Найдите наибольшее значение функции y=15+12x-x3
Тренировочный вариант 361 от Ларина Задание 11 (12) ЕГЭ № задачи в базе 2971
Найдите наибольшее значение функции y= на отрезке [-2; 2]
Ответ: 31
Ключевые слова:
Задания ЕГЭ части 1 Задачи 12 исследование функции ЕГЭ по математике 2022 Ларин варианты 361 тренировочный вариант от Ларина Функция МатАнализ Производная Экстремум
ФИПИ 2024 🔥
ФИПИ 2024 🔥
Примечание:
Найдите наибольшее значение функции y=15+12x-x3 ! Тренировочный вариант 361 от Ларина Задание 11 (12) ЕГЭ
Графическое Решение
![Найдите наибольшее значение функции y=`15+12x-x^3` на отрезке [-2; 2] 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diqy7ACIWR4mVa1QpSJgfW15dTZi2g1sxiklQT8he4SlmmAmqi/DPyWr0iSok1qTLbFqQs03dm9PAkvqqq9DlrZRzdivP6vKvbkqZpgIVo8nNuNNM3StYULz2tKlONepuWXZSVJKSxrBfvZ7EUSrFd6SzzCyUSiYjPfa1zcc19YzTFXVCfseVkLSkwKSic7cCQBszLzA78izH5OxXk9PeyTqh57NTVHdttWsbaXM+TelbeFYoCgDhm1PZTpIlF153f0WezU9bdyi9nvet5k5Qq8K/F5jYrm0XWt3Lcqqrq09/SH2ksxcoX94DUzbAlDT2bQP6vyeddz3CqJlY6JoNHz0HolFZzLTdZBLj7zl8nRFj5dNK6SYbm7JLckLqvUgeVmHZSn/OIoRQo8nLxe3lGGlEycZb0lGAqPt+DuEQsZRctycy9wgGEDU9wpiqFAC8faXwplPwqX7sPm77lpTmaUWi5A47zOqepgJ7xT/msFyH+9YCD3iQBsmWZW25KPE0tx9Wortt2gGgOGfa7OKUlWEi06aYLmq16G7uTmCiX5lr0+iU3ZKVBESYj5LvqxeOTf2KSigvu++YXjust7mbdpORfW0xquypC9y240Zlkw8Y/1bfX3fdai5crBWn0UQ1oeqiIioNKO478iFpRkpcstyqqpd22Xt+iLMBw1C/JXv2dRaYVOkLv1eGir6oJmBUxm0sxUCUJwfAR3Ly6hKcZ+RZiu4q5KqpRjFTz2tzv5SDts5n+id4988M99VBJip2VCr5XtL/0oo0oH6jdvLzOT6LEUIoVZnXtsU1TA7TtmDdy/FW99tP+G0x/ZqzDoehNO3eyqGvUKH1KKEoSUf6+a9nHlHDLULmVN3TWhOyoJmf6EWINIB3CAeombb2VExU5KFHDKL3WilImU+KWqeYlDM3b3QkDjk5S0/7vMJO2yWd/NIBEfASJgVLAqheWNhvW5ah4EzT1eU1lPU5Y/IEBhoiAaHB0V100ACjQ7gAHlZlwppmJdTTT8XjZ9MfPdvQkw7rrfWvl33rQuzMalrn7e7yS6r1IEF1f0cTOcPdUqwdB+oHoZgfF7XjsEQmI723uU6tKKRSncJA6kCc6/kTtEH9wgII2Dsd/Ks7KgmYSBKBwybxQsS9HUEGPfUnqaVB8vKFvRF719AuK/wC3ezSXy0rgGgBwe50yn5F9U9xdkLu3jmNmL6LfC0vvW10qThYGKEIdGUYejz3fF5h/17vut+KL4mBSkWitOiQKo6AeY9aPot5N4ZqmCeqJgO/xueH2bVEwClwcv+okbE5LsW5mqXaTKtySnjXkWYdC01Du5OG1z7Dwezfza0Ps1ZRSKawnfyqO3WIvIgXg6JavK8bAqiYFKwAKNAeZ2Cdr2mvFx5RwuxarpTi1U9wADf8AEeTu3LSr75ZelXraH2jTEzaHgYMNggj+D7L0qG2Mwibr3t+9O4RSzQ3X5JK0+FImAnV9vPd6unIsfBpeFXwrV+tcBBUEfwZdk109TO1yb/6S8iS3GSmlnfbtMBOTG+82WLUhZoivmvzv8KoqhBoDuZ43itML44yfwXbe9r9lRKsNF+L+NoAANCZ5LulMQcqBfvL7zL9f2LFUIoAhIUbJgIYbBl2YEfkRedojufWoWZbnJuFKSpAiBf4KYbBmFpOdOBOhKv8AXzi46L95zHKUNMJOSjhnv0pXq0vY4uIFmGqU1dtb1aPfbleCmY2MtC/LC1GPKGBP7tfjB/GhKvN5lX4eayr/AIP4FlFK0Jyr95zxuiUOGpVpflKnhTxPMXGbfa3euZ5se4VyrAHW1o91OMs9/H+DSq1bUDLHtRPW0qvS70GO6ou2gz6Y7hF5jKMlb+F+aEfkT4tPfL160yi5bk5ll1y0oWMxr+3WZWStCyi0XVB5bclI28ouS5dpLslKfXAQVBEJCgky298lyqtyJMOneTtPQv8AGVqB0KxMK/p2uklGKlPBf9fP/wBkl9gqqLzDp7cm+2ZOSieBAGaYye60s7xFbLtLv6JTjKj86zJY5OUKVhoR7Vqq6L6pnvt1pns1PW0zL+xpmBRpO1fq0vykTar4mmFU1aEv1aW7y8sJ/YsJSlPwI+8zJiKtFOh0WWu+VdKUGJRGPah7X6n0zG2mIu5fmG9eRVlGAf72iIEXS/xl7ygv7LjlX6/0k9bREGHQWmZlLfUqpKaL3qCehJRipTPaT+iqU1hUWWOESYostd+T69WngxkiVPmXs0RAiBVntTqkTFvdFD2xKKMaZWUxTwTENyqQiS+hzSz3PMEJTRzvMvMLoVSYaVUUB2mZlC4dkkxcAJp3mplryZKWyt1ddp/GefTu5XiUWr67/DLsv+ynbPMXG7Pxv64QCNETPQJyWKs9/pgsyb/QvIsyqTQyP1nv4b4VJBjW3tu9oMK5HPYvPcfq7F2mLT2NQXhn1M6Rcm9wFSqVYrs/Pe252DXZW3XSJOkvTtamSVYH+by7FR6eTpEwF/veNi1eHS+mDgVDDTAERUVBpQB/Gd9QurKGe4N9bmlOOlPQcSAw0RBRUvROBAYaIi1onpAHf0P/AC5JCjZhy7LXK0LMV72323yBurD8hYA96/KSiJnN/ehVYDseblVXWeh9LMC53DI/7CPuZsVWCkgE/JEgCWu+Zb2SeiU1LSgVfkc/G63LMV+ehT3Mm8UVTDxj/WujIrDTCW5tVMOfYvVIrBlB8ygazn/fCQOp+Y/rZ/8AsnmXXJSu3hz3f+lVKsy3tglqdzMuLsKK5RQKECjjdmpS8Rw6BvOcBkIns7o6cXYIpYyreZfzt6F4ZzutWkHWYuKlahurT2l1RIg0gHHMvep0CQcL8oUEBllNyXLtI7BFLGY2V25bji+PMtb97usFKFzOS/K289m2swZH+WtcIhaYA9dvmPhG2/nd4AlKfhZRvJyzd/YvG+0U1FpgU9bn6txzLezpj0KmEXf1zC+GKnfdgilmjZV151Qsc5lfjaYt4up3Gz6ViOtihl4HoZgeu7jnuWK0JKKxVUF4mV/8zml/7E4W2LShZp/xKmX5S23I0OVbeQlSFYo0ACY6K40wmN/oZrVTNc2OKElFIpQKvCxgiFpgJpGf90bngB711S2pyvLrqqKNLMCoohdvlvaT6RUlCBKVXu7HfvykogsfOt5OiStFrQKvG/eTlLT9FgACgDiQCNEbme/opWVLyIq8HcIhYz/iS/RI2e/RKpjO71AuOGWj2KEWIiogVZkkCh5QzuOxT+6e4IKZiUNQmm4XvyUs09nLqngzBVJMwh21z3twsdUQs0bMv9aJ4JdmG5FSrq0xqRRUF4XVLcnK07ClF9Ew0W297IAB0HHPde2Up6xMKkKvadWbjm2l3FCSpAiBf1O0lamIns13cP8AP35y1TGvF6b7+YHanVcQdheO3WHPd3C0JFJIBI0fkM/JNICpMMsaFLy61aULNMbJS/g1Lvnc7ehe5fzmo9n6oKc1urz3C763THR6007c3dbejqVYTu5e+VKE9pFV43NyVM09mp1t4WvyVloM29fG6eCe9IaS8w0a+5r34kAjREFSDogmh3c28uTUk9lJ1fuZ7l3WhZWgRAvDK2KHmBr3bh7TfVMFz31CmhJh6ovZLZdmVVzFLsnM/wDdwdQ6lTKalpTlXg2wCRGfLv8ABrklOGiJMal6NjqnDKvNS6X1mYdBTbv62/VM1+ShphJyUL8gWC9SBAdjhdk109WlGSl/o8qxC6FZbSmLQ/1ZpgV8lHB7ETQY8crJFCTGsa2oMy8HqSz1rKqEq9C/IE6Eqr96yndoAANCZbi3J03oSYFJQM/etcVIXaf8SSU5q3OECN3VvRrCgPB7FRCzTDQ3XtfxzvhivMJdYycM/wDoQPSMRef0xFV7wnRI99WMkxXd9u/eyrTTVzrEz6SkfKfJ8FCxMMJQ31cyh76FKCmIMktt9Dha4RC0wUNtrXvxccyFZS74bsjrtYDtQYyK/rEVFQaUS/ES87aV4VKeWQCdkfquXu7LSmAaAHnk6EyXbJub6IkwC5omZlkHsqpRgDrdMUBM50XysrKFCx73udTb0lZBRSvD2lVtA8xH56FMutFKFmlFTZNputgAA0Pk8x+TGaYCcmMsyshaUmHiM5FrwDQ7zoHXTQU1joggVR0AHdfDfnd0i5l6/BqYKL8p93fBIiBFCrxzF58Z5h2B6F4XILaykT2b+XmXilwnZSjCCeKzvkAie5Ub9ERFrGkAHdynN9ooqlKCtAvcIB+2a+8OwVSTMAc7vd39jyc+/s6Zi4z3L+EgAUACJiKlxsjsEUsZgKXte7iY+e/REhzb/wDszDve9duvcvouvyY+Kgxik9mvujhYodCswX7IvU8O82/X9ixVCAKo0B8pl1G6kqsqbL5BWE1OwL5YRm3AAFAHeHnEAjRiYlaPzr8llVWWppH1MXFWhf2R3CLtpfmu/wDRmAztVt+ORWbaWSY9PY1BO7mdv4RTFxclvXbGwLfpbKEZKgrtzd4kAbJl2Z/ZT8WlCPk5Pj6LAABoCPaiepopBGwdiZVhvcUVSpBWgQdwKo6ATQgAHQd3Mt7KgzATVHHPI7eYtS1UgL8tYwRC0wE2Xu+V1+7khQSYEfMfnf4VS/T2rjVS2xMWmPfklOfospJapS3Xv3XpT6zPf6ZXelvobv5VDXqFDR0TDoaYFXJTzyxgiFomM2Tu12naPjO1SPuYeN2S7b1nyckstLMkw7+2pjMqjbECWsc28InoWKoVQBwz2tVkKRMAvUWf1tKK+yqCfKkgDZmdkq6dmkxk7OhV/gy1BYhQx9Y9B10WYCdbWmXYHy9P6FlNRvZbX6D0r5Bw+e9nthxqenJKcNKbedfIzj2t6UwABQBM/furRcl7UWmlZdhclHP1eHN1SgTxPMbn7IG3r5BGxLsN0cvQ0XDvt/rvKqUpXSfMEgS7MRPgnjaLXfk/G3wJERXzgqdE7me7pkxPQOO/tB/Xs8MaImaiUKqzCp7d2teAaHyVQa7PL8CAw0RErRPSsdA6FTKcOqn5k9DHysr6JGy8uNm5MOZf/nMC+17e7dnBW5EUu0FOTf8AG1uRZTi10y9wlLNMBNIzt3PaSdHlfoHHX8DEAiZipVQ5VZgJyYy/JgAfPkhRskASzNTog552N+T69Ikyaqcan8vMCnsqe7j0iq9+Oe/SqVLyIq9zMTnVP/eD7Yf0TXy2uBIA2Y+SX2lHimYhDInVmiDlQD7Fk5XYOogOwD5r2pX62jZjP8KELQY1t/xveV0pV6F4NRZfl7f0CAaHdvbkyauBIAJPQSjeTlm36L3WUMNH9iH2a/KSmBL8v1+BJVUlQ0sX/Xz/APZO/v5z2p/ZE9A8u25KvWYcq2/a0JEwvrcxeKqqNKAPKzUL07XqsxrRdUGmZeXIoSUUimsL913+r3dvc5RPAspw0q/3aAaEvcJSzT2amkZ/sef8baVg8my5Kht2hyb7zqhYmGvW5i7QKFGgAPMI2I1F9Dt2HRpi4pRi7+v7jr9cJ044577KUrKkCIF+x3pu+pvIuyq6Ycm+/wCFCSnC/vu8bQAAaA13SQOp18i1yCwJ+/EgeTksUpLLKnDoGjMFUkzE3flNc32QgHvXZ4U6RYDlZP8A9CyrBRPi+3gAA0B3/aRYlEWYyPXVp238g/j9p8dg+SzBRsmPnUpPfbH9FM7TMbpWFhTNaPRmN1slSlEAY78+5+yQtD7SfoqT3y4daYmdU0BDDYP7EQCpBiOcO0o/oaZmTz6pplFQpqC/ahSi9E8nt69+sRrkOdzs3hWHPpj5/wCEaYl73etfOq+PtN+Oh18m6sXIUaV4tVUAA+Ueip/UkOK6fGl4/MuxfQG/3WJkmh/B6ImTU6+sRWDjY/YbqUuXTynFqo+5sNqRHwFALF5hYiOhZ4mPUnRJyL+BAAOg87F/6+35HYmwIbE+rCdsn+aw5FP1cQ5dH+c99onvtEOfTPf6oc9Ic9fojT3/APFLT3209KGnvWR9KJ2+X9KZz5rdEWH32dlmN1ePRb1tvgpNtuqttB7NSUUrQnKv71zDpvzDHJCkiI4cbHdPk5QY0MEmICKFDfI4vwzbYXUfUQ2IOriHJpHVxDmUQ59E9/phz657/wDip57630pae93fSie9ZJ6UTtsz/tTedOTNPV52GV9bp7nd9b57h+bmnuC/V2nuFUGDRBhUQYtI6IIKKx/Ys7Gv/BZ2Sf4Cdmn+InIv4E0PwJoTXcJAEszfpSpdouLbed3tERUXlT901HbkQmD2l+UaHO/FLQ5WSelE5809EnJmt1dZ7reet8rwCtu2fyzBMttUPMD/AKVYOO4eI8nYhdR1IhurHVxDk0/VxDmU/me/0xs9PojT3/8AFTT3209KGnb5X0onaZh6JNZsNWX/AN2e7ZH1vnudv1vaX0mjq7bmFQb4MCme4UQYdH4gx6fognYp/gsCKPoJoTQ+ZZQykGV0pV6F/eOzTryiaHn7457f8tMRdUJw1wA4b1C4nbV/V4cun6vDn0Q59c9/b6UtPeslulE58xuiTkzfq87DJbrfPcW+tzT3BIMGmDDonYVD+xYKk+iCci/gTQ8j2kjuUmFSaavshsRXCHqeF+SlMoy3uf0aSD9+2IXUfUQ21/VxDlUjq4hzaIc+mHPT6I0zMo3yjPcIECT3u/6UTtsr6UzebAmbDRlt1unuT/W9oMBfq7QYFMGFQv8AZBRWvRJyL+BNAfec9fRcsObZdpaElOF/ffAoUaAA/ddgQ2J9WEbJpXq8OfRDnp9Eae+2t6KYLc1uiTedAmdOwy263T3J29d7QYCfV2gwKYMOiDGp+iCCmsdEE5F/AmbWUuaYVHjFnnb+SvtKXIv2TJykpiUXZXjvaYHgtelv0QfaS6jqRO1T/MRsmlerw59EOen0RmhzbfpQ095ym6UwPnTWa31Cw42V9bp7k7eu5oPZ1cXCogoqXokCKOgEAA8zNTnoaUf0U8g/MZu1yqZfmpXKM8WvyOv2EjYIleGiOXYlzwekNaH/AGbMfJD6rnPnJPesv61Tt8v/ALM7XMPSuazX+oWe5WN672gwE+rtD7OpiYFCxcepeiQIo6AfLkbBBiLyqB9g9q9EaYDoLfHMxdZdUH8VX3pSu3iZ6O8B2PJPy/tX0LMLF5D2tso/5nML/RP2Yj7+ToQ5tEGTS3RxFZWG1IPHJdsq/kSZOMtOMkq/pr5Q+W9pWppUmVd/opUnVpi0imoL/EpGxDhURsCmY1AoQrxFaL0UCZn+q6UrANAD5/MuNVUyaFqpBY7saYjCu9TbHyqkWY1r2gs66/bzB95ucVIXgzbU9azBTrc/VpzDZBiXo7lF+e9pc+0j0O1JuuM7BL6UDSrDqT9w2Jv7z7S+FErqfMbb7VFiG/G2gTnWHtrrwlvglVSVDSD54gGZi7x2lH9FP3HU6/eWUMNEQAAaA0OGT4M2pvsDjmQiVjSAfdSdD76Br75n+uloOg/Ufj+++0ulcT0D+TvaPoSJ6B/ApgGv0jP9CQdB/J3tL0LE9A/k7P8AjUsT4IPsA+fe+tPU8f2kvRFhy73/AL1SPc46XlpVlWVNMS17qtv/AAVn9Kx+Wg6D59joGYbF6vnbmZKyUXmM3mXwezW6u8Hs2qe60Vrtli0DJf4JyVS+pXyUoTosRQqgD+Cs743UwfP2nVbTA/ofYLbVqG2gR8lg9m1T6LCQiE9ABMJCzPc3Vv4LzP8AqafsF/8AQeYH/TL8/dcKolLO4tu4Z7MKgqylQlSr/BeX/wBVT9gvG6Xns7+h5e/k77xUPy8ooPrt9fEgH+DMtd5VP2AjYmNU9LuP7PNJAnWEgDZMVgw2p82+/k8KeJ5TRpud/E/kg7/gfL/r0/bSQASegm3zbtKdIsRQihRM+4JSUnsz4UeZfeR4K/XMejk8b+vzj3N/v+f0SDoPK39iz3KUTFrFVIEJABJ6CPvMyZVWKkCDy7slmfsqJRjirbdX/hLN/pRTtQfKI3B3ANea+VSnV4jq67Xz89C1ETOTspk3Xv18Abosw6BQnlE6EtsfJfsqZTStK6X58H90uTnqKxRpQO+XRWCkwkAS3PRJi5Iv45txpqmNmlFPbSrJS7pN96/M5LgiS/JWlI2fc/ogpzLurzGpNKaLFpnXnYpSdgr+Crbt9WmLR2FevPI2J2VabbklA7fJa5+ixLFf0nySQBsnQj2PlPyVej6tKalpTlX58wfvmahS9HgZ8xtdKpciUUMVWezU1UXhgmf43qSLWoUDUysXkPbUzFuF9QbgWVYbkXq8Rw6hhHBKkA6M8Hvu26LL3OTeq9FlGMlMZ1QbYx81OibdpSgvym7aIiIulnOu9bHyGfeFTkWUUWWovP4UiqFGgPIJAGzHd8y3kT0SutakCr+tbHDMyjXpE9ZmHY9tW3+2E6ES9HYhW4E6ETJrdyin5DPbtr1RZTWKkCzP8ZSqVoEQLGZVG2IES3n9Hpibtzz+EgsQkgNMrKREK9WmBUa6eF+H277LxPZyRVCgBZkOKqS0wqO3cu8ycXtApTwssCZjfAvBhfW1y0SlKvQsvwlsfnVirQYdvR7pTjJV5z2pWNuY191/wqGk+rTCo57i7eVlJdbpE+CTGoFFYX9avtFKFoXuFq3v0hvQVc5MopbKvNreiO6Y9UF+S686JMa7tq9/YSQODOqDbGI62DaS65KU20Q35fiDciTGL1Xmmxt8c+4qAiz2bT42fh7SuKIEmBjH+q/ntvR1MXFZbmseGZyutqWrBl3W/CqqJis5DXuWlzCmljMBNVF5fhCxy4eUYaVd6+kXpymIgRQq/KZOZyHkqG3lWKzkPfMxwlQROrTGq7GkL9xDrvl2Ny/NWt+QKWlGYlx10b7l/wBXf+USPWrpyNMqhKaZjJyUqsv/ANfNVPosvsFFUxUKU+bbmU1ytw6BhxJA6kCAg9DxJAEbNpWKwcBlOweF+WlM98t6tTKb0uG14Z95RQidWmGjohDmZN4oTcw3vutLt6Jk7szURZsDqekvZsy/kSU1ClAgj7ys3k+izwUp+FEpJvyzb/YsGShu7KO6oNsYwOZlSmtakCLLbkqG2jucrKQMCogAAAHQeb8e4ZrcAA4Z7+iqVqEQL84YyHDvL651aJejpzygHKyja3oX7G+TUnV4CCAR0PC+zsqWeYlzXVbbgmYj3dmvkGUIb8t3lWMlcvpG1ceqD7iiKg0vC89tlpV+IToE/gTGtVDba0orex+2u/8AhfNybza4ppmVUlNQRfW0x05KVXhl5XZeBPXEw3s8d7xk91IdW8ER1cbUwkAbJmVcLnSlIKKkrI5Zgf0jM2/sU/3aYeMFXnf4u0z7wickwKOROfgdX5/+yRmCLsy5/fLlRZknsMXwTFvRA1rtt5fbddUW9CT2bVyU8/DbY2a7chbcFN2U27vCkRAigLLqbkyy9SxMW247vaK3uWS218E98e34UJK8X++5udpfjlrUdOq+TvvDiYONP+vnM/0X5nfdIDDREfA/wfSyisU1hPlsnJFCz3ykIGLw59MOf+KmmLkvf1TiLULlAfEO7n5PIORIav8AlO0bq0xxqlBwzzrGmMAKEmZZ2dBmFjCpNt6+8ODdJ7O628Mt9KqfVoOn3KxgiFpgLsve0zcpUQoswsXo7x3VBtoMwu2qkLQXlSBanL5RGxCteIjOJio19pvfg55ULTBTtXe9+HtK3pVMKg00zPc7SqU4tVOnl15vbsaZWgRAscdvnhZZclI8RmQGNouddIYL6gnrlmaeqLMVr0ZtVeqcjBTbe0wkOmtbq0vrtvtCdEiYVKS6hbq+QxFCKFHDQ7rIr+pQYFCjQAHfPlnuGZl/ZUzCr5KIZub+3kgDZiZpfJ5FXgSAI6Pm3/hFlOBUkWiteiCFFI0QIqhRoDjirvNtbu3YC22l5egZ6qIBocM9d4zTGcNjK0TeXlF/7E4sdAmDMvc6SmbzW/Cx6Mt+tsxqnqTTvuGEiUXJTk2w5hf4UoWlNDl+1u+4kgdTBYn0YTPyutKyjt7qgieBJdQqMlK9Wjns6ifwJfa9zbaYSOlOnmeQKYnwQQ5FQcJz+Tn1O3j/ALFlH9FOFyl6mWYeSlCMjw33ZPwpUqsyaFodGaDJNzclEvw+dOvjnut76W15VSlI0nC/DZ7udHlWEobdjF2j1I6cjdImBSsehXdfwsAAjKHGmEAAGh86ZvcXhrhfQt3WAaAA4b+4Z9/IgRerTAxeTxvwz8zrUkwSho8HechUJmA6ad2brHzaVeAggEdDxvuFKFjMRGJNz9W4kAgg9DMqnsWCVv6/pKKhTUF7gAHG1xUhdoMm/JOqVgw3f+rdMmhKLUaIAFHKAB9xvd/TWNtBhu/xvee4VSrGFmWy9UWKoQACP8c9JfclSbeYFIttZ5felCbaVWpfabbm6dFhtsym5KtqkTCqXyc9tURGAAXiaKy3MUgAEetHGnERFrGkAEJAGydCVZPbXFU6fbD3NTUHdexa15nlGQl/o+zEgSzK+lHimGhuvLvwzTboJUsowFFW3nsz+9O7ki4p/omXU3ikva8owEZAzRMKhIBoS64VD8tLXyUXtWKhYm81w7ehYBocSQASegmMO3ynu8i2sWoUadhfjf0fEspzVb4W+BpnutrIiRRpQPuNL7y3VuGXd2VUwqeyq23VuF7tTmBwpaJQ979rfBRk0OwpleL/AH3+NoMCoPFUKNAeS9iV+ogTJv8AeWRElFHZLtvE/euvSkbaZNt13+yzDp7Gn7XuGb754WZCVetpcz5x0izGoWhPst+UlMWm7J+NzFUmVqijkTq0xahVTxMwPjdc3eyqTcgVYg5UA/A4MdKTKLkLvfbAj5r7fa1RNYeSU6I0fLGwlPieLvQ3wuTtaikxqBQmvKsoSz1rKcSqo7X7lfjc7B0Onms2Ji+MPaxZ+JAPUeZZclXraHKuvOqEiYf1vYvLgpzqu9flEvyUDbSnF/vu8TRB7zmf7JB9uHfudlYALEw0DbfxtAAo0B9gNqAgFu8aUL85UFoSFBJlG8u82t6F4EgDZMUgjYOxMq0V1TCrKU+SRsEGJgVK8AAGhLqEu9cqoSr0L+o5VxppLSjFD6tugAUaAlli1IWaYSF3a9u645kKzAUJa6TMt7KhphJyUeXZatSczxc0u+kT53Z4bm5vySNiDzyQBsx81FaVOtiBlhOlJMryqX8u9ylZZV5p2uZdOwzH6vE9nfl4O9mh2oKpMKtq6dNwyUNtDKsw8laEcPKUfLv7V/R+vugdCrRHfG8DqWT6NGz6oKrst92+FIqhFAHeyUKOL0l9vvlqIkUaUDynYIpYzT5934qEqrSpdJ3s/tVVXSUPz1K3yt1gqrLzDN11xs6JwLAHRI4al2TVT1aU5SXcLrkpG3lOWlzaWdugfk34pubAlt1t9/JRK9hQCdkd8kAbMfKpTq8BBAI6GPYlfrgIIjMEUkz39i/o8E5wE5o9r5j8lXolOMlCTC6P+OaGHCVr3mG7pe1PlajWInqaC+r/ADWC6s9HHlnGpZtlIAANCH9gFaDoo8gjYiVImyq+SeGa5d1oSU1iqsKOOZk9gkpzbVfbxSGAI4ZI3Q8wDvFX5XPY23JQsrQIgUS1wiFo7vfbuVghAGmZk9kul9ZmNhj+rdHsByx2SwHw7MvcXZUVOwU3v4W+iypX95R36twz7eSrX1aYtXY0SvfLsz4wd3KZ737JJVQHyQiwDSgTMPb5KVJFGlAntK/QFSyih7VT6JM9+lKTGpFNQWZ9/ZVTAexoSANmX5RTp1aYVHZpzv628oy/DW59u0/4bVEwKV/cN/SA77zuEG2lOSl3o8i5xUheYCF3a9+5l02XZUvwxRRKBqlOGSdUPMJdYy+Q+VSnV42fVDnv9Kph3XW7Lr5JOgSZSzXZxaEgTPyQ4FSTDwxVp2jEBSTMZTk5LWvMx+ShpgY397zMyVqSYGN8O2eX2i/J/CJKEN9wt6Ivp4P/AK+eF+iTIt8a0rANADvEbBEtX3Sn8u8wqOyq/wB2mQ/JS0xb1rdnaNffau0TkWYdPbO1lsAAGhF/1s+XXpT1MRGzri7eiIgRAqy5za/Yp/8AMtw3N4ZIP33XeuuSldvMl7bk528KTAp5KY7BFLGNnv20QlkBPdz2LulMRAiBe7kt2+SlMA0OGZ8MZpjDloTvupdCAZVgJ1fbxaa09KCaEAA8nOfkoMRHxilqruMMjK6+BIKETNROGT8KHmG6U4u2mVe9xHVUhyS2qsZZfjFKGd/E8981QEqSYeGLfG8VQo0BD0MqvFVtrTDp62v628jP2r1vFvN/wp6TK0mK0xcZEQMVmQheookprFSBV4W4lwuZqmhwdIzOxZ5hW1JRHy3ubkomLR2KfehvZ+/b8y+4UoWaVUtkt2t8v/18tKV6LAAABPaV3SqYWGE0796n/Xz2fgY7BFLGDPql+StVO5g0Fd2v62457ehIg0gHyntPoiyteWsDg1D++i3g6B0KmJ7OVY+OjoFaJSlY0iwgEaI2IK0A0FgAUaA4jDq7UvxsUuhWUU9kvUt3HsVF20ynsuqLdEmAhSgS6sWrywDQA7vWHApiVog0o/Qj+huj35em9CQ6VD+AJgDntssmTlrT8F9cwlN95d+9c3JUzT2YvgZ+Bmf6FWX1UJjTH5Rcpt9EvygAEp+LmJvlHN11wTd+cW+iTfyjKreoA/K3ZWjyVeN5XQz+O+ZXjvSlYBoAD78ZvukTXdHAfNuSqkgRCWUE/Z3HMhWUpk1bRFltC41DO3ieYCclHezP+meYH/SrwMyaTdVEw3c7vaPjI6ckow0p4ZtwqpmBV2dPnDyt/I5Lna1L1aUYqUy5xVWWmEnW5+rfpY/R/ab+hJiliv4TvWJz1sswrlTdLwHYhG+9bQlzKXgGh8mZuCGa3NQH5DJGsqpuF5N+UtS9FgAAAHkNYi9WAgPce9EYKzfwJdclK7aIPfMss0AAGh37cOq19tAAFAHnGCHvHieB4CGDgYD5+VWba/D1jZN+uyCaeYlHYp+X79960ptpvJyengSZWKKqi5di0wtjGXuXA35kUaH8BZOUtPw6vDUwRr757NTVJf5gDgOI4jgYNwwQ8d/JaHkNQjPztPgB+AI7HMvCL6FgAAAHQcciwVVFpgIXbn/gK/K03JV4nmNi8njs8Tz2k3gVJSnJUq/ZdQiD5y+9KF20vzXtGkmGiLTtO5lOcm5aUlSCtAv8A5t5pQKvVpi0Cobb1twc9tnqn0T7PlZAoSVJk3eN31KHt7Vkfhqa+XduVCYEszLocVEx2RZ7O/ocCQBsnQj3PkuUq9H1aezU+Lt/AWTQL0mNldarpdYqVFpgJ67m+b2BAQfKscIhaYyHJtN7y6wVJMZCqlm9TeaSANmJYj+kg+YQCNGKqr6QBLPQZ7O9DcMmu6w6X0S7WLjaWYaclA/gPJxUvgwH6O8RQiAfM33LSnM0D5OT6PAkGF9XsaJjKnRmgflfkbyc0tZatCzaUVSkNe/av6f7eDWKnqaJYj+luGTkrRBYOTnhyi+xShaJmWrcEuSPclfqaHPplNq3JzLxuQuhWY2MtHlO4RCxldq2pzJxy7AtRX6tMZOypC8c/wCN1SwdOBGxB/DTMFUkyoe93G1/QsTMRrhUnG/xXovDNuCqE+rT3rolKF5RndRdDlW2/ChJTk2i/sruDNyqSZVkIrPa3WG0O/Nf6fosrdXUcsybhTUWlOK1/jvaPWuNahqm5cwvy/j6EnZNefH6IWShPoojlsy8dl0WJgJ1tYvMxKqqPgkwEKUedenPSyzCtNLlOF96UzGre63t7e5lYzXusUaUDvg+YB+7jfyee+qI7FUTGq6ynGRFX88LHFaEmYqMxa1+rR2CITKqWzLja/omkoqmLUuTe7tAAo0BoR/H7RXhmZTfGpJRihKS7euYKIyta8x252L9FmX/AK2SlUtyEoWUo91outmff2STAxf73jsEUmXf923/APqswquROc9WhIAgY5eTr+xYBoefk4zq/aUznzX+gSUYWm57m528s8QdQfvx+W9pdEmBXzlr34O6ovM0VXynDP8ACudBMy432ihJUgrQLMu7/wDxZgoUp3+ZfaKqi0wE63P1bhYUW1VCjbRiAp+gnK5dxj+iLdkKmkolCW5NzPvUqxUT/do7BEJibzMotAABHuV7iD6EibzL99EWAaEzrmZxQkxqRTUF7l94oWVOHQN8wR3Qf4T9pJumYBHu0vy0q+HVpVS95D3wAAaEzL+xpns2jra8yX5KWaYiNfbGZa1ju2ZaFT0LEUAAcMkslyvrawrblt+KoiKihVjDakTFvWh3R4jvkN4fAkuTtKykooShdLD8AYivdeyL0aU1CpAqz4yihzlNa/dIB6iAa+aI13Af4SZQwIM9wK+i0qspxEq45OL27hi8VQqgCZVJvTklFAoQLLK1tQq0RFReVIOBAM6cNxqEL8xSAAQwcAijoADxHym5sQuo+ohurHVxDlU/5iHMohz6Ic9fojR8+36UzGd3Tbrqb4kdwHUB3/DR4nc1NcN8R3NeZsQ2J9WEbIqXq8bNohz0nvj/AEoadtlt0qms1oaMxuts9yt+t8GB+bWgwEgwqIMKie60/wCEFFX0RYEUdABCAeo75Gu4D+/6+aM1Bx3BNd/mUdSIbqx1cQ5dP+cOfTDnp9Eae+uelLT3nI+lE7XM+lU3mzkzPq6zsMr63Q4t563z3Fvrc0GBXBg0RcaleiQIo6ACa8sHySO4DsfwmPK3qF1Xqwhyafq8OfRDn1xs5vpS07fLfpVNZrz3XIb13wYH5taDApgxKF/sgoq+iCBFHQCaHyx4AweQRxX7cRv9nJAhtQdXEbNojZ6fRWae+u3ooadvlt0pm81p2WW/Wye5v9b2gwE+rtBg0QYtK9EEFaDoomhB3evznSA+QeA6j+Dr8pKIfaSQZ7npTDmX/SmHKyv+zO2zH6V6nY5j9XgwHPrui4FMXFpTokCKPoJocdcNd0/Pka7gPfPBf4OtoS3RcRaK09KQADoBNfciO4DqA77hOuI/kQjcI13AZsQniBs/x+TNzc2O6R5A/j4nug/Q90jcI13ANwDX8fE98HY72hNTQ/j8nXED6ngRviP5HJ2eAGz3DwH7nv8AUzxHcPAEATc3Nzc3N/x+TxHcJ8kfoN+SlM99f6UNPfm+tLT39fqjT/iNMRg6hh9qA8wfoZ49IDvgToeSBs/dd8NcGdUG2MBBHkLQgdn+rTU0IQD1AnYV75uQQDQ+068gzf2Q/ZCNdwGE74ATXc1NfdNd0zOtNt3J9FlI1UvlB1J0D9zHDX2PcP2UifHuAbP3ayxakLNPfbH/AKVMfLvq+NqSmwWoHXhlZS0D8vEryr/i7lIe1xiu354OFrhEZpjKb7oBoAeTc4rqZpgJ1ub5InX3PflAa+4EbhGu4D9sdgiljPfrn/pVTGyhceRhp+/dSbmAb0QAKNAT2k47IJMVOypVZlXihJi4v/rXes8GrDOGbg9qV+tpk5JySKaZjULQnddwiFph5Nl93cz29FUqQJWq/JEb/byO4DqD7Vmvqhph1CqhZeoXPTvllB0SJfctKFmmNS1z9vbHYIhMoQ3ub37mSbQmqesXG623zATbtd3TH7fKLJ6Ege3EZq5hdvom7i3j9pfa9/pxMHkkTp3AfNd1QbcwZNW1Ab1fN5l6tcqdVWDOpmKrX3m9+F+WlE96vf0UygZRfdvDPvZCqLLOToju7yhS96pfAABoTPs6IsRcv8qkotYko/rHczbelCdWlNYrrC8TBwchELTDp7Z2vfuY22zrG++b++E6HmEbhHEDZ8wkBSTFRs20u/oWVVK+dpPQnlb7oPB7FRdtEcOgZYSBAdjvXNyVMZjO6FtVF2aHCtu27zAtLIUbqnAop6gE9y2hLvWIlFSelJeP+fq4X6GdVwTx5zFei8SdKSZhbste5u/m792eUZaJQE6vKDYyln4gATfDX7qTs8ANnzCJqDhrys99VBB1eaFGJMBCKi7cTbX9XEBBGxxvvZNKi7aK9976546ZON8Q5dZjWrcm1l1gqrLmVnJvfnDaWb0uzHtfKuKVeiYaMnNti0J0J8c3J6+BYiBECrMp3vuFKRByoBw3Nzc3Mt+d1oWIoVQBCQJh/HLt7juEUsYlyP6W4E6EpPb5rP8AROGVQbgCp06wJlt8GdZRQtC8cgFqGCzDRq6Qr986MFaDoo4E66mNfUvqePnp0RS0pftUDFSv2vXd+P2zY+TB754jzdeb/XzvyqTMc22pQsRQihRHYIpZobrsslafgkTArlS9iGB9MVgw2DHBKEKZmv2dASYtIqrjgcpns3rbM7b210xECIFEz7+RORZiL4Aif/LQAAaEz8nSFEmEESiX5/0qmFSUTnf1txPG5wlbNMa4JaXuX1Q59Ee+3K8FKTGoWhO4QCNES3DR/RtGnY5aeiwNGTMs6sFlFIorCj5DKFzJqmCjNbq8GDa3ruiYNKRa0Xoo8jf3kDXeMHyF2WlX+7Q35Vvor1Oxy262zsMr/vT3S/63yjEdLed3+THcJ1NwnUHADjlXsmkT1tEssS8LzwDfdJgPn5NnZUkzEUUYxd5hIXdr3jMFUkznfNt5OiSuta15UhOhLXtyrTUkopFCBISBH/5rNC/RIAANCZt/ZpyL62mHT2NMRg2e0syakgHvmXGupoWG+2/0eBPq0xqA4ZnnuFcTFBtDdEXoO/fQbmHi8ENaFQCsGLSOiCBQo0AB8kDv5PUA19+Hl3WilCzRXysr0eBI6ZFCF+1mHmdt4H4XWvc/Y0//AC0oxUq+TuuSldvD7R/KRGDqGHkHiO5beWvcLBR2d1XdPEb8sMCSONu78pU+iTMYu6UJEUIgUTPfVExaxXQsZwgJaZVzNUWT0TAq5KI+Qq+FfE0va5NWv0/EwORUZ2brL81E+CeJpjUO79tfwuw1tfnDFZTjJVHwn5yyPKcJOr+Jo9fMnIvwiqEUAcfjN8CP3X2l1RYihEAmTX2tLLMLDdH53l7lKiR1mNSKk4NciuEJ8UJAEbMtf+gm1mLa9ik2JqW3JUNvO3vv/oppZjX3C81XeZcyvl+Pok8WSrv0VZhfDGXhk3rQkF195Mo7YJqzubJhIAJJ0BL8x/7JgXO5YPxJ0IKaw3MBP6mX+QsEJAGyYcykPqA7HAjXADXlo7DPZuGVkClPy8xa+yqLt1aUOna23vKXe5ub0pM+pnRWSLlXOoVKouMz/G9pfQLKCiRca8oEe2UYyUzMbtHWhZ/w2uU4dVPe15Zg+YP6zm09sn+6yjMTk1b4WWKwcbU8LSGuROBIUEnoJQguva+ZzlUCL1eUViqoLL71oSU0G49rfAABoS/4Z9fe2JsR7q6/U0quS4bSHg+Bz2s5eZOkVMaqVryIF4Ohy8sr/YsrqSpdL3DwzDqgy11asVVT2ahVOJOzMm3kXQ9RmNXyJwy6nuKoszKEQIiRBpAOOh18wOtGU6v0aX5qJMWhnc33S0FqmAmLgt1ugAA0O87BEJmEpste9vJ1w18+YPt+vtWTk9l4U+LxaL7/ABXOVg9m1REVECrwuIW9JuXu2TaKa+n1iIEQKs/r5/8AsnC/GFtqux6Qui9WAj5lCdXgtW/OQp3THwrnf42wYD/W6H2b+XlFK0IFHC/LWrwr4niZ6FJjU87dvZ1bha4RGaYCaQvwJ0Ih5uJEdA6lTCiI/ZVdTKlCIBN6j32MT2PQQZq9lKENj9q8HAnQJMW/tczng2QN+ffQl408pwqqvKz36Ur1eUoK6wvc18pr5E75pqA/cNwd3Xyg352TcKKi0wKut79WjOqDbGDJpPR+OZWXq8HVYzZd+kmNQKK4x0pP4E9nf3vwyqXuUKjQezfy8XCoSYKq17uF8g7g3Ml+ypLTHVaqjbb1lxNz9sE0kqINanhntqiUqFqUcLbC7iquKNDjfm9k/Iqx89DTtPXMSkoDY/Ux7UrG2Msua5G5BpZTkiukKo20QFLwbh1iEEbBBHG1OdCsxsNKONj9mhaUW9qnN8sSACT0ExR2+U93namvmzwIghg+2mD7Pmf62WlUutXGplVD5XjvgxafokR2pyey6q3dzH5KGmJX2dA4Fgo2SAICCNgzKvCLydXaYtXZU+VnhjRK6Lsn+rtUj0KaCgmKMlCEI0nDPQtRKclDSGLQ325Pwp8KyihaV4mDIRLbSV20TBa0F28EGNldO2i4Q6uxeBQBoARaa16LLKltGmlaCtQFgO+8QCNGAADQ49PkiQoJMzLwyBKvizzGpFNQX7ePmADs7P2Un5jp7Tl9LXXp/gIBoR3CKWaYwN95v4XXul6gr4J1hIUbMQnKyd/2JxyqTfSVlOU9CGopMWh2ftr/AC9d0gEEHoYMCmKoUaUd0YdQfn7hG4RruA+Se6RuAa8x1DqVMxsNaHLfom/tWvl82tg63p1WUXpckuyUqgS3K+L+FIqhQAOFiB0KwZNmN4LELQ9vmflElNS0oFXucq76D5TYm+OzAe7ruA6g8gH9WCa/QSNiPhIzbWVYdSd0gH5knyAe4R3AP4ZMH2QniATNTXdB+h7pGoPv9t6VeppVmq9oQqV/Wd/ZSdDiB9T3SO4PvzMFGyYcyiA7HHNvFNUwcb4drbHUHPT7Dv8AXTwA2e+Rv9AJABJOgJfc2VeK0mTjImIZi/GhOBOgYobMy/wiwAAaEoQvlPd9lH6YfPHkEcR98zP6DTAoKbd5n/GkJK15EC8QAOgAl76TlHqMqTkQL+5a8nfA8R5Y+vzx+fd1RCzSgtd4343OS4rQ6aC/kRuf1CYyM57Z+F1y0pzNEbmQH9513QfLH1+935IrbkVSzxsy9PXTA/vt34RYAAAB0HG+005u568lXuUqk2oG9gCPmD0UqXMqoYvz3+Jv20nz9wwiCA77pYA6J4E6HEfe+2SnMcvHe3M8CLpI2K+Np6J7+v1RueUszIC/AqDLaltTlaDBT6u0rpSoaRe4bEX4MwHE2ANqA7H6iCD0+xDfAw/ES65aRLci/qBpZQ5eoNAeOTf2ekT4uZfjWqnbM8ofnpVoTs8ANn749KP6ligAaA0OHIv4HeNiL6mAj51MOVe/ophpyn9dmpRhOX3dxevmgGgB5JdQQCf0isD7La4qQtFL5d8ylHYalY0gHAEibEezx3P9egmnGC3P1aYw1Qg4gffyyjqRDfUOriHNpnvpb0VMZz5T9ECzsMh/XbBhV/Us0SitPSnnsdKTKFe+57oHvquQOwZW++78rpZ9h3NwEGamdS9yBUmLjihJcOchYOmoToQHcJ+BlVJsvMyfFYlQgGgAPpwA+3EgDZOo2XQvV4c+if8AEkiZzvboVeQSFGyY+bSkOf8Aipp22Y/SoLOTNfq4WDEvb13wYCfV2i4VESlE9KQADySQBHz/AMJKnFqB14m6sNouN8DMW2229/xCwUbJAEynHursJhFUxFgPvF4ZfQn3xyzDSRE5e8SANmc5PQQN9OD/AAdT8+Tqde4DwJABJlO228I3CCRAISANk6jXVqhIMxFLbtaagHkg7+dJ0I+TUnV5TlV3NpO8eh1Di23fG54mBQsGLT/gIK0HRBAoB2B5F9PbDRaV4dKQAL0AHmW5Ttaa6EjW5FShnVYDsA8L0NrqnRPrMl+mNSspQVVqnDKL+FE/umXQlSLr1ysEIAY55UJns30M0yWN95QNpFlFG8Yo0TAQdXaIgRdL96J1ACTswkAfgTtFj2AjwtAdgE9w/E64BibuD/PGE77t2QK4md9LEl9vbOtKRF5VA4sQASYa3yWJclUjrysSmygPWUlWrBEJAEqyXuv0no8gwDXzRIUbJj59U95ybf6VUGLfb/WtnuFUoxkp+avvShdtBlXvt1q8Eos7WoP3HOkJmBpUd2j3i5/xUsUggEcL35KWaYd1SBnf1tKLXt2WTS8LiiDtH/tlAbKv7Z/QODjmQiY14opdG6rMOh7WNrQDQ++D88LBsQIhHQQIo6DuodkwnQlHid24WeiDoPnSdngBuaE1LG5EJmOAV5/qZnFOyns3Suyv647hELNKHNi83DPbVENzXhaaIMZBRySi9sXdTpN35f05ElFK0pyr5OvmnRXGmi1VJ0UCPm0pP+JLKnFqB1+Sdwi7aHP3cETyPjfnaeZLrTTMVClCg9zJzEQFF+LTFoe+rbtpI+Kjoq/RYAAAB0HB1DqVaJi0p0TgSFBJl+SL7gnRJSqqgCdOOaFe5K1WIgRAo+U19hF7nO7Lh7ynbdl5B1Gv7JtBS0rcOvdG0c/gw7YEkaEoUBOD+gxPSPnDxA1xuG6zKspkQ1hZj0Et2l0zUat1vSA25vVdJFUKABwvpF6aMooSldJwKKTsgE/IEgdSIbqx1cQ5VP8AnDn0z3/8VNPer29FEe/LUeiYT3v8bfIJ7+TXde4Tokpw6qoa0II1KalpTlXziQItyM3Krcc+l7lVUi0gZSVL1Xj7xVz8nPwvvtOUKqoOGSlqZfPUsqoe1xbfLHFaFpjXdum+DqHUqY9CVUPpZgfDFXhfcKU5oh5kB/ImXktU6okUkqCeGZRZfpUaX41eNR+XMxebsE3wtcVoWmChd2vf7tUm892hmMva5zv3RwJ0Jov16RkHLoRS5K95/QZX8EHB/QZX6B82eIHcJgRQdgCCHRGjAQJubE2JsTfkllHUiG2v6uI2bRDn1Q5zfSlob8s9KZrNb6qs92vbrfDgfm14MCmLhURaKx0QQADoB9hImTlCrwJ4nllF71M9rzCBa9Z0m5lZSUTCr63P63gIMz7nTSJLqFqepV9cHQSn4ZlztEvuvv7mfkoUapZRlMlSolUoLmsGzrwznC0lZSOyxl3MK57Xf6pMlxdkhOiJKnd/F6UlK9vlta3Re58cvN/2SAaHDJoN+vHK0CIFH3K1uStmmG1zIWt4XWCpC0oX+9vU0yn5KWMwK+SjuGDhYeiwDQjnSkysaQdzfC46QxRocH9BiekfNk7PADZ7h8kTmUdSBDfX9XWHKpHVxDm0Q56fRGnvtreihp2uY3RJyZr9XCwYd31vg9nfm1oMCmLi0r0SCtF6IIAB9pybhSkwqet1vVo6h0IlNCUjSDhqZOCbnLh4gzPRKENNfjaXX1onPMJGttN78MxXS9gvR5gY3Ypx1MqlDk1QKABoDhk37fsklCe8XD/BJlWm60UJErFNPKkoxHe1jbtVma/IgoTq0xauxpC8MpXKbqbRWPnOycgTxzBpNVPyhOvsFGQLnbh8bn1/YOOTcj3hG9CQ+0U+iNLbhmFESAaAA7j9ON3qTh17pBJMRyNh4553C8bPRB0HzRPHpAd8SdngSB1IEN1Y6tDmUw5v4Se83npTC+WYFyzPdb263z3Bfq7T3CmDAogxaR0SBFH0E0PNuuSldvKMpL/sb7y8vX9iQAAQkAbJ0I+eivMrK7FJi3tcm245/OaNJKKy16pZFUKABCdCVD3nML/RO6UUkMRsiHg+Hc97RKlrq5EmLidixdjtuJRSQ3c5V30H3S9+Soz2X0eXMx0iRAFUAcMy8UJMLED+O6dmnL6RMOoDJtbu2HpxdQw0YtTdGeAADQ46PEgGAAcX+JA857ET1NHzqFh9pVz3636UT3y/6Uzts1uiSlspsryDodTqGxB1aHJpHV4c6qDP/CT3249KZ2uU3RJ2WU/V4MHfrtgwaoMeodEgRR0E0JoTQm4T5ROoZvvZyPdcizDr5Mt++zqg2xisGGweCXo7lFbhfmst3JUsQ8yA/kfK5T9nQWmAmqefhn3kvyLMTsVPPbL396vT6LEQIgVe4/x9pJwz7uSmYtYrpHdHc1B94Z1T1EDgzhAS0Lmzmt6InpmK4rxi7dWlCH1v6jxtoS1gXgAA0Jkv2VLPMH40b+rd270wecBtubzmwldyzuWi4dC/2QVIvRBNAcdDr5D4t9rnneDASDCpgoq+iQIo6ACaHAeSzBRsmC+v6OIDseQZqdJflpV/u0XIv6mmVuLF2ON+UiTHr5FLH1NDcocJ9eLHSkzEte7JaE6BMyr3veezP6EPQzBXeTbMy7saZhUcic79W+W9pN4FWVDlqUTJy0q2vVpQiOHtumHio23dZnqEKPEPMgP5HDJR7K9I3LOTMTwKwaYuKa2LudvwuoS71wDQ/QvavVJReoxVd5481/xVMrSYjTDVrypb0J3r6u2TklVS1oEXuuOZSIjtsKV80gk/PkbhGu4D5Off0pWU4CBJhn1p9F8rMv7CqYNHw7V+rRb3fNKf2TE9dq8H3ynUei2hxc0bN59LQu2mNQU27+vjn28lMwqOxpmQGalgkGKaKHd5hpyULwocU5toeXOczJVE9CwDQA+Wz6i9QKRTlXqF9CyrFRFiYCq8vvWhNL1i4t2SQ97RFCKFH6TfQt6aMTA163gAUaAliCxCjREWtQqfdNibm+7bkV09WiOLFBHEHUHeMy6CmrX+rR8oFAtPiaY1PYp+W8r45eX/ALJNaGhFc1ZVupiVGtPF1PAkDqQIQGGiNgxKkT0LxvvShdtKN5mVt+i8bmOTeKl9C+qAaHDPqqCF2mBSEq5/kySJ8e/2KF+f6/wETuEgDZOhGyqhEvRuAO+F78lLNKKO2R7XmAD7tOnAnQ2ZfmhfhXMS83pHcIhYym5bk5lltyUjbxSGAI4OiuumiUpX6FA7mbc1NW0lRJqUt17uZb2VBmAnJRwKVqxcgAwEGOeVCYxa0li/imKrpQofjl5PYLHRhUbr/WfTMKvs6Jk5Jq0qLto2eShTk08w6OyT8u3H2n0SU/0l/hwmWOK0LGKj5R2/wSXcmKAEWMnaUfHrMVi1M3AdiWGp91M0crv3amVoEQLwIl6F6yBBSuPQZhIVpmd8MYzCTkxlj7y8zX9iQAAADoO/n9algGgB3codtelUAAAA6CO4RC0vyHueYFyCiPkvftKEmMgoytXdwqDMqh7rk/AnpT/2ETJVGd29cNVy6yGWDKuv0tSFZShRNFi3AgHqPkj/AAUeGWe1tSmIgVQJ7RT0PLsgFAtZ27yhOSsLCQBsnQiWK3QyzFva5zKg2G3jUtuauyX+qJBwsdUG2Oo9wyXFadIgAAmYe0uSmPalVMwE0hfvE6EtzgG0il5bfdbeng0yw35a9UinYBPcTx57cM/KUoa0hqQ1IqeK1pRgL1eIioNKJ7S6JKvQu+8uLSr84WaEAA6D+HjwJ0CT9JheO97eDqHUq0qopqbw9YfgZnPu1UmFV4y/AgGbA43tZk3FFiU9hlpPpDRe+Szr4ZfRyXqmy0QciAd5lDKQYlKINKsb4Z6zXd7YUZrzd+V9OzSDCq7IpKcaujhdk3hyiVSnGd3D3/xOTs8MpuShzMBNY3DNv7GmVMxuQlm5pZetay8WWauYSgqUBWDfAgQ6A2Yrq42pmguzoCIe3zS/0SCE6BmKO3y3th8g1qXDwd0ohOyP4sJ453/TNMYaoTh7SbndEWNjWKyb6mVYqr8W2xjAFSCJgvq16u5cC1TCUi/FXptYz5OT4AnIsooWhNCCEAiIioNKIO6O7v8Ai8bhHHIQ2UkSjKFaclkN9151SpWX4j0lXTbyhHd+1ul+QlM3k39PAsxcVaPI1ANcNTXHXeM3B+wUu7Fg66/TyNzpwKKTsgGAADQGoTvga0ZgxEGvlt8AeJi8N+UP4c2O6R3QJrhrhub+R1w15fT+ICeAPdI7nSA93U1NfZt/wqeI75Gu4D8nub/i0nZ4AbPkkdwHXytmSlThGg7m5v8AiQ8QNDiToQEiA77pG4RrgB5Wx3TagbXON8bnFVZeY1puq54ToEyjeTml/ovkamp8eO/kNcNfJ77m+A3+4niB3CdngBs9/XfJm5uZN/Z6RfWZq4ZabfbdzJa935KlmTimhA5fbSk7rXhnv0qlKclSrM9ylEwqRVT5+prub+cvvSkbaf8ANZPTwJGD4uSnjLBuN+S4fsqVmSuRWod7JgZRfwP+5E7PADZ7lty1jbGVZSWPrgPIPCxwiFmi5N9/9FZ2uRTaqPptwdy5ER2vaYyFz2z9x7UrXbmPeuZciLANAARmCqSZRvJyTb9F4a96yevgTgft1jBELTGr7Rjc/DJ2+ci8HPKhP4EwU62/Vp7SbaIkxU5M4L5B+yga++WWJUvM8puS5dp3yeI4ueVCZjoci4s8uAN6KkHcJ0OAPdz/AEKk8GNTKgzub7fp6Zj3i9e5lOHvWqPmVJpUgO1BglrFKy0CXZdsSjsM5Fhmbd0oSLfTjIEWPn/QJMZOSn7hmnVEqAFSzKyRQkwg1uWX4ZhK4zyllrxVJibybzc3oSYA57nu4H5AfqxOhGJzMuYCcl9q+WDwsHMhEx7jWGrCzFoK7d+p7pOzwA2e7nuENbSut73FtvT6LCoK6lNQpTlXuW4ddr87RKEQaVJriAB0Eq/1c5n+iwx8B3uLs0pxaqpagvzgv0WAaHcH2zJq7WkrEziichTbwUtpr75gVlKiW4ZalqHlNV2SFR9qizLZaKBUkxKuypA8v4+QP08kCG1Pq4gII2O4w2pEqxUo28xUO3c/3d13VF20quS70cC682ubha4rQtMe43pNwHcCjqAO6YWA6kCDIrLhAYO5k5Iq8KeJ46Ocmo29WhIXqQBHz6kitzKCJl2GqhmmIztQC8bKQXCvubHThl39kml9bTDpNVW26tNcLXCIWmAvwaz88TwPyJ+c7NObm5RuZLG29aVgGhw1CQik9AJRvKyTa3oXzNfq2TlCn4dXgovv+NzFYUp7cUKkxC6XPV1Ve49ip1mTcH1UnVoo0oE2Onc9qv0SYFXJRM1ylEBYPzRfigMzf6BmHoULM6zpWkxQVpAaDXcyrnr9Cwe92wYTN8bbJXh11sH7jAkEA6MoxRSxd220vv58lBT4isSh3+NzS+pHykqSAaAAma3O6UrMm/sUCJ1mBVzubW7mVz0ZPaw5/wBETbzGxnd+2v7joHQq0rrWteVO4DCNwDunumD5kkCG5B1dY2bQsPtJIfaTfSqUO1lYZ15eBIHUy+4VVFphV9bX6vxuzUqcJMy/tStNUoqFKBeGx0/X77OyqLzCp5/9d+Bfsc5/y0orKAs3rbiCDMqi57g9Uoxmot53j5WyUpBZpQjIu3O24u4RSWlQ98yy/wDYsA0J7T6Ikejs6EX6vEGkAmaN4zSi4LiBpWr5NxeAAAAcAeB4jukgAk9BPHl/7VTCRTe7pLXCIWmAvOWubg9pGcxWXqUUL1teY1fZUhe4QCNEAwIi9F+zbHlPiW2vtrYPZ1cGFRBUg6IJ2adeXhl3GldINu0OI7qXutlDbvRHJZIOGQ/ZUs0KImIXs6vPZuu3hIA2ToR8ou3JR4jKKCjF3Ys/6/n9ET8tEUKoA4co66G49qJ62iOHXazPvYOKlns1H+LtxCgHYAHG21ak5ml5e5Da+1SYCBKJsQgdSBEPb5fw9CcCAVIMvo7O5UR/VKqhUgC9wHUJ3L71pnvGS/oSUX2FwltZXu5m/dnjZPPSlNMxqRTWFjoHQqZXWtacqcExkRy/1jUIzhyNt82SANmPfbe5WiYT2OHFsA15uVYUTSDbGYtDpt3bbfIZXwzapfcb3FFMzKBTUjJGzAyKtXrlCMiaduae0vhTEDZt34RZk4rB1sogovv/AKzSqpKl5U4H9eydvmVLxybhRUWiK2VcNvGevFQLHPvOWsRAiBR3b7TSmwpaVVPe/PfMoF2SpYAAABLckI3KqljLc3aFdaeYlIpp40auz3bgRuEa7jUozBiIoAHedQ6lWlePVV6F+w59vSpOrTw4tQqT1tKK+zr13g6k6B4AxrET1ECKysNqQe4QD8jk4y3zGxkojoHQq0pxaqfQvC+kXJyNKalpQKv7H1z/AP2Xjmv296VJLsM0adHleGnrfbtMxCjpekRg6A908ORzmFpe/Z1FojIlPPOxfLL2yrMcIKuTbwEgDc+BBH5lGKlJLdwjiB9oJAUkwXl8pn6t0WY9BXxv6+OTmpTMO97+DHQMxnC3Pa0cX3guW7NJh3uEZOrz3MP8bmns31v9m15Z/TX8OWn4aO4RdtDY+Tta/Cn1aOqYuUkTeW4foiwkAbJ0JfmU8jLMAOKPH3DxA3L6u0qKyrBb/wBZ4qhFAEFaBubQ3CeAPdIgHzxIEBB7hIHUgQEEbBllgRfzLr8qvTtEJZATL7lpTmaZOY7ppFKrKgmHUrP62i5n5qKrwzb+xplNRt8K9W6tKaxSgReGff2VUwMb+95mOEoMwKAlQeZT8lDNPZqao+f2IbEHVhDlUr1cRs2iP7SqmNmrf+tZNRdPAdPBjO/xvfcACjQEepLPWIoAGgNCXJ2qFJVh1J3x3T3AdQHf2HKzSj8iRKLcnx3MVgT3Z103B25VJmJe7O8fH7b1tMW11c0LEQLM/wCLVJFGhHRXGmEfT5yoOiTOXVyPHvS+1EVtIsfKTom3McPk5YR4laVjS8CdAmfHMzIAANCZT9vlLUsUcqhRMlb3t7KVqEQLxW9PeSnyxIEa+teriNm0w5/0RGadvlP0phTNf6hZ7na3rugwE+rtFwqJ7rT/AIT3en/trErRPSv7Ie+e+Dsefr5DIfsqS0wqDc5ufg7dpkqn0Thm2clBmBSEpDfVplXiiqYCaQuerR2CKWMxd33tc3AzC+N9rzJv5z2NUpwKki1onpAEvruTJF1URb7Pjb4IqhRoSxOdCsxcVaIwJUgTGw+ycu523eGNUr84XxfIvfWnqeHOpnvTv6KWnPmP9FWGjJbrdDhb9drxMClYmPUnRIAB0AH7YeA7pOzwA2eBHEfP+029CShQlSrL7/7K/i8x6uyT8twuc5OWEgGlAmU5ycsIsRQiACZVD36UNpZVWKkCLx93vV3VDpGlFC0L8ySB1IEa+teriNm0Rs+qe+u/opaF8x+iBYMW9/6t0TDpWLTWvpQfuZ4L3SOA4HiPLA+U9qI21eULk3dCwWUYqU8MpzXQWE9m09bIwJUgTGw+ytLt8wSB1MNyDq6xs2iHPrnv7fSloMrKbpTN5sFGU3W6HADeu14mDSs92p/wE7NP8YAB+7niPIPypitvzCARogGAAcSAYAB0HyZdR1IEbLpXq8OfTGz/AMVNBlXv0pm8557tlP1unuDH13NBgUwY1K9EgrT6KJofv54g68gnZ4AfJkbgHkj5QsB1IEbJpXq8bPphz/xU07fKfpTNZj/hZ7tkN6757gv1douDQsXHqXoizQH8EEaPEHUB33SeI+d13deSbEHVhGy6F6vGz6oc9vpS07bMfogWdhlv1tgwN+u1ouBTEx6k6JAAOgA/gonZgPdI13Nzc3CSeIH2YkCNkVL1ePn1z361vRTOfNfogWe7ZT+u2D2cv1douBRForXoggAHQDgDv+DSeIGh3SNeQB9idwilm6R/aST3926UtO3y26VTWc8GFa/9W6JgUrFprT0oIAB5GvtxOiP148QO/oQg9zRgHz++5fQL+rRMepOiQADoP4aJ2eAGz3CYO9r5nX8UE8RxJ/b9wn6iKdj9XJ1xHcPAftpMBg/VydngB3DwA33SYD+0amv1cniDqA74HiBodwniBofx+RuEa7gPEDuHiP0jfzp/XSO6Bs90nZ4AbPmb88kD+KSNwjXcB4niBoeVvhoeeQD9qP8AAJHcBm+IH8kEd4DZ+bPcJ47/AIpI13B8/r+LSOA/k7X8u7/+ztr7/ruAa4g7/wDwJx/JQ/k/X/h1v+H9/YB/4ymD5Xp8kfnB/wCNOjzb/wDNI+cO8P8AyA1/5UD7Af24nX8BD+Xx3DB/5Ej/AMyCN/8A4rJcA6/k/Q//ABAjv/yeJ0IDNjrAQf5NsE+IEXfNqD+TCARNCOvL8RA/8Dj9GJ1N8wIMA5W/k3R5podZoH+MR/8Abd2On8ngAEn/AMdCSOg3Adj+ZdibE2JsTYmxwE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYm5sTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNj8ibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxOYTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxNibE2JsTYmxDogiIOVQOGhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JocNCaE0JoTQmhNCaE0PJ0JoTQ8vQmhNCaE0JrhqaE0JoTQmhNCa46E0JoTlE5RNCaE0JoTQ7mhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQ7mpoTQmhNTQmhNCaE0JoTQmhw0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0JoTQmhNCaE0Jr+Uv/xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAECAQE/AH/+s7P/xAAUEQEAAAAAAAAAAAAAAAAAAADg/9oACAEDAQE/AH/+s7P/2Q==)
