA7BR6jA3ffZwhg/dL/RXwHUJyShlKhDRNEGI2Jc032ZdYRPjc8/GJXn5dfHEetwiNG4FhPEIMTaz3dkFCKRk+nUfuBF+12CFH57rXK6nRjO7QlH3z7jhQt7S6VMyhIKf2AeioN0otD2Wwz05hb3GixTaY6cppTeR5j1WA7fsO5OoLIHE6QXYWbO6orGLKpMhd7HpFFJTdZ5GFeedSGidL29JZV7YN19U9S6qSBWO1Uo72iYerP4Gw+AwoZs0Nhrh6hjUbXVQ6L+5v0gRHTPhGznXvVGj7qXd/uUwQ3BneILMME0i+OYanuNJmW4fuaw/PMfxYpzFx0rcSoeYrt8jcN/yFhe8sBbKX5HRhJgmbSQNjNOYF2VKShbFnVdkU9zCUpjGSPKlzsitqy7TAlFVC5ckfTad8o80KPd6S4MpqrdFnQKP9sSA4bIqaMhjhIw5lAwqqWK0NHeAFFHiDD4hvAO9Y9QNe4Xbuz/AFFjgLhY7jmEyZN1l/QAeJg3X9d6AD1GpGTPiAnR0as4rtKdLXHqobIV9wppluZ3fIsPPxslQrmI4Zk3BnPzx8sOUdpaGtftOGF1znCk78oea+y0TSro1e+kAG1ixgdjFOYuwuRshwFrM+QFS4bLmhgBo49wYYW5XGZFoqw4c7guBTOzpGaWRYeagArd0E4EC0FzxUEGctlmnDgvmLVS4/s/wPqGJLwAPKsnuYlz/bGnvMV6YuEwfBfiKkdGVmef684nS2po8dJnN1C/R3GxWjdeGGkLDDHNIMIQqEv8kOsTJ+D80TKMIqmYmHgKEoPTmxh5IoUK8tnuTp+25f17iB0WZJ3ZhzLW8EOVsxMYqloMT2QMvSTkObNry9pcTYFxSA9AENmXfG1Su82MRKxUXaDhMIO48YCSrKo+ii4M9Luj49QP3Kw738Qa28sHBDonFUCol2ixiX31fr+pgyffTybgQbQRSRd4PeVMdYeZXxx+Nc/jzK+CSvg9McKTEYqRj/kY2cLPE+uYvGzLKPYzBDMOz6hdszNRIGgj1DZC+mX4SIO9RliGzG06XKILYIh6MArYJ4I9WglVQzxKeyB4cCg9sYP8EoQAAAVwTBiLOx8ATJM+Z/1GUwH/ANmmG+gZq4Xgl2QlYuENTEWD83XzZ83LlyiMVKIiPZFqloFD3B1ezT6MpqdhCfSQgH9797j7E5WyBA57TN0yFbOkTySsnrhGlwlgoQtfqWWFReLA+v2sVgMv6gDWK/HCYJosjHfzOpAgQJUtPfAshX/ih3gFpy5D+4cR+4XMQfhzKzD/AOBqY4+blzfwqJHsnhETTiroKsvP6R8dcrP1HRtsoY3bhnJBpWHDr+4f5/M+6SpVqpt2aLi8RIR6lGOCgbdhuCAAADg+Oo1KIQEPmviuYmCkhW+oX/gwXam0wCxg3+Ff/JPgc/GIl/CohjWI5I9fOcn3H09m/wBNiJQe4C32RU7sCn9TR99/bLDt4EGJxde09pTQmIPSdmEASg+K/D3OPjtWIXEDe4s9MT+nOT3BrQ+GCPxf4n5YlRZcuYiEYqI6Rh7IlMmwWRwUf+hFlM+No5UhjmJA0QJAD8+PzAICtiWMTn9MyvUQp/c/0heRBK+My/gifB8X8Ee8r5uXNyoxwiIiEVTRANE1v4r5Pjj54/Dj43KxE/cXVyeR7kEjV3TZUAWE/9k=)
MỤC TIÊU
Cùng với sự phát triển như vũ bão của khoa học kỹ thuật như hiện nay, đòi hỏi người học và người dạy phải thường xuyên tự trang bị cho mình những kiến thức cơ bản phục vụ cho chuyên môn. Một trong những ảnh hưởng trực tiếp của sự phát triển đó là việc ứng dụng những tiến bộ khoa học điện toán vào quá trình truyền đạt và tiếp thu tri thức ở trường phổ thông, thông dụng và hiệu quả nhất là sự hỗ trợ của máy tính bỏ túi (máy tính cầm tay) Casio fx.
Casio fx là một trong những công cụ hỗ trợ cho học sinh học tốt các môn khoa học tự nhiên, bên cạnh đó máy tính bỏ túi còn đồng hành cùng các em trải qua các kỳ thi đầy cam ro thử thách. Đặc biệt trong quá trình cải cách giáo dục hiện nay các kỳ thi thường áp dụng hình thức trắc nghiệm, đòi hỏi người học ngoài việc nắm vững kiến thức cần phải tự rèn luyện cho mình những kỹ năng trả lời trắc nghiệm một cách nhanh nhất và chính xác nhất.
Việc xuất hiện của tài liệu này nhằm đáp ứng nhu cầu của học sinh về việc sử dụng một số chức năng cơ bản nhất của máy tính Casio fx để phục vụ cho quá trình học và thi của các em trong năm học 2008-2009 này.
Tài liệu gồm ba nội dung lớn: phần một giới thiệu tổng quát và một số chức năng chính của máy tính; phần hai gồm các bài tập thực hành trên máy tính và phần ba là giới thiệu một số đề thi về giải toán trên máy tính trong các năm vừa qua.
Tân Quới, ngày 30 tháng 09 năm 2008
GIỚI THIỆU CHỨC NĂNG MODE VÀ SETUP
MODE
T
1: COMP 2: CMPLX
3: STAT 4: BASE–N
5: EQN 6: MATRIX
7: TABLE 8: VECTOR
rong menu MODE có 8 chức năng: 1: COMP, 2: CMPLX, 3: STAT, 4: BASE–N, 5: EQN, 6: MATRIX, 7: TABLE, 8: VECTOR.
1: COMP_Trả về trạng thái ban đầu, thực hiện các phép tính tổng hợp.
2: CMPLX_Thực hiện các phép tính phức tạp trên trường số phức.
3: STAT_Phép tính thống kê và hồi quy.
4: BASE–N_Các hệ trong toán học: hệ nhị phân, hệ thập phân, …
5: EQN_Giải phương trình và hệ phương trình.
6: MATRIX_Phép tính ma trận.
7: TABLE_Tạo bảng giá trị cho một hàm số.
8: VECTOR _Không gian vector.
SETUP
SETUP_chức năng cài đặt. Khi bấm SHIFT SETUP ta có hai cửa sổ, di chuyển bằng phím REPLAY ( ). Trong Setup có các chức năng sau:
Cửa sổ thứ nhất có:
1: MthIO, 2: LineIO_Cách hiển thị của máy tính.
3: Deg, 4: Rad, 5: Gra_Chọn đơn vị đo Degrees,
Radian, Grad.
6: Fix, 7: Sci_Làm tròn số.
8: Norm_Dạng hiển thị lũy thừa của 10.
Cửa sổ thứ hai có:
1: ab/c, 2: d/c_Cách hiển thị hỗn số hoặc phân số.
3: CMPLX_Chọn dạng hiển thị cho số phức.
4: STAT_Kích hoạt chương trình thống kê.
5: Disp_Hiển thị số thập phân (dấu ( . ) hoặc dấu ( , )).
6: CONT_Điều chỉnh độ sáng, tối của màn hình hiển thị.
CÁC TÍNH NĂNG THÔNG DỤNG
CÁC VẤN ĐỀ CHUNG
Khả năng hiển thị
Màn hình máy tính có khả năng hiển thị 99 kí tự (kể cả các phép toán). Casio fx-570ES (fx-500ES) ở chế độ Mth IO có thể hiển thị các công thức toán như phân số, căn thức, …đây là chức năng nổi trội so với các loại máy tính khác. Ngoài ra ở chế độ Lien IO thì màn hình sẽ hiển thị như máy MS.
Các phép toán thông thường ở bậc trung học
Đại số
Casio fx thực hiên được các phép toán trên trường số thực, số phức, các phép toán về lượng giác, hoán vị, chỉnh hợp, tổ hợp, lũy thừa, lograrit, … Giải được các phương trình bậc hai, bậc ba một ẩn, phương trình trùng phương, hệ phương trình hai ẩn, ba ẩn, … Đặc biệt Casio fx-570 có khả năng giải được tất cả các phương trình như: phương trình đa thức bậc cao, phương trình vô tỉ, lượng giác, mũ, lograrit, … Tính được các giới hạn, đạo hàm tại một điểm x0, … của lớp 10, 11. Tính tích phân, diện tích, thể tích, tìm modul, biểu diễn lượng giác cho số phức của lớp 12, ….
Ngoài ra, Casio fx-500 trở lên còn hỗ trợ cho học sinh giải các bài toán về xác suất thống kê lớp 10, 11, …
Hình học
Casio fx-500 trở lên có thể giúp học sinh giải các bài toán liên quan đến hệ thức lượng trong tam giác, đường tròn, .... Riêng fx-570 sẽ giả quyết tất cả các bài toán về hình học giải tích một các dễ dàng nhanh chóng và chính xác.
Các môn học khác
Ngoài các tính năng trên máy tính cầm tay còn hỗ trợ đắc lực trong việc giải các bài toán thuộc các môn Vật lí, Hóa học, Sinh học, …Đặc biệt fx-570 còn chứa các thông số kỹ thuật thường gặp như hằng số Plank, vận tốc ánh sáng, … và có khả năng đổi các đơn vị một cách nhanh chóng.
CÁC VẤN ĐỀ CỤ THỂ
Lượng giác
Tính giá trị của một hàm số lựng giác (LG): Tùy theo đơn vị đo góc, ta phải chọn đúng đơn vị rồi tính các giá trị trực tiếp trên các phím.
Ví dụ: Tính cos150
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D Math
cos(150)
Ví dụ: Tính
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