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wobushilegend(uid:119465)
职业资格认证:尚未取得认证
  • 比如说如果识别到一个月结束了,自动生成一个结果。 举个例子:假如今天是4月1日了,那么就根据模板生成3月的结果 请问这个功能如何实现或者在哪个模块下
  • 96178 想把这两个关联到一起,公式怎么写
  • 我的想实现一个每天早上7点发送日报的功能,我知道在定时调度里有。1.问题是定时调度的时候数据库会跟着一起更新吗?我的数据库基本是实时更新的 2.如果不能怎么设置,我看到BI里有下图这个功能,可以定时更新数据连接,report有类似的功能吗?还是不需要,生成报表时候机会自动更新了 3.好像report的数据都是存在本地的,那要实现每天发日报的功能,是不是需要一直开机呢?或者部署到服务器上面 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Il60X7PwAwWgYH3XXdvBV6p5VaMHvdzd4s0T0qNNvt1F5LeFzv7fgjS7jzznIdwGSJCHqn3UwvwJN7JFmNLbOX0upEx04s8hOL/573qWgeTQBgzMwOur82Vp/F1AdduaLmGJqgK0XODHqnFRwysdESfT5suQCYHIOD3ml5+yf+Jkev52fbj6gSau/NjP3zRND9kkf/12ppgx7t7sS3cKJVepkdewAYHYOD7rpuake73up0Wl7UU7sepYIe3KrT8nbUvQN5Dwfe9bIrzT4LgKkSFPTEy8y9vCpPk5YIuprk8PJOK3iYqCsLfe3vJumeaCXxACZEStCDdXnsI16Ig0vLbbm4bnL723s3fKlidqNZoQOYKoODHuxde7simucfY1vqyaArK+z4sl4NtjbgmS9JJOgApsrgoAMAVAQdAIQg6AAgBEEHACEIOgAIQdABQAiDg753f3+9v7GyusYwDFM46/2Ne3v3x9Gi6jA46Ov9je2d3XEcGUDVrKyuDXmE7a921vo3R/LJVJbBQR/+DxiAKUZyfxcfDYIOwAAEvQyCDsAABL2MmQy6Y9dsJ/cCANVC0MsQFnTHrlmNbta7seuFCU9dqduwapmUq3YbVsHjQLdhRVdwbP3n4gYPKI6dPBmPMoCPoJchKujxEtuNRJhtJ3WdEv3M6nBu9v1DlQs6Px8AhQh6GYKC3m1YVqMbRjRYeKuLcTfeWP8WniCr6XWybpHu2JZlaQMddFs5TuqhpRY7bebCHUAgq8V/1Xnw4MFABxFDTtAd22p0nUbQ8Kzld6kVurqY1r3tnSur/NH19Y8e0aXhZTnbMQDcjBbv7n78zstHv5/y3Etntfcngm5M0F3XdbtdR7+vHWto/grdf7sw1lkRVi/uNizbcexgrycVdPXT0J+TvRjAdd2MFt+589mvXn1mbm4ucb959sTy9v5+yYNIIinofpITa3Cr0U0EffgVenC6/Oj7p/Kf7rQs3WOK/qnV2CMNgOwWb912Tj4buwPOHTl98fbWQAcRQ2bQUwkexwrdzd0A7zYsq+FEJ+s2rODW3cSl6XU4QQcSclr8+W9f+150H33+9Ln+AQ4ig8yg56zQVaW6mffilKLoK6d17JrteE/QRpcGe/EEHSiQ0+L9/e33Xj/i3fuOnrmg3WwpPIgMMoOesULPf6VhGOMSL0h07OgtpcaJV9REQY/tqwR75v5nSdCBYvkt3rp98cxztdoL9StfbB/4IALIDPq4V+jei2mi08ZiHz+B7aQ779jqbgxBB4oVtvjWJ5cufXJryIOYTmDQ44K86wKp62a5Vbx6rcQKPbjQe9vbUkmeJVrguxmb9/QciOEXi8qQFHQAYhH0Mgg6AAMQ9DIIOgADEPQyCDoAAxD0Mgg6AAMQ9DIMDjr/SDQwO/hHosswOOj39u6v9W+urK4xDMMUzlr/5s69vXG0qDoMDjoAQEXQAUAIgg4AQhB0ABCCoAOAEAQdAIQg6AAgBEEHACEIOgAIQdABQAiCXmDqv6+snfzPee/+/np/Y+qfpOBZ72/c27s/me9AoDyCXqCwnpNX+Cnx15blG/7PdBb+mieYiKAXMDHoFfycK2UkXx++yKgggl6ggvdbgj4kgg6pCHqBCt5vCfqQCDqkIugFKni/JehDIuiQyvigdxtWzXYyP+zYNZ/daFi1tJzbuq5byfvt4EGPvgo6VqM7vk+2iiYX9G7Dir7BHDvzK+3YNdvR/DEVfXeWOS1mieFB72ojrYTKu6fk3ZcKZNxvHXt6IRxyhd5tWDOX8LiqBd3/Jh1G7Nj0fHYZHfQSVXXsmu0E3+Cp/Jf4tk/db72D2LZN0E2V9fX5q86DBw8GOkhIWW+nfzqM/gScEX0jRcfR/TxG4GeEwUHP+jE1dodx7JptB6uX+Mql3Loo6347qvvhAQwZ9Cl+5hWh/frs7n78zstHv5/y3EtnP97VvKh/4BV69EAaXRpedvAfIZMnSz9es2CfIQYH3XVd5R6hfh8rbzt2zXa8e4t2e6bwO11A0PN30Gdw/ab9Am5trf/q1Wfm5uYSX5tnTyxv7++XPEhSt2HZjmMHPx9qFxbBR/R/TIP+0YTLlOB0/EA2UwwOet72ebhM976/uw0r2niJlFm6CAh6XLdhsULXf322bjsnn419B80dOX3x9tZAB1H4Swj/50jLUtblyved7ml9pcK5TxOF3+eu6yaW+fwgNpMMDrrrqtsm6vevcocJg241HK/qdrDR6F9ScAZpQVfXjLMq5+vz+W9f+15UyudPn+sf4CCe8HvOe7fbsIL0dhOXptfhB1lWpx4mLMum6LPG7KDHvu+jlU486MEixr+027Ab3XATZsaCrvwcPsNJz/kC7u9vv/f6Ee975uiZC9rNlsKDRJJLC8eu1dSfFR07/CkyebtBv7uSr3PxXuM1w3/Ks8n4oOf8JOq9XrGmLIZsW92ntGx7poIe32wZxdNwhsr/Am7dvnjmuVrthfqVL7YPfBBfmO7YvkqwZx69KmXooGfstrCBPmvMDnqG1JZL/NL0GzmEBN2x0z/YdxvWzD0f6rpuiS/grU8uXfrk1pAHcd3wO8xbmEcXx/f7hg964kfS2E2T54ZoooIevk4g9ipfbdD9FwYX32sE/KZo7sv1daWXbjK/WOR9N3pbKskvf+yrrgZd8y1cXla7C36bGoKICvo4CAg6Evi7XCAVQS9QwfstQR8SQYdUBL1ABe+3BH1IBB1SEfQCFbzfEvQhEXRIRdALVPB+S9CHRNAhFUEvUMH7Lf9I9JD4R6IhFUEvsLK6VsHJ/5zv7d1f69+c+icpeNb6N3fu7U3mOxAoj6ADgBAEHQCEIOgAIARBBwAhCDoACEHQAUAIgg4AQhB0ABCCoAOAEAQdAIQg6AAgBEEHACEIOgAIQdABQAiCDgBCEHQAEML4oHda9Xqrk7yo2e7l3qrXbiZvVfJk6pF77WbwfqdV1yn6PABgdAwPeqfld7nXbmqLWq/XW52M2mqumQhzsseah4qcR49eu0nQAUyOyUEPg5mI6jArdOW2RfUOH0wKPz8AmASDg97KWklrg160SvfbnAx6O3srJeeng/Bygg5gcgwOuuu66lI7q9jpUrupFXq02D7ICj0e7ujQBB3ARJkd9AGe2ywf9PhCPHbNzKCzQgcwfSYHvdOqN9sdr6bNdk+/RA9ifMAtl14s/qzQAVSYwUH3Ep33JGXGAj5aUac/qN9yCQ5N0AFUmMFBTyoV9E5L3UhJv4j9gHvobLkAmD7Tgx7GtNUpCLq3oPffjW+jKOv8AV6HnrFCj52eoAOYHIOD3m7Gk5u9h95pJbdXkmt373HBW7OP7HXoJV4PDwCjY3DQk0rvoed+JOPImjV7VtD11waAcRMUdACYbQQdAIQg6AAgBEEHACEIOgAIQdABQAiDg753f3+9v7GyusYwDFM46/2Ne3v3x9Gi6jA46Ov9je2d3XEcGUDVrKyuDXmE7a921vo3R/LJVJbBQR/+DxiAKUZyfxcfDYIOwAAEvQyCDsAABL0Mgg7AAAS9DFFBd+xaJttJXMN2kle3Gt3wON7VXce2Gt3Egf0PAZgggl6GqKArug0r7LPCT3W3YdlOUOvwQ9573YZVS4a+oRSeoANTQNDLEBx0XXi9HuvW3UUrdIIOTFPW/f2vOg8ePBjoIGLMYNAbwYf0K3Q3Xnq2XIAq0N7fd3c/fuflo99Pee6ls+mfz7MOIomcoKe3SlI7J11vgR3EPi/orNCBStG2+M6dz3716jNzc3OJO/uzJ5a39/dLHkQSOUGPibdavbxmO8GH87ZcUit0gg5MU9b9feu2c/LZ2B157sjpi7e3BjqIGHcHdLCzTDjo/jOimvimnxRV9mbC6/MqF6Bqclr8+W9f+150B33+9Ln+AQ4ig8SgBz3WBz2qsldrr/7dhuWv0NOvfbRsO3zJDCt0YCpyWry/v/3e60e8e+vRMxe0my2FB5FBXNAdu6bdHgkW5cpF6sZLYoem27Bsp9uwUo8MBB2YivwWb92+eOa5Wu2F+pUvtg98EAFEBb3bsGqxYOvqHft4kPLYLZXXsPuviolyT9CBqShs8a1PLl365NaQBzGdnKArS3P1ovjet9rj5O8e+VFPJjv5C0f0HJgCfrGoDDlBByAYQS+DoAMwAEEvg6ADMABBL4OgAzAAQS+DoAMwAEEvw+Cg849EA7ODfyS6DIODfm/v/lr/5srqGsMwTOGs9W/u3NsbR4uqw+CgAwBUBB0AhFBj/eSTTybynb7kYGch6AAwdol8qwVPvEvQAaDS0kH3Iq6+TdABwADpPRYVe+gAYIx0snNqTtABoLq01c6qOUEHgOrKCjdBBwDDEHQAEIKgA4AQBB0AhCDogAH27u+v9zem/vdbTX3W+xv39u7nf63+44+73z7Vf/R4b8bn26f6zT/sjOO7kaADQ+Evi/aU+Stw/+Z0//HjG989/ucZn8ePb3znjT+N40+BoANDWZH+LzOUV/ilePR4b+oxrcg8erw3jj8Cgg4MhaCHCDpBB8xG0EMEnaADZiPoIYJO0AGzEfQQQSfogNkIeoigE3TAbAQ9RNAJOmA2gh4i6AQdMNtYg7506LGUJ05czbruoaXEW+7VE0+obwdvjkcFg75423Vv7xZdbevS7teXlgk6MPPGvUK/euKJIOHem+nIH1pyXffq1aUTTwS5XzoUXBoGfenQY48dOnFV/2AwGtMNuvXZ1+q5Vj9KXuK6Dxfzbpv5UYIOzIqJB129JL4EV9/z3wouUBbt41OFFbr12ddffrblNzpam++uuuoafHe1+L9mvH0n6EAVTSDoyf0Wtc5Lh7zL1MrHb1Jmu2Y0KhD0rUu7DxeP//m7Hz3M+hxWP/KCnt/rwisQdECiya/QdRe5V6+eOPRYtM+iK3fQ/rGZftCX97/0T/VwMVqVR8vzxdte0Kc/BB2ooims0JWMx9PtJ3tWg751add7CtRbX+v3VXR763re1g1BB2bIFFboReWe0S2Xjx5+uft1POilV+gfPXR3962JrM0JOlBdUwm692TnocSSW7ef7qY/PDZTDfrWpd2Hix89HCDoy/tfhhEn6ADcSQU9tugOX5AY73P4EpcZXaF7XQ6DHu2nx4RBj70MJv0kavGr1wk6IM5kfrEosfK+euKJxx574olY0mMvWZy9FXqiyw8Xo0W3doW+u+q6Lit0AKoJ/uq/uliPfltIeeF5lPvZDbq/st66tBs+q5kOuv/06eJt1/U+RNABuJMOerTlErvw0JK6AxMPurIBM96eVyDoatmjQO+uul9f+sxbvH99aTn+9wFk7My47nh3XQg6UEX85VyhCgW98kPQgSoi6CGCTtABsxH0EEEn6IDZCHqIoBN0wGwEPUTQCTpgNoIeIugEHTDben9je2d32p/F9G1/tbPWv5l/nb95o//48Y2px3Tq8/jxje+88adx/CkQdGAo9/bur/Vvrqyuzfis9W/u3NvL/1o1/7DzrVP9R4/3Zny+dar/1kdfjeO7kaADgBAEHQCEIOgAIARBBwAhCDoACEHQAUAIgg4AQhB0ABCCoAOAEAQdAIQg6AAgBEEHACEIOgAIQdABQAiCDgBCEHQAEIKgA4AQBB0AhCDoACAEQQcAIQg6AAhB0AFACIIOAEIQdAAQgqADgBAEHQCEIOgAIARBBwAhCDoACEHQAUCIR44DAEQg6AAgBEEHACEIOgAIQdABQIj/Bzd1XyuB9pRIAAAAAElFTkSuQmCCAA==
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  • 想表达“2018-01-01销售报表这个”样式,公式用了CONCATENATE(today( ) -1,注册用户分布)显示不合法,请问怎么解决
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OOuOsXv/Trvb/+pRdDFn3q/+mNuLa+ht7gYiEXYyXr7+8fGBjYs2fP/v37Dx8+fOLEiVOnTl28ePHGjRv37t179OjR7OwsPQMdxEwUZ++ymZmZ8fHxn/zkJ1evXj179uzx48cPD5546ejlr+67+7989/7H1zMYDAaDwWAwosav/fDBE/vu/Gjw0uHBE4ODg2fOnLl69erIyMj4+LgzP8P+ZmgNMRPKPU5mYmLi3r17V69ePX369LHBwdcGL/7rVx8Y/6XAYDAYDAaD0XXj//jR6LZjF48cPXr69OkrV67cu3dvYmJibm6OyRm0hpiRuTuYzczMPHjw4ObNm2fPnj18+PAzB28b/y3AYDAYDAaD0dXjv+4ZOXLkyJkzZ27evDk6Ojo9Pe1MzpjeAET3IWZkTszMzc1NTk7evXv34sWLx48f//HgBeM//AwGg8FgMBgrYGw9dnFwcPDixYt37txxJ2dMbwCi+xAzMuckZtPT02NjY9evXz99+vThwRM//wJ7lzEYDAaDwWC0YXzy+QdvHRksl8vXr19/+PDhzMyM884zprcB0WWIGZlzwMzk5OTo6OhHH3108uTJHw1eNv5jz2AwGAwGg9EJ4+eeG/2zg5OHb8yPzizbtj06s3z4xvyfHZz8uedG46/kR4OXT548eenSpfv3709NTbGnGVpAzMicA2YmJiZGRkbOnTt36NChtfuHjf/iYDAYDAaDwTA+rIGJO5PyLmF3JpesgYmY61m7f/jw4cPnzp0bGRmZnJzknGZoATEjc94o89GjR3fu3Dlz5sz+/ft/5zX2MWMwGAwGg7Hax9cHpxpuR319cCrOqn7ntQcHDhw4c+bM8PDw+Pj4/Pw8MYNmETOypaWl+fn5sbGxW7dunTp1as+ePcZ/dzAYDAaDwWCYHdbARMxNqc/tjjU/s3fv3lOnTt26devRo0dzc3PEDJpFzMicd5h5+PDhzZs3P/jgg927d8f8IRfXFlwg/qratRiDwWAwGAyGzvi550bvTi3Ztt3z0ogzfBs86uX3p5c/ubHx8TN79ux5//33b968OTY2xrvNoAXEjGxxcXFubs6Jmffff7+/vz/i59C5SfQlca6KXtJ9bMFlgoz/vmMwGAwGg7HCxp8cmHS3NII9E7zkTw5MNlznwMDAe++9d+PGjYcPH87OzhIzaBYxI3Ni5sGDBzdu3Hjvvfd27doV/aPo3Crs04ZLuoKLide6y+RPTqtXRdwvg8FgMBgMhs7Yf21e3SxR60Wcq9l/bb7hOgcGBt59913n7MzEDFpAzMiajRlnRKxQvFZNEfcDdVVhn0bcr/HfdAwGg8FgMFbkGJ7wn8HMbRhxr7PhyaWG6+zv73/nnXeIGbSMmJG1FjPOcNbw8ZACUa8Nixn3YQRvJa4t4oYMBoPBYDAYbRlzi8ImU1jJ2LY9t9h4g4SYgSZiRtZUzDg3CX4c/PTjMWLGDuw8FrEeO3xWxyZpGAwGg8FgtG8MB95bhpkZGEfMyFo4ZiZ6mkVd0m40M/PxyD3W7PDZHgaDwWAwGIyERrPHzByIccwMMQNNxIxMZzezj8c7AYCtfcxMxOM3/vuOwWAwGAzGChtJnM2MmIEmYkbWQsw4N1Q/Du4t9vG2xkyzSzIYDAaDwWC0PJJ4nxliBpqIGVnLp2a2a4nS/9GcHXnqZJuYYTAYDAaD0VXjjwYmYm5KfX73RJwVEjPQRMzIWjsBgPpBUzHjCq5T/DTi8rAlGQwGg8FgMPTH1wenGm5HfX1wKubaiBloImZk+qdm7v9oTrz848qxLsELIxZWb+VbRv3UpmQYDAaDwWAkOf5oYOJO4MxmjjuTS5+LNyfjDGIGmogZmeYJABgMBoPBYDBW8Pi550b/7ODkkZvzozPLtm2PziwfvjH/Zwcnf+65xsfJqIOYgSZiRkbMMBgMBoPBYCQ9iBloImZkxAyDwWAwGAxG0oOYgSZiRkbMMBgMBoPBYCQ9iBloImZkxAyDwWAwGAxG0oOYgSZiRkbMMBgMBoPBYCQ9iBloImZkxAyDwWAwGAxG0oOYgSZiRkbMMBgMBoPBYCQ9iBloImZkxAyDwWAwGAxG0oOYgSZiRhaMma19u0w/KAAAgJVja98uYgaaiBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQMAAJAoYgb6iBkZMQOfNWvWrFmzJvqSmDdsdgFx+Wjx19alNJ9mnJs39Tqrn66SL0FDP7vh/s9uuN/sMj+74f7//N0HbVm5u+T/uW2shRuuPPG/M9esWVMoFGLesOXfjYBNzKAdiBkZMQOXZjzE324Ou7uwhcUN6NWzGeF7ym3/uvgWiP9pxANr6Yl2q0RjJub67VrMuAuv5pixm/kTTKFQiPlbJXht/Htp9scWKw8xA33EjIyYgY/mP9jxlwn7OLhwxAZ04+fT/dSn/MQTT9iNXrqwLaewrSjfJRGfiqvau3dvwy/lytZUzLgNo34QffOY6/etjZiJ8+vI9wMVfauGPzu+y4M/IDHvCCsSMQN9xIyMmIFPnM3fiMUa3tC3huDHTd1Fe597h1vTTMwErwp7xXzL+17eiJWIy6z4r4sTCXFG8FZ2IGaCC7e8fjVmohdeeeL8rhB/UtQfqIa/Xhr+dIjLR3+A1YOYgT5iRkbMwEf8J7/hv7sRWwBx7ij+XcRceXu98sora9as2bt3b8r3676k7ibXE088ob7UvlkR360iBJdv4VNxyyy1L5OpL4pPw2BQF/j64JSvYZxLxNtGFJG4pLva6IUTZfyLEv/Xl/uTFfO7N+I7P/ou7NixhJWNmIE+YkZGzMCnhX9319S2qtW9z8NWG5xb8C3Q8JEY2RpwnpqRrbQ13pixY8zMiC9yw02u+J/6vgSmvi4GvygOt0bUg1XClgw2TPRuZjFjxre26IVTYPaLEvaLJbiY8yvL+UmJXjh4le87P+JewhZL+dcXOgExA33EjIyYgU/MrQHfAg1jxl3S96dQnQeWMufZvfLKKynf75pGO8MEv14Ry4vrDxOc+VE/FbfMUv4ymfqiOJqNGTtkf7PoWZ3gxxHrF2+bMrNflPjfjWvaFzPix8EfIvGGWCWIGegjZmTEDBwRW7Q+4g2dD5yTnEZvEOjspB69cAqcvWjOnDmT5p2qL1pwAzH4UqwJbKI1XH/Ei+m7VvwqqMuk/6Ux8kWxvVninBM5OktWT8zY5r4odjIxs6bWJM4PYMzvfN9infAbDAYRM9BHzMiIGagi/i1vePka5R0bIpZ3tx7ErWTNx5M0ZxNNfWOKFKzxxoy6MRR2zIzv0JroTaiITS478ssUfcPUGPmi+DLDfYOXiH3GWogZW5n8iS4T325sxs8BYOSL4gr70QguFv2TEvzJcn8A3Usi7kJcQ8o/HegcxAz0ETMyYgauiM3W4KfiAg3ffm5NSMyE/Rvf7OWJMrubmfOU1W2psC22Na0eMyN+RSJWEn3DdBj5ogTPP9bw3SrDYiZOacRJkY6amTG7m5kjzvfhmmZ2M7OJGeghZqCPmJERM3D4NkyD7MgN2YbLu7dSj5lZ0+gPqGHbDelvE5g9AcAaZS+Xhq/eGqkY47zIEV9f9UIfg+8zY+SLotZI2ARI2LH76hxLMD/C7i7+zIz4OFNm/KwMdpMzM75LGt5EXSB6ed8PSFDsJ4SVgJiBPmJGRswgTLP/3MZZPviveJytgeiPU2D2hLNqVzTczSz4ykRvOQVfVd/GVns379rI+FmAXQ33E2t46EucE5p1xTEznfBFif+LYk3zMzNqmUQsH/ZDl/IvLnQUYgb6iBkZMYMwzf67G2f54HaGb+Og4fKtPbaVYU2MEwCIcWJrbF1Frz9OTa14TWVDzJgRdz+L2CetQ2LGLPGbPPrXS2tnM1NX6xPnEcZ9PlhZiBnoI2ZkxAwcYf82x//XOv6/03G2OfQfzwoT8YqtCTRe2IsTtnzEPUYvH/Yla/15dqFmsyH6AP2GR9GEdc5qjpmG33hhv3Pin82s5e9qfn3BQcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2YAAAASRcxAHzEjI2ZS89c7LjIYrY1DrTL9XQ8AsG1iBu1AzMiImdT89Y6Lph8CutJf77j429t+0sIgZgCgQxAz0EfMyIiZ1BAzaA0xAwDdjpiBPmJGRsykhphBa4gZAOh2xAz0ETMyozFTzPXmir5PyoVstlAOWbJcyPYK3JV4VlguZJ1PAquU78O9r2Ix7CotxAxaQ8wAQLcjZqCPmJEZnpkp5nqrWVHrkMiYCV5fLmTFIJKapze4jmIuMo7aiphBa4gZAOh2xAz0ETMy47uZOf0Rkh/ZQtnTG06CFHPVj4o5X3g0nJnx3k+2UMglVC4CYgatIWYAoNsRM9BHzMiMx4xt2+oETcOZmdpC/ikUzxxLLifMuNRXG5wPSgMxg9YQMwDQ7YgZ6CNmZAZjppofvnSJdcxMbQm3YJwiqc/UBCOlmHNX687syLuZJVU3xAxaQ8wAQLcjZqCPmJEZnpkpF7LZQjHsEJd6WVSjwzsT46+OYq63tzebzeaKYqRIBVTM9eYKaj4lOFVDzKA1wZg5cmNWXPLwjVliBgA6EDEDfcSMrBNixh8S/iNflKyJOp1ZMZfNZnuzhWIhm81mQ2dmirnebDabLZSLud5cLtebK7oH1yS72xkxg9YEY+Y/FO/fnlj0LXZ7YvE/FO8TMwDQgYgZ6CNmZB0UM+7HblHU00Labcx7SbmQVY7nD52ZqU0FuWWTLZTde44+ZbMuYgatEXcz+/zA6L2pJXeZe1NLn+sfZTczAOhMxAz0ETOyjokZ74Es/rM0N46ZYsE585l3MWXSpXYz59xpzorVfsrmcoHpnLYiZtCasGNm/vOeB5Pzy7ZtT84v/+c9DzhmBgA6FjEDfcSMrCPeZ6ZcyPZKe5b1qsfsh5/AudeXQeGL+d5nxn/O5mRPbEbMoDURJwD4ysGH1x8tfuXgQ04AAACdjJiBPmJGZjJmirnqSZQbR0TjmRnhwnIhK7+VjBMx7vttFnNO55QL2cDJ1dqImEFrOJsZAHQ7Ygb6iBmZ0VMzV8MhfCal1zk8X5lUUW4dGjO1A2Y852IOzMwU3GX977uZ0AwNMYPWEDMA0O2IGegjZmSd8aaZqwIxg9YQMwDQ7YgZ6CNmZMRMaogZtIaYAYBuR8xAHzEjI2ZSQ8ygNcQMAHQ7Ygb6iBkZMZOatTsu2ra9vLy8BDRj7Y4Ln9l2t4Xx1ltv+VbFP5wAYAQxA33EjIyYSc1f77iwtjrOr91+7m+c/zIYMcbBVs3Pz8/Pzy8sLCwsLCwuLjr/dvLPJwCkjJiBPmJGRsykY3l5efOhSQbDyBgfH5+cnJyenp6bm1tYWOBfUABIGTEDfcSMjJhJhxMzzd5q39Dc4xvGfuVvHzYcj28Y2zc0l8QjR7fbfGhyZGRkdHR0bGxsamrK6Rn+BQWAND7xMGgAACAASURBVBEz0EfMyIiZFDjHybQQMzFLxu2ZJB48ut3mQ5MffvjhtWvXhoeHR0dHnZ7hH1EASBMxA33EjIyYScHS0tLi4mILMRO/ZJyRxINHt9t8aPKdd945e/bspUuXhoeHx8bGpqenneNnTD80AFgtiBnoI2ZkxEwKlpaWFhYWiBkYsfnQ5MGDB0+ePHn27Nlr166Njo5OTk46R86YfmgAsFoQM9BHzMiImRRoxsz4TOONTmIGYTYfmty5c+fBgwffeeedDz/8cGRkZHx8nJgBgDQRM9BHzMiImRQsLS3Nz8/rxEzDSRjvhZV8pqcuk6+0/NDbtyaYsvnQ5Pbt2/ft23fixInz58/fvXv30aNH8/PzxAwApIaYgT5iRkbMpEA/ZmIuWfusks/0WKVm703SvjXpK1nUVCs2H5rctm3bG2+8cezYsaGhoTt37hAzAJAyYgb6iBkZMZOCdsVMxKEyxAzCbD40uXXr1t27dx89enRoaMg5BwAxAwBpImagj5iRETMp6ISZmZLVk8nnLXdfMWX/sfqSJcu/Q5kcM/Xl6nnhuQPnZrXFrFL97qQc8d1tyerJ5Evu47NK3odL0TRJjZlz584RMwCQPmIG+ogZGTGTAsPHzFgluxoMbpaULM/HmXzFtiv5jJsJbsOErEm9cfUTzx04N1OuqK65ks/4W6Rk+fNEvYF6C2ZmWrP50OSWLVuIGQAwiJiBPmJGRsykoGNmZir1T7zUuRPPBEhwTb6kcBfwXO65mXpNIEiEQvFd5IYXMdMaJ2YGBgaOHTtGzACAEcQM9BEzMmImBZ1wzIw/ZgJZIO9QZj5m6qsiZlqjxgzHzACAEcQM9BEzMmImBR03M+PZVaySt9yjaJTocK6W1xSym1kzMePeUF1dKV89Zka5qH41MdMaYgYAjCNmoI+YkZmOmWKutzdbKNu2bZcL2epHzsW5ovNxuZDt9csWyuVCNld0Fq0t2ak6L2bUg2F8jeM9KYA4X6PukSYmSzMxo65OyaK8FfrwKJrmuDHD2cwAwBRiBvqIGZnhmCmXy+VC1gkXN2aKud7e3lyxXC7XFyzmnOvqxbMaYubxDWNhu5YFx+MbxpJ48OljBqa9iBkAMI6YgT5iRmZ6ZkahzswErM6Y2Tc0F7NnHt8wtm9oLokHnz5ipr2IGQAwjpiBPmJGZjBmpN3H/HJFZ55GuKawCmJmdSJm2ouYAQDjiBnoI2ZkHTIzU8z15gqFbDab7e2V2sQtltU1MwPoI2YAwDhiBvqIGZnpmKnOu1SPmenNFZX5GrdRnGtqH/r2RVvJMbM6dzNDexEzAGAcMQN9xIzMYMxUj/N3P/d1SrmQdU505rlc+cTNnk5vGU4AAJOIGQAwjpiBPmJGZjpmGpDOCNAFUzE+mqdmjj+SePDodsQMABhHzEAfMSMzvZuZq1zI9maz8vnMGpwqoOPTpgtipmQF304mESWLg/tTRswAgHHEDPQRM7IOiRn3TTKLOXE2xrdsx+eLV+pvmmnbdr1P6vlQyWdCS6LhKcQq+Uz4EmoLiWuqvx2nn9xQYvNU8pbnHTTTya+uR8wAgHHEDPQRMzLjMaOcAaDKmYeJesuZ1RczDSdhghe6G/thMVPJZ8ICo6enJ5MvRV5fXahSva+MZYUs7SwTkh71i8NrR1yN+OCJGxExAwDGETPQR8zIDMZMdd+xkDCp7lqWLWyMcWhNw9kcswzMzDjdElIIThhU8pl4W/+eORlhgiZqwqemmZmZkpXJ561MPm8Jj69kZfIV6R5jP52ASj6zojuImAEA44gZ6CNmZMZnZlaDdsVMxKEy3pjxFEfEzIyyCa/s11WfLomcvKku795X5GRJw5mZ2qfV2zgPp/55xI3Ep9MMYgYAkDBiBvqIGRkxk4KUZ2acqogXM+p+W/U6qW3a1z+srkTdLUwpmMbH9DeamWm0l1lPj7XRiSV3WsmXVULiKAtZpVq0uPfk7rgWMUm0IhAzAGAcMQN9xIyMmElBusfMVPJWvuKZaImamVEOrXE+UGc4nI89Mxcly8kAt26skqdrdGZmQo76V2Zc3GegXBroLHfRHuES9REpx9+s0I6xbZuYAYAOQMxAHzEjI2ZSYOCYmZIVdQR/devfEwHVTvC3g5XPZyzLM29iWVaPZUm1FC7WMTNhC8kxIz8dZUl/ofgu8qyLmAEAJIiYgT5iRkbMpCD1Y2Z8m/aVSsXzf+eT2rZ8/RTOPVbJe+RJ7TNlbcJFtQ+lFmkqEjRnZpqMGfcU0sQMACBhxAz0ETMyYiYFhmZm6sfzV+deSpaym5m7hLrzme8o+nq5BAJFjBlfi/h2YXOu9x5l49nzLe7MTCnvnXVSY8ZzPoL6veSrx8yod6yewoCYAQAkiJiBPmJGRsykwGDMSEeS1A+G96/Ff0YwYRqmfk3smAm+e6dnHXHO7Kw+/J4e5zge78NX9pZT3v5GrR3nOefdCvIkUvPTSN2DmAEA44gZ6CNmZMRMClqOmcc3jIXtWhYcj28Yq9+yZDlvMyO+U0uPtdHtiLBDWWrJE1hBrRCCczyNdjML3lv92hhnM5Orqn7Dhimy0mdgwhAzAGAcMQN9xIyMmElByzGzb2guZs88vmFs39BcEg++sca7mXUGYoaYAQBDiBnoI2ZkxEwKWo4ZtBMxQ8wAgCHEDPQRMzJiJgXEDAwiZgDAOGIG+ogZGTGTghW+mxk6GzEDAMYRM9BHzMiImRQYOAEAUEPMAIBxxAz0ETMyYiYFmqdmjj+SePDodsQMABhHzEAfMSMjZlJAzMAgYgYAjCNmoI+YkREzKTDwpplV9ferFM/j5b84+DYutvxmM+qVnpuo71kZeVeRa0U7ETMAYBwxA33EjIyYSYF+zDSchJEuVE9FLJ+WOFbMiBd67sV5f06Zc1t/8xAzKSJmAMA4Ygb6iBkZMZMCEzMzwSmSkhWYM4kTM5V8JqRTlFKpriXsXTLdy0NWFllLoVbr+8Y0i5gBAOOIGegjZmTETAraFTMRh8p4YqaSz8iBULK8l4fOpyiBERYoQe70i2/WpfapZ3qmDTMzxEw8xAwAGEfMQB8xI+uYmCnmenuzhbJwTbmQzRWdJXJF2y4XstlC2f3Uu4r6Goq5XpWyat81fvKD0JLyzEz0fmFq0MQJlQZ7mXlWXF3SGypuMWXyFXlqxv8YlIWsUi1aPKvxdhhFEynBmAl8A8VPXwBYVYgZ6CNmZJ0QM8Vcb68bJuVC1h8p1X4p5npzhWrJ1BMnsKrq9WrrlN1bea6pXyxc1E4GjpkJmXPxdUmMTc/wvczq6ypZmXwlcg+ySj4fdxO3ks/0BM4VoBRLyepR9lljy7kxX8wMbvjMpz71qU984hM//dM/3bArpcOdPOpfjsCOjG7Tqt9mDWbkYsaQs5h639KNg/cVsc9ka7s6AkBMxAz0ETMy0zETOk2ilogweeK7NNA1nioJxMzKnpmp826IBjdLpeSJlwfquip5K+rgfnUD0ioJm5OBchG2QL3rc/dmI2ZiCMbMb6x/tzoz4/lShYSGcLBVdemwMKh9WSr5jFXyJoZ8H+4yMWPGXYuyujgnmfB+28ofA0ASiBnoI2ZkpmPG5dlHzLbtYs7zqRMvauFUPxbnUsqFrLq2kJkZ4bNOnZlRP218zIzLu4tYYIstevMvck5GuWm9ZZSDY6xSyP5p/g1M4fMGMeNuWxMz8Ww+NPnUU099+ct/9fzO2DETcTRVxvfVrn6sTtR5JmLck4OHRqzyhQyJmahwqq4p1kkmmJkBYAoxA33EjMxkzAhzLvI0ibMfWi7nTsIUC1n/7mbV+ZZsoWwXc/6pmto9CaESPPSm/QzNzPhbRdgLx78FF/uw/Pq63Japr666Ft+fvp3NznxIzLhnX1NPw+bsneY5n4FyNTETjzMz84N8PWYa72YWeqRU/YoYMzMlqyeTcb4Jat8w3uCtLRVKPApL+D6NeZIJZmYAmELMQB8xI+uEmRk3PpzjZXx54V7rXF6boqnO3ETsTiaKEVDt39HMRMz4T1wm7a0V/Gt03Jipb/zVNm59m4bKTkAlS/27d9huZurD8R3rX8lneqy8ezvPTILvEgiCMRNnZiZOzETPzDj/r14VFjO+Q6TCZ2b8Jxpwv/9qR8+43zERJ5lgZgaAKcQM9BEzMsMxUy5k67MptfmUcrkQOLWZfy+06oyMN19qn4nF4l1OnI0Ju1xXyzHz+IaxsF3LguPxDWPVm3lCRtl+852VWdh8i4oZ7x/Q3b+916ZTPLvxuKsObBQ3/Bt7EDMweoIx84XtY23ZzSx0GV9wOrkhxUzwnY4a72bmtJHn+85ZJvZJJmrrJGAApIaYgT5iRmYwZsqFbG9vrqgeDaPuDlafgvFnSf3EY7mcZyqmrJ7rTL3Cl0IR0zOdFTP7huZi9szjG8b2Dc0l8Ng7ADGjp4XdzMI39JuYmXE+zFhWRp07CRZPjHBS92rMVGdfnJNJBGdcQk8y0eDAmx6m+AAkiJiBPmJG1gm7mal1UY0Jz65m6tma1SsCx8Y4CVMu5Kot5FwpHkLTHTMzsG1iRtfmQ5P/oMTMa1/8xYYzM7GPnarfMhg/1cm/2ukgvDMzIeSZGc/pJtxjcELro/HsXyWfyVhWJmNZFpMzAFJBzEAfMSMzHjPFnHdGRN3fzFEuFutnYg68K6Yw4+Jbl3je5u6YmQH0bT40uWXLSy/8lRMzBzZ85ovbx6JjpmHLNJ7k6AkeQaV+FnYKZvly71yPe3Y0766OjU8yUX/k1chy3x6JVgaQNGIG+ogZmfGYqantTRY2ZdLb25stFKpvr+keamMX1aNr6tM27toKTrdIx9uId9NZMcNuZtC3+dDkli3/kP9y/pWjR4e2fuUXP7Ph3eiYiflmL4qo40+8a1P3KYvOFv+FtVtWP8xYVqa295j1l3FOMuE9E4XnMVfXTdMASAwxA33EjMx0zLhHxIRWRDHnu7aYC87HePdJC66uNkfzrRgnM2v/6czSPgEAoKi+z0z+B0ePHt36ld/84mvDY76Ycbf+q3twNX1gvBwz1URw5z+8vVDJZzL5jRGnZa49pI3ex6PMyVRX2+gE4/JEEycAAJAmYgb6iBmZ6ZhZFTRPzRx/JPHg0e2cEwAMDAwcPXp0aGhoeFiJGQBAKogZ6CNmZMRMCogZGETMAIBxxAz0ETMyYiYFJt4007bt6n4+DQ/lVt+yMHLHG985dAMn5pXOsRu8d3bvSRkxAwDGETPQR8zIiJkU6MdMw0kY74VuVbjne/LXRcR7e7jHKihHOtQOpvAETP0EU8HTSrn34h55HYHjrhNFzACAccQM9BEzMmImBanPzIS+r7qSIL53H6yexsozZ+LOoVQvF2OmmjIlq8eyQmLGq20zM7z/TDzEDAAYR8xAHzEjI2ZS0K6YiThUJmRmpqd2JlvxzRCddzUUTmRbjQ0hZvwTKvWLrFLozEz025K0XDbETDzEDAAYR8xAHzEjI2ZSYHRmRjmTrVsVVqn67uzOBVbe8w7rPcrkTZzdzJTmibMLWeOZGeV+q28k4jxiNX4avF8J6ogZADCOmIE+YkZGzKTAxDEzDTfwffMatYBQOyPmbmbKu7OLMzONj89RH6yTV763CVGWqccZMzPxEDMAYBwxA33EjIyYSYGJmZl6KOR9+3gF3oHQc6l6gS9m/DuL1WZN3BvkGx8zU8lnrFL90JxKPuPbzUwolGB2uXdDzMRAzACAccQM9BEzMmImBSaOmVG38pXj+tVD/GtLBWdO6kfYqDHjWav0ruqhx8zU77B677W7DO5v1jhm3LUQM/EQMwBgHDEDfcSMjJhJgZljZmqTJs5x+oEaqX8WPIdZPWbq0y6lwPyI79CayJmZSj7T05PJeN7TxtMy7hyNOllTyedrsz/CXA4xEw8xAwDGETPQR8zIiJkUpBwz1WkPXyn4Dk5RDsNvPDMjhEM1WDxJEnICAHcZ5zYly31wSm+pDePb962Sz6g7y3meg+8SCIgZADCOmIE+YkZGzKSg5Zh5fMNY2K5lwfH4hrHa7XwzIoHcsErqKcVCZ2bUi4LFEtxFzLciaTezVtKDGRg9xAwAGEfMQB8xIyNmUtByzOwbmovZM49vGNs3NJfEgzePmNFDzACAccQM9BEzMmImBS3HDGybmNFFzACAccQM9BEzMmImBcQMDNp8aDK/6aWvvrD1C8+Xfvdb//ivNhz5pW+e/IX17//z9ad+ft1pBoPRpcP0rxY0h5iBPmJGRsykgN3MYBAxw2CsyGH6VwuaQ8xAHzEjI2ZSkPoJAIA6djMDAOOIGegjZmTETAo0T80cfyTx4NHtiBkAMI6YgT5iRkbMpICYgUHEDAAYR8xAHzEjI2ZSYOZNM+sy+bzl+dT/BjHO29FIZwxz32FGeENMeT3CpTCKmAEA44gZ6CNmZMRMCvRjpuEkjPdCpSlKViZfUU5uHHhjS6dkMvlKyRLyRIkZ75W1t9YUIseDcyobR8wAgHHEDPQRMzJiJgUpz8xUJ1q8Eyi1i3y9Usln6pf55meUTsnk876YKVlSp7RtZob3lmkfYgYAjCNmoI+YkREzKWhXzEQcKhM9M1O9zCp5Zl+cWPEmg9M89cv8MzNKJlUX8oRTjD3R4iFm2oeYATrW4tLyz264/7Mb7j9WuL/Edu2KRsxAHzEjI2ZSYHpmpqROvzhTKk7IZDJCiFQvdFIidDczWeOZGV8NOdHizgEFj8+haLSt4JgpWZ5iLll8xyARE3PL/377/GPrZz/29OzHnp79n741u7DUnm1QYmb1IGagj5iRETMpMH7MjO0GQrNTJdX28J1CoF4ejQ6Z8W5bBs8z4J0JKllKRLFV2iYrN2aclrGssLlBvoPQDu8NL/3TdbM9T9fHTz09e/j60ifys3s+0v0hImZWD2IG+ogZGTGTAtNnMwvbrgsrkXpPqLMlmXypetB/9Vr/Kqs7sqlH4AROGuB/HL6L3AojZtpnxcZMYCKGmRm03cTcslMyH3929s/fXLg1vjw1vzw1v/y1Qws9T89+7OnZpwYXdNZPzKwexAz0ETMyYiYFqR8zY9dCJZOveI7x9zaCuOuYt1J8u5nVDvsP7k5WPxqnlkjiqdEaxIy7FmKmfVZqzLjpEnLYFicJRxv83zvme56e/SfPzl4b82x0/sYrc+5Ezb/fPt/y+omZ1YOYgT5iRkbMpCDlmRnfzlyVfMbdS8x/RrJmY0bZ76yiLtPTk8lk1EryLOHO0aiTNZV8vrYdKszlEDPtszJjpvqN6MZMcO9FYgZt8Nj62Z6nZ//8Tf/0y//4d/W9zn7nNWIGjREz0EfMyIiZFKR+AgBb+Wt1xrIy9ROReTb5onczq63GEzPuTdy3relxO6V2XgHvuaCtkqdhfMf6V/KZHivv/mXdk2Ac9tAeKzJmat9HzMwgWU6u3Br3b3F+/NnZf/FidXKmqRU66RJztO95wDxiBvqIGRkxk4KWY+bxDWNhu5YFx+Mbxpxb+U657NklzHNdg5kZ5W/f7saju1b/4QnSeZ5jYAYmeSsyZir5TCaTYWYGSXNy5dTdpe+eWvRddXdy2TlspqkVEjOrFjEDfcSMjJhJQcsxs29oLmbPPL5hbN/QXBIPPlnETPJWZMzYpVI+n2FmBkn7J89W9yX7Zxv90fLnby70PD372HpiBrEQM9BHzMiImRS0HDMrHzGTvJUZM8qEDDMzSI57YMz/9brnwJhrY8tO5+gc/W9zzMxqQsxAHzEjI2ZSQMzAoNURM8zMIBG/8J1qzPz9qcVb48v3ppaHJ5b//M0Fp2Q+kZ99NKu1MUrMrB7EDPQRMzJiJgXsZgaDVkfMMDODpPzH0vzHnp6dWVh+OLP83z1TP4nZP103+94wb5qJuIgZ6CNmZMRMClI+AQCgWtkxk5enZQLn5QM0fPRg2bbtqfnl/6Ew+7GnZ//79bO/t31+Yq4Nm6HEzOpBzEAfMSMjZlKgeWrm+COJB49ut1JjBlgBiJnVg5iBPmJGRsykgJiBQcQM0LGImdWDmIE+YkZGzKTAxJtm2rZdsnpq72MZte+Ns1j9/16et53xvF8Nu/B0CWIGAIwjZqCPmJERMynQj5mGkzDBC+PlhnpqZPE0yfWYqa+TkukqxAwAGEfMQB8xIyNmUpD+zEzJinMup0o+41vMczt1Tkc+zrq1pOG9ZdJFzACAccQM9BEzMmImBe2KmYhDZdSYcfcHK1nhRRN68tqS5bk8gVkYYiZdxAwAGEfMQB8xIyNmUmDkmBknaYJHzDgzKlGdowZN9fbx2kN588La239YJfcReFbIiXPTQ8wAgHHEDPQRMzJiJgUGjpmRZj88R/DbtnBqAP8bp1fylmVlGqVP/R6Fdy50LypZtY+ZmUkXMQMAxhEz0EfMyIiZFKQ9M1OdIWkUM9Kl6meVfCaTL+UzVsmu5PPBg2Y8KxMKxXeRu2piJl2bD03+8OWXX3/99d273zh8+Mh7771/5mzl4oeXLn10+aPLVxgMRpcO079a0BxiBvqIGRkxk4KUj5kpWc7+ZfFixjvroi5Tyucr3rOZRWgcM+7JBYiZdG0+NJnf9NJXX9j6hedLv/utf/xXG4780jdP/sL69//5+lM/v+40g8Ho0mH6VwuaQ8xAHzEjI2ZSYOKYmZgxI+x65r1Zo5hxz4imnhqtks+XfOcYUK4mZtJFzDAYK3KY/tWC5hAz0EfMyIiZFHRqzPhOXGZLnRE7ZmzlIBxlBqa+d1p9NbUTBVA0qeCYGQAwjpiBPmJGRsykoOWYeXzDWNiuZcHx+IYx5aZqzPgiw71MPTpGPBDGrsVMRXqXGfnUzp6b0isdgJgBAOOIGegjZmTETApajpl9Q3Mxe+bxDWP7huaSePCtI2Y6AzEDAMYRM9BHzMiImRS0HDPdjZjpDMQMABhHzEAfMSMjZlKwSmMGnYGYAQDjiBnoI2ZkxEwKiBkYRMwAgHHEDPQRMzJiJgXEDAwiZgDAOGIG+ogZGTGTAmIGBhEzAGAcMQN9xIyMmEkBMQODiBkAMI6YgT5iRkbMpICYgUHEDAAYR8xAHzEjI2ZSQMzAoM2HJv/hez946Yevvrplx2vbd/eVDuzsPzyw5/juvSd27z3ZdcP0ywkArSBmoI+YkREzKSBmYNBKmpkhZgB0KWIG+ogZGTGTAmIGBhEzAGAcMQN9xIyMmEkBMQODiBkAMI6YgT5iRtZBMVPM9fbmimHXlgvZbKHsXTxs6XIh2+tdWFykt3p/EWtqD2IGBhEzAGAcMQN9xIysg2LGKYyQrKi3TC09QhOkmOsNT5lqxCjZFKik9iNmYBAxAwDGETPQR8zIDMZMLSsiVTsj2DIhMVPMNViT7bttOfgw2t42xAwMImYAwDhiBvqIGZn5mRkpSsqFrOey+h5ocqw4+eFcJ6RIMdcbtoua/94jJodaR8zAIGIGAIwjZqCPmJGZjxm7mPP3h69lnMmTXNGbGr4MKRey4iEw3iNxgvMwznW1mZ9A9rQFMQODiBkAMI6YgT5iRtYBMROYHfF+Xi5ke3O5XG+u6I2cBicA6M0Vi7le+ZQC5UK2N5tVD5VJ9sAZYgYGETMAYBwxA33EjKwTYsa7b5d/cqSYyxWlcok6B1l9LkdSLGSzThvlCmUnY8qFbLZQbHwStNYQMzCImAEA44gZ6CNmZB0RM/WcCTtkxSmXxkf3C4fzBxfJFQrqMTPZQrk2M5PIETPEDIwiZgDAOGIG+ogZWYfEjF3rkJCZkcYzM9Wj/7Nyjbi7kTl7qtVu68aLej0nAMCKQswAgHHEDPQRM7JOiRnn+JZcLqRnYu9mFrLzmRsrxVyuWFtKCRflmJkEzgFAzMAgYgYAjCNmoI+YkRmPmequY77zj/mPeGkmZpp7nxkHJwDAikXMAIBxxAz0ETMy42+aGbpPl+ddY9o2MxNYqnaUTYItQ8zAJGIGAIwjZqCPmJEZn5lZDYgZGETMAIBxxAz0ETMyYiYFxAwMImYAwDhiBvqIGRkxkwJiBgYRMwBgHDEDfcSMjJhJATEDg4gZADCOmIE+YkZGzKSAmIFBmw9N/sP3fvDSD199dcuO17bv7isd2Nl/eGDP8d17T+zee7LrhumXEwBaQcxAHzEjI2ZSQMzAoJU0MwMAXYqYgT5iRkbMpICYgUHEDAAYR8xAHzEjI2ZSQMzAIGIGAIwjZqCPmJERMykgZmAQMQMAxhEz0EfMyIiZFBAzMIiYAQDjiBnoI2ZkxEwKiBkYRMwAgHHEDPQRMzJiJgXEDAwiZgDAOGIG+ogZGTGTAmIGBhEzAGAcMQN9xIyMmEkBMQODiBkAMI6YgT5iRkbMpICYgUHEDAAYR8xAHzEjI2ZSQMzAIGIGAIwjZqCPmJERMykgZmAQMQMAxhEz0EfMyIiZFBAzMIiYAQDjiBnoI2ZkxEwKiBkYRMwAgHHEDPQRMzKTMVMuZHursoWy83mu6F6XLZS9C3svKObchYX1hlzlLuC7PrD2tiJmYNDmQ5Nbt27dvXs3MQMAphAz0EfMyAzHTLZQdrPEExT+uqh/XosYX8wUc72NVVdRi5n6KpS7C4+klhEzMGjzoclt27a98cYbx44dGxoaunPnzqNHj4gZAEgTMQN9xIysA2LGqYdyIdubLRT8SVLPD1/LhEZHjBipz8zU1uuuP4GUUWKGwTAytm/fvm/fvhMnTpw/f/7u3bvEDACkjJiBPmJGZj5mirlq0bjlUr+u9lkx11tPmPAZF7u6i1mhvv+aqppM3ps5d+R2VSI7my0tLS0sLIyPj4+MjHz44YfvvPPOwYMHi8Xili1bXq75YcDLL7/86quvbsGWLS+//PJ3vvOdF8Jt3rz55ZdfNv0wO4L6WjkffPvb3964ceNzzz33zW9+89lnn924cePFixcXFhaImatXrz7zzDNf+9rX1ob41re+dePGDdMPsyPwWgGaiBnoI2ZkxmOmkMsWysVcb/2jYerRoAAAIABJREFUXNH2xoxTINU90dyJE2kOJexomWLOU0rBmyZ+zMzCwsLk5OTo6Oi1a9fOnj178uTJXbt29fX1FYvFnSH6+vpef/31AcGPv7/x+z9WPu/70WbP5wMDfT/avDHE5h/11RdyPvnx9yOWUtcpXJqKF1544fvf//5rr722I8TWrVu/973vJfsgfpD/8l+98OPGyxmmvlZ9fX19fX07d+7cvXv3m2++OTg4eOrUqePHj2/ZsiXZmClZPZl8Jam1t826detef/31Cxcu3L59e1hy6tSpbdu2JfwoKvlMj1VK+E60JflaeV6BSj7T09PTBa8I0CRiBvqIGZnxmCkr+43VdzpT6qJcyPbmcrVd0eoRIhaJp1lCLnUuyGZ7c8VG8zxtsrS0tLi4OD09PTY2Njw8fOnSpbNnz+7du/fgwYNHjhw56nXs2LGDh49tfePI0aNHBwYGjgb84+svvvj6P/ouebk/dJmwj+uf9L/sXWFtff0v/10k350mZ8OGDf39/YcOHYpY5uWXX072Qbzy5Ge/9PzO+ieO+kXKhU++kuxDieJ7rY4dO3bixIl33nnn7Nmzly5dGh4efvjw4euvv764uJhWzJSsHkf1ourWqsJU+DzxxBMXLlyYmZkJ255YXl7esWNHwo+iO2ImyddKfQW6pIOB5hEz0EfMyMzHjHI4vnI6APUgmVxRmobxX1QuZHuzWf8ES3CuppjL5nJZ5/AcIVuSmKNZXl5eWlqam5ubmpoaHR0dHh6+du3akSNHPvjgg0qlMjQ0dE7xzunKC3tO//DN8tDQ0FtvvTXkd3DLui0Hh4aGhk72b14n2Nx/MvQ69/qhg1uUC/q3OBcG7sLjZP9m72LpWbdu3eDgoPNahdm2bVuyD2LrV37zs88dGBoaGjrw3GdrH279ym/+5le2Vi90PlAuMyH4Wp0/f/7DDz+8du3a8PDw6Ojo1NTUzp07k/1HtL5FWslnah+WLOHv7Ua35NeuXXvr1q3o12HXrqR/H3ZHzCT5WimvQCWfoWWwQhEz0EfMyDogZuoVoxyD72sKp1zCz1iWLWzM1Q59CZxEQF1seyGbK7ozPGXx4JokdjhbXl5eWFhwemZsbGx0dPTdd9+9cuWKb1eN67dubzpyLb//ykuD14eHh99++23fAkP7Nv34pPP/TfuGfBd6FnOvDvu4/snJH2/aNzQ8PLRv01NV1dUplwTVV5S4p5566uzZs9HLbN++PdkH8doXf/EzGwaHh4cHN3zmF7/4WvVSzyf+JU0IvlZ3794dGRkZHR0dGxubmpqam5vbtWtXsv+CujET2IHIt9Veskxux69du3Z4eDh6mf7+/oQfRdfETGKvFTGDVYGYgT5iRtYBMeNrGs91NTFmZoRb2YG3lCkXcspcUMSDajdncsbpmenp6cnJyXK5PDw8POZVOnPvmbfuPPPWnddO/2RsbOz06dPe6z94/RuOTQcvj10+uOkbAa9/MDY2Jl9Vv6Xj8sFNzicfvF6/MJy7ePq+8Y1vXLp0KXqZYrEoXPru+t/4VNUXto+NjY1t/8KnPvUb6991r3MuDSwmXLL9C9Ubbv9C7SLPxRGXpCn4Wj169Gh8fHxycnJ6enpubm5hYUGOGWX3L2fLsmR5dw1zLg0sJlzixow3Vvy7EJnecm1tA115Fsq8k/Jk1P3oas++ks/0WPl8pnaRb1+7lRszJasnky+5z7b+RIVXwN0hsRteEKBZxAz0ETOyjnjTzNqMTPIxE3Fh6CraZXl52UmaxcXFhYWF8+fPP3jwYH5+/uqD2f2Xp+bn568/nH362KOnjj06dm1qfn5+fn7+3Llz8wG3jxypBC8Nd/vIpk1HbstXPPnkk09uOnJkx5N+m47cnq8EL/bZ0dQDad2TTz5548aN6GV27doVuKz4+U98vlj/+FfXlefn58vrfvUTny8qV5bX/eon6suF3rD2/9rt/et11vOJT9Q+NUR8rRYWFhYWFpzjZJaXl0M2Ot0NyMDEinulEjVRN6z93zfp4IsZs9Mydssb6Oqrkclk3JfKfcruk6x/UslnlGOD1D3uhJe0E2nETI8Qf2GvgOm+BZJDzEAfMSPrgJmZmtRjRt7JLJndzFxOzywtLV24cGFsbOyta7NPD048PTgxPL7wytnppwYnjt6YXaq5cOHCksfdo5v+pqbvnPqZe6F3IVnfieoim47eXVpaOte36ei5o5v6ztXvxf1Yvehcn7O8cxe1j1PwN3/zN7dv345epr+/339R6XM/7fW50tLS0tLS2XW/7Pus+mHkDUuf++lfXnfWuVZZ3r3YdXbdL/svSlH0a+X8wylvoHt5Z12Uz4I7igVvGGdmpgP2rtLYQLdKtl3JZ6xSdetbbRn1WYlZ5426DnghYtCamQkEbOgrQMxg5SJmoI+YkXVczPima9zrmo0Z9/ga+SB/AzMzPhcvXhwfH59bXN51ae5vj09tPjXzt8endl2a8y0TtYqRY5v6zkd8btsjxzZt6uvbtKmvr+/YiHDzTcdGbNs+37fp2Ih9vm9t33n1Ytf5vrXVS873Oe8psSm4tiS1/hd0ccMozgZ68IbqBnqDTXKTZ2TqlteqE85a1fJxICWrxypV8plq0mTylZIlHCRkEzMhz5WYwSpEzEAfMSMzGTOrmxMzzsdHb87/7fGpF0/PzC8t+5YRbjlybNPatWvXru07FhEzzkKbjo1U48T53L+4GjPuitVSGTm2ae3aTZuU+znfl3rLaO3iUt+Xxaof0WCVlA0o74EP+VLIDb1n6PIfHFLdsvWvL31d8FpVLze/0dpyzFTymZ5MJqPubKb2XshuZt63UlHORbzidzNTn2v9kCHpFeiI7wsgEcQM9BEzMmLGFDVmbNt+6/r8rXH/+34EYuZ8nxobtapR9J33L+SZaanOrDhp4o+Z2rRLLXncbHEiSVmtm1PeeaDEtH4mpfpRxsqhC/WNa/Wswd53PPHf0LstXr9WPKDZ5KZpV7xWHTIboflahR31oux553kVfDM2tVcl3xGvRSNaMzP5wPdM2CtAzGDlImagj5iRETOmXL16dWRkJOIX2cTExJUrV6JW0Xg3s+qlwZmUao44i3sSp/a5sibn+rTKRfD888+fOnUq4rW6c+fOm2++meZD6li8VvHxWsXX6mvVCbsTAh2BmIE+YkZGzJgyPT195cqVi+GuXLkyPT1t+mF2hOvXr2/ZsmXHjh39Id5888379++bfpgdgdcqPl6r+Fp9rYgZoIqYgT5iRkbMAACSQcwAVcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmIGAAAgUcQM9BEzMmImZfPz86Vi8Wt/+Zd/nMv91z/90w3r1x/Yv39hft704+pWvJ4ReHEidPuL0+2PH1htiBnoI2ZkHRQzxVxvb64Ydm25kM0Wyt7Fg0v7L5RuVZcrFLK9AeGPQdu9n/zky1/60pf++I83vfDCnjfeOHnixMkTJ/a88cZr27Y9fPgw6paVfCaTrygXlKweh1VSL/Mu5Fey1MVtu5LPeD4PLC6tzr1n9+7VS5xbBB+J764q+YyyDsuzSmU9DWi9ntHP3PMUvU+5/thKwcftWSDkXmpPPtZzbPxgQ7T84lTymUy+pH6BvE9rlb44FeEV8ar+LHT2d37tQcS4m0o+09PgtY2xCAAHMQN9xIysg2LGtsuFbFhK1Kuk1itSzATaJXCBra7CLheyvg/ERGqP+fn5L3/pS0/8xV/sHhi4dvXq+Pj4wsLCwsLC+Pj4tatXjxw+vLCwEHZbZ+ND3TwMbkGEbDzWN1qCWzC+7aywzU//5pq7lurt3UvUe6jkM5l8PmSNzr26d1+LrNoFsba1dF7PkhXcClcfWTDj3A5UX7Ow2vO85rWllbsTblWy1Is9K25lc13jxXFe/MCXoH5Bqi+OZ9u/VsrmXhzfIxO/Szv3Oz+ix+o/wVE//0qIyh8SNkAoYgb6iBmZwZiRZkUCqikSbBkpO4Ix1Dhm0puZ2VksfumP/3j3wMD9+/eXlpbUq5aWlu7fv3/16tWQm/q3EoJbDSXL+TOv5+KSpUaPusUZtaGi3j7uzIwQMw2egucyISsab9K1/nq6D9P/BN2XqHaFsq0pbbE1mnzwPUn5OTlfDsvy/km//hd+6U4abjNqvzgxYiaNF0eebTT24ngfQ7w5iQ76zg+tjTg/wf4/Y/j/pBHxRQRgEzNoB2JGZn5mJmSGxXNZfQ80z25i/uTxXJktlDtrZuZrf/EXm1544drVq77tD8fS0tLw8LB8y8AGXXDPldr1tU2sSj7j3dYS//Qb3Lhp/LfbGDMzymrl9VWv1fv7dKuvp/IXdd/9hOdeJl+pb3iqfdho8qHxxcqdS1/khtNpspa/2Wr3J33hnAeS7ovj3zOy/jDb8+I8mLY3H7f/cre9+bj9YNq2o38S1YclPa7O/s6P89Mdl/BAaRkgEjEDfcSMzHzM2MWcvzd8LePMn+SK3qmXYHYol9Qipjr14rsDMzHz/33hC3veeGN8fDxsgZCrKvmMsO+NvMnm3VrxHk5T32gRt2mC+wl5tk7qH8eImZLV8CF79isS9slpvF3U2uvpPHdxx5iGhxwFVhMpk99oqc9EmkRQ7k++d7WvapER50G2+s3m7u2mzF4F5l8aaeOLo64q8C3fjhdn/cHF//TqwudfXfhPWxaePbAY+eJ4nl8mk7FK/jvs5O984aEojykkVMMfXOCpx//+AFYnYgb6iBlZB8RMICC8n5cL2d5cLtebK3ojRzjWv14ttUByoqZeQ54dy7KFYpq7mf3pn/zJ2ydPRuyOL15V3QHfOYpB3r74L/8lE9zWsG11s6m6OZpv+EfrWDGj3nvYbmaRBw7U/8av8ffp1l7PUj5fEXeX8R7KHOdv2J5DPsIeb8hrIx7y5FuHZ6XNlJat882WCZ5pwv9g039x7MAhKu16cX73u1O//cLUv3lh6re/PfVvN006C0QeM1PtvdrjLFk9gTnQjvzOt2PETOwb2P7HGjKDBsBFzEAfMSPrhJjxHutSzHknUoq5XFGaMPFdVC5ks9msMONS7xsldUzMzGz45jdb2fi2rFJgWyNqG0PeLvH+hVvYGq3v/9JoOzXmCQBqj8a/jePdE8d7ZVNHELf2evqeQW1D2Lep7N9QEz/2vFYZy/K8cv4tefEgA++D8m6Qexeq5DOZjBV/g73Fb7Z8vhR2KjPlmyD9F6e6dMiZ0HRenP/3lYl/8fUH//LrD/7l1x98/ofjES9O/Wl58qP6yAITR534nR9zN7P6g2nwsNyvSJM1CaxKxAz0ETOyjoiZes6Enc/MaQz5gBlnkmVjzpmCyRbKSpE0OGZGvf8Ez8jsOLB//5433piYmAhbYG5uLuSahjHT5M7w/tsL2yzVP9JngmderT4Yz4E6wZipbstFnDHM8+fo8IVCtf56+l5O5zE2/4L6Jx/cz73bucHt/zgx4z9lVyZfccI2npZfHG+PVvJWJtOTyeQNvzjVpeuH/bftxbn5YPH3No3+s6+O/N6m0RsPFiNfHE+zCHuPefbL68Tv/HgzM95psujfJbUFmJUBGiJmoI+YkXVIzNi1HcCE9LBtccJEnkMp5nqz2XrARMeMeDKzxPYzm5+ff23btojDdsN/qcWfmfHNjQT+gu1seeSjYqbkHszg3G3J6umRd/CpHQUtxEzt79KN/j7t3URq6u/Trb+e3pczeOi67XsdwycfrJK60Wrlq3sYeQ5WygTOc9w4ZkJ2oop/XELLL456FyUrk69Uz2LdwrRVO16cSkXZj0k6NXNqL453N8Tw79VO/s6PFTNqsjV8WOIPDwAJMQN9xIysU2KmmOvt7c3lciE9Eztm7GJOXUNozPiqJY2ZGdu2Hz58ePTIEfGEqouLi+G3ixcz9V1glBu65xr2/dlc+nOwf4oiuNeQ90/OztZqJp+33P2IfC0T+vdpZX0Nn1e4Fl9P93mpT9i7q1DDyQd3geqWq3qp/1WLtY0t70TlffsZO/Q0WoLWXpxaErjb7tUvpbotn+KLo9xVvVmMvTi+RybdVUd/58faibTHKdja+RfC/2qiPg1pdhOABzEDfcSMzHjMVMNCSYngJXFjpnYGZ6eMxDhxVh4InJRixrbthYWFK1euDN++PTEx4bzV3dzcXKNfZ8oUibiBVJ9MsW1b2gL0ibGbWf1ug7cNHh4QPFLGXzXh9xW2hRXvz+ytvJ61GQdpk7J+RIR8/6EnHLbq57FynlF9PiN8GzJy6y9s01z4CoRo4cWp1I6ZUTZT/R+u2hfHd0fC/XT2d37DmRn1Qcu/bmrvNSs+xupNaBpAQsxAHzEjM/6mmaEN4cmOWCcACPRP9A5kITuZhe/rhuZ5N4Wb2VYDuhnf+QA8iBnoI2ZkxmdmAAAAVjZiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAAkChiBvqIGRkxAwAA/v/27u876vJO4Pifs5YWdcvR/lBst8Xac3Yvdrc3+Qs8x+Rqf1xVwsVe9GyFZGaw6l2rgHJOa1krERMQqCjGGEJiQ8Ew+TEzmcwMaUlIzKYmIZm9GGVt+7QGnjyEmb5e57nIRZh8+Vw97/PM9/slKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETJmYAAJISM8QTM2FiBgAgKTFDPDETFoyZDQAAtoiYIZ6YCQvGzDoAAFtEzBBPzIQFY2YFAIAtImaIJ2bCgjGzBADAFhEzxBMzYcGY+T0AAFtEzBBPzIQFY6YEAMAWETPEEzNhwZg5BQDAFhEzxBMzYd4zAwCQlJghnpgJEzMAAEmJGeKJmTAxAwCQlJghnpgJEzMAAEmJGeKJmTAxAwCQlJghnpgJEzMAAEmJGeKJmTAxAwCQlJghnpgJEzMAAEmJGeKJmTAxA9DyVtbWnzo2tef5S3ueG23l9fylJ1+dXFlbN6u7M6uNjY2JiYmBgYHzLW1gYCCfz0eGh5ghnpgJEzMALe+pY1OPPXdp57OX/+7glRZeO5+9vPsnl546NmVWd2dWExMTQ0NDxWLxWksrFosXL16cmJiImZWYIZ6YCRMzAC3vey+0/u780z36wcvfe+GSWd2dWQ0MDLR8yTQUi8WBgYGYWYkZ4omZMDED0PL2PDe67Vvnu7b2PDdqVndnVufPn9/uyrh7zp8/HzMrMUM8MRMmZgBang26WaWYlZjZPDFDPDETJmYAWp4NullOw7KoAAALeUlEQVSlmJWY2TwxQzwxEyZmAFqeDbpZpZiVmNk8MUM8MRMmZgBa3hZu0O87ePn+7PCu7ODO3G/iP+or2Q8fzA59OfqjtnCDHjmrL+d+81Dm/Ue7zu3ueju4Hu0691Dm/dv9L9+bs9rymKnVauVyufQ509PT1Wr1T36tUqmUy+VqtVqtViuVSq1Wa/xQrVZrtdqtH7b22sQM207MhIkZgJa3hTHzpdylR7tK4/UbL2X67+wTduRGH8xevD83siM3+vVfXb++NPsfmQ/unQ165KweyF48eu2L/sa1qQeyF1tgVlseM9Vq9fC+tj/Wnu2bLBaLt/KmXC6XXt7X1tZ5pFAoHtnXkTtVLpenp0/nOva9Ui7PzMycynXse7lUqVS29trEDNtOzISJGYCWt4UxsyM3+t0DU1P1uSNdb9/ZJ3w1e+GVa/WxD955IDv8rdd+N/fxzH/t79nd9fbu7nMPd/d/JfthU8fM509mvnXgzL/+90fF+u9ffeZXd3Yyc4/PKsXJTKFwqru9PdM7PjEx8UZ3+9M//enTf9w2uVOFcrlcKBzpbOvInSr0ZTv2HZ6amjqZ6eg8UigUT+U6OrKnQ+c5kcQM207MhIkZgJZ3T8XMQ93v//xaPT/w1oPZoX947Xfzn7/QpWv/lhlq6pj5m5pVintmpqdPZz6LmRPd7Xt/9tEb3e17XxybnJycmOjtbm/PnZya/kylUmmcyRye7Mt0dB6eOpnr2Pfy9LSvmdGSxEyYmAFoeVu+QS/Ur986bdj8UcOO3OiuzAff29/7Wq0+2f/LPQdO/vOx6o2Pi90/OvSDH//iBz9+9R+fef2b3e9u8itYzRMz13/+zPFdmcEdudv45KaYVaKY6W7//4OYvS9eHT/U2ZHtnZmZKZVe7uzInJyaOryvrSPbWyqVZmZmSqXS5ORkPv9mV/vTL+XzU1NTxWKxcdvM1l6YmGHbiZkwMQPQ8rZ8g178kz+wNPufmYGHu/t3d//FG993d597rOvXm7mf5Ovd77VSzBTq/zv/cX0u//7urrcbXwz7SvbD1phVsphp7zp++cqVK8e72ve+lJ/ozXZ0HioWi4VTuY7OQ40zmb5sR9u+w1Mnc+1tAfsOT5XL5a29MDHDthMzYWIGoOXdhZOZhzNX31v6outYqv2w69ePdJ37zoFTT+x/84n9b/5L/3y99tvv7z/x2IGzew6cfPxA3ze6z7fYyUyhvnzh1XODH9frH8883XXm/uzw32fGW2NWd+FkpvPQeKFwKtPReXhysjfbse/wVOPUpVQqFYvFid5se3tXz5UrVz/z0UcfHe9q7zw0USqVtvbCxAzbTsyEiRmAlncX7gPZzGnDw939O7MjD2QvfrurkK8vHup+9zsDi/Vr+W90v/u1TP/jA4v1a4UH43bn92DMTNXnju4/+WjX2z/K/6Fe/8P5197alfmgNWaV8J6ZE1fHxsZeP/Dp3TK9mY69L57ItO99uVS6du1apVI5levoyJ2a6M0GT2bEDC1JzISJGYCWd4/c1H5f7re7soOPvzY7V6/n3+97KPP+YwMf169d/adnjv+yVq/X5185cPr+3EjrxcyRrrd35EYfzgw88T/Xri9d+/fsYGvMKsWjmRtPM+s+8eLez5/OjB96uq2tvftE48tj5XL5UGfbvsNTk31OZvgbImbCxAxAy7tHYmZHbvSbv7p+vb5wdH/fY12//lbX2e8/88Yz+T/U6/V6bezbXWceyF68L/fbloyZRp88kL24K7Op9402xay2PGYqlbPZjk/v/D80Pt54jtnExMTVRtrs/VmxWKxWq8Xikb1te48UCn/pnhkxQ0sSM2FiBqDlRW7QG0/WeiT63Slfzv3mke53ntj/5vf3n/hF7bOL+7jaeeCtzb96pXlj5rZWU8wqxclM4wFl09PTpVLpzUz73p99dCLT3taR6Zuc7M10tHUeKhQKE73Z9vbMqWKxcCrX3t7dOzFRLBanpqbGx8dvncx4AACtR8yEiRmAlhe5Qb8/O/zKVrzVfmfuwx+Or3z6+7Wr3z3w1m29QbLpYuZLuUuPdpXG6zdeyvTf7r9tilmluGfmlpmZmd7GMU3noVKpVKlUpqene7MdbZ2HerMdbZ2Hy+Xy9OmDHR25M+VyrVabOfNsx2cv1jz4VqlSqWzt9YgZtp2YCRMzAC1vC09mgmuT++wdudGvZga/2fXOI13ndmU+uK33rjRjzNx38PL92eFd2U19r6wZZ5U0Zmq1Wrlcnp6eLpfLjTdg1mq1SqVSLpdnZmYazzRrnOQ0XilTrVYb5znTXppJixIzYWIGoOVt4Qb93l/3Tszc++tejpl7jZhh24mZMDED0PJs0M0qxazEzOaJGeKJmTAxA9DybNDNKsWsxMzmiRniiZkwMQPQ8mzQzSrFrMTM5okZ4omZMDED0PJs0M0qxazEzOaJGeKJmTAxA9DyHn/h0s5nL2/71vkurJ0HLz/+wiWzujuzGhgYKBaL210Zd0OxWBwYGIiZlZghnpgJEzMALe/JVyd3/+TSzoMtvkffefDyoz+59OSrk2Z1d2aVz+cvXrzY8j1TLBaHh4fz+XzMrMQM8cRMmJgBaHkra+tPHZva8/ylPc+NtvJ6/tKTr06urK2b1d2Z1cbGxsTExMDAwPmWNjAwkM/nI8NDzBBPzISJGQCApMQM8cRMmJgBAEhKzBBPzISJGQCApMQM8cRMmJgBAEhKzBBPzISJGQCApI4ee72np2dwcFDMcMfETFgjZubn50ul0tDQ0PHjx8UMAMAWasTMhQsXSqWSmOHOiJmwmzdvrq6uzs/PT09PDw0N9fT0iBkAgC109NjrJ06cGBoamp6enp+fX1lZETPcLjETtr6+vrq6euPGjZmZmZGRkb6+PjEDALCFjh57/eTJk8PDw+VyeWFhQcxwB8RM2Pr6+tra2sLCQqVSGR0dPX36tJgBANhCR4+9fubMmdHR0Uqlsri4uLKysrGxIWa4LWImbGNjY21tbWlpaXZ2dmxs7L333jt97r3fXZ/b7usCAGgF1+fmz7zT39/fPzY2Njs7u7S0tLa2Jma4XWImbGNj4+bNm8vLy3Nzc4VCYXh4+PKVsbfefvf63Px2XxoAQHO7Pjd/9t3+y1fGRkZGCoXC3Nzc8vJyI2a2+9JoMmImbGNjY319/ZNPPllcXKzValevXh0aGrr80djJs+eOHnvdsizLsizLuuN18uy5y1fGLly4kM/nq9Vq4ztmN2/eFDPcLjET1jjlXF1dXV5enp+fn5mZGR8fHxkZ6e/vP3v2bF9f34kTJ3p6enp6eo4DAPBFenp63njjjb6+vjNnzvT394+MjOTz+UqlMj8/3ziWcfc/d0DMhDVipvG2maWlpfn5+VqtVigUxsbGRkdHh4eHh4aGBgcHBwcHPwAA4K9q7JqGhoaGh4dHR0fHxsampqaq1er8/PzS0pJjGe6YmPlrbvXM8vLy4uLi3Nzc7OxstVotl8vT09OlUqkIAMAmlEqlUqlULpcrlcrs7Oz169cXFhaWl5dvlYyY4Q6Imb/m1vnM2tpaI2mWlpYWFxcXFhZu3LgxDwDA7VhYWFhcXFxaWlpeXv7kk0/W1taUDDHEzBf7fNKsra2trq6urKysrKx8AgDApq18ZnV1tZExjftklAx3TMxsysafWQcA4Pb9yZ5qu3d5NDcxc3v+vGoAALhd272no0WIGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCmJGQAAoCn9H5gTxx2U+Lv/AAAAAElFTkSuQmCCAA==
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