Question 1
![](data:image/png;base64, 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)
Use the above figure to answer the following question(s).
Actin is represented by the letter ____.
Question 2
![](data:image/png;base64, /9j/4AAQSkZJRgABAAEAIQAaAAD//gAfTEVBRCBUZWNobm9sb2dpZXMgSW5jLiBWMS4wMQD/2wCEAAICAgICAgICAgICAgICAgICAgICAgICAgICAwMDAwMDAwMDBAUEAwQFBAMDBAYEBQUFBgYGAwQGBwYGBwUGBgUBAgICAgICAgICAgUDAwMFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBf/EAaIAAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKCwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoLEAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+foRAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/AABEIAdwA6QMBEQACEQEDEQH/2gAMAwEAAhEDEQA/AP38oA8o8ZfEe58LeN/AvhGHSoLuLxddC3nvZbySGWzBmWJTFEsbLIQN7Hc65wAPcA9XoA8o+N3xMb4PfDLxD8Qk0dNdfQ7nw5appct9LpkU7atrem6MHe4it7h0WL+0PPIWFywhK/Lu3KAfGn/De2p/9E00f/wrfEf/AMztAB/w3tqf/RNNH/8ACt8R/wDzO0AJ/wAN7ap/0TTRx0/5mzxJ+P8AzLtAB/w3tqg/5ppo3f8A5mzxJx6f8y7QAf8ADe2qf9E00fr/ANDZ4k6f+E7QAf8ADe2qD/mmmjDGP+Zs8SD6/wDMu0AH/De2qD/mmmjd/wDmbPEnHp/zLtAB/wAN7ap/0TTR+v8A0NniTp/4TtAB/wAN7aoP+aaaMMY/5mzxIPr/AMy7QAf8N7aoP+aaaN3/AOZs8Scen/Mu0AH/AA3tqn/RNNH6/wDQ2eJOn/hO0AH/AA3tqg/5ppowxj/mbPEg+v8AzLtAB/w3tqg/5ppo3f8A5mzxJx6f8y7QAf8ADe2qf9E00fr/ANDZ4k6f+E7QAf8ADe2qD/mmmjDGP+Zs8SD6/wDMu0AH/De2qD/mmmjd/wDmbPEnHp/zLtAB/wAN7ap/0TTR+v8A0NniTp/4TtAB/wAN7aoP+aaaMMY/5mzxIPr/AMy7QAf8N7aoP+aaaN3/AOZs8Scen/Mu0AH/AA3tqn/RNNH6/wDQ2eJOn/hO0AH/AA3tqg/5ppowxj/mbPEg+v8AzLtAH03+zv8AHab46aT4v1Gfw1B4bk8KeJbfw+Y7XVbvVYb0S6XY6kJd1zY2bwsovfLKbGB2Bg3zYAB9EUAeUaN8Q73Uviv4o+Hb6daQ2Xh/RoNUh1FJ5Gu7hpE0w7XjPyqN19IOO0a8k5AAPV6ACgAoA+YPi3x8Zfgx1/5CUPG4AH/TFPK/xdOg6EBuimgD6foA+W/20ND8R+Iv2bPiFpHhPw/rfinX5rrwHcWGg+HbK41HWr5bPxhoF5cfZreAGSRo4LeaZtoyqwu3agD8UB8OPj2MY+APxzG0gjHgPxMMNzkjFvwTnt6DGMDAAf8ACuPj3gr/AMKA+OYzuHHgTxOoG456eRjjjqP4R6UAec61r2v+Hb0WGu+D/HWkX26QtaXum6hBcIwYswKgDDDA4baflHoDQB2OieFvjF4k0+HVdA+CXxs1TTJTi3vrPwL4rNtKBtbMT/Zx5ifdYOMgkkgnrQBrD4cfHsdPgD8dBjGMeBvFYxjGP+WP+yv/AHyPSgAHw4+PY6fAH46DGMY8DeKxjGMf8sf9lf8AvkelAAPhx8ex0+APx0GMYx4G8VjGMY/5Y/7K/wDfI9KAAfDj49jp8AfjoMYxjwN4rGMYx/yx/wBlf++R6UAA+HHx7HT4A/HQYxjHgbxWMYxj/lj/ALK/98j0oAB8OPj2OnwB+OgxjGPA3isYxjH/ACx/2V/75HpQAD4cfHsdPgD8dBjGMeBvFYxjGP8Alj/sr/3yPSgAHw4+PY6fAH46DGMY8DeKxjGMf8sf9lf++R6UAA+HHx7HT4A/HQYxjHgbxWMYxj/lj/sr/wB8j0oAB8OPj2OnwB+OgxjGPA3isYxjH/LH/ZX/AL5HpQAD4cfHsdPgD8dBjGMeBvFYxjGP+WP+yv8A3yPSgAHw4+PY6fAH46DGMY8DeKxjGMf8sf8AZX/vkelAAPhx8ex0+APx0GMYx4G8VjGMY/5Y/wCyv/fI9KAAfDj49jp8AfjoMYxjwN4rGMYx/wAsf9lf++R6UAeUT+MNRsr1tNvPCfj+w1GGUQS2F9oeu2N5DMrBGR4p0RkZXVVwcdB0xQB6Vp/gr41apbRXulfBD4z6lZyqrQ3WneEvEV7bOpCspWSGNlIwEIwewoAuj4cfHsdPgD8dBjGMeBvFYxjGP+WP+yv/AHyPSgD9Sv8Agnl4W8b+GfA/xPPjjwV4u8D3eqfEO1udOsPGOj32i395Yw+HdGtjcwRXarI8PmRSRCTGC8Ugz8po28g28j9CKAPmfwmcftNfEYZ6eELM4z0+Xw/23cdOu0dOpxhQD6YoAKACgD5g+Lf/ACWX4MdeNSh/hBA/0xRyf4fTI6khejGgD6foA5Lxz428O/Drwvqvi7xReGz0jSYfMk8tPNu7u4YhILS0hBBnuJpCsccYIyzDJUAsAD8tPFn7R/xe+MXxI8JeB9F169+Cfh3xTr1v4d0efTDNJqb3d3vW1l1G+iaKWV5HEcQit3gRGmUbpCN5P0D9D6s8MfsZ+G42W5+KHxB8f/Fa5BR2s9X1/VtM0PzcN5hMENy91JkscbrrAHBByaNvkG3yPQfEet/s8fs9an8M/D2paF4W8Gaj8UvGGn/DvwP/AGb4Uhe51TxJcri2huby3gaRA8jQw/aJ3x5l1Fub5iwNvINvI+i6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAx9X8PaB4gh+za9oej63b7WTyNX0yy1KHYeCuy4R1wcnIxQB8/+Kv2S/g94hke70XTdV+HerM0kn9pfD7VZ/D25yrBQ9kA9nsUtuASFD23AUbeVg28rHxX8X7T4zfso6x4Ql8PfHbxT4ut/FTa0dN0XxDBPfWsNvpLaaJUuYL+7uoZc/wBpW6B4Vt2OGOVyADb5Bt8j7g+AX7Q2lfGm21DTbjR7nwz4y0CzsrnWdGncS2lxBL+7a80+U4d4RMpRkkVXjMkQJfcGIB9GUAfM/hM4/aa+Iwz08IWZxnp8vh/tu46ddo6dTjCgH0xQAUAFAHy/8W8f8Ll+C/TP9pxbc5zn7UOmOM4z17ZxzigD6goA+Lf22NM8Ry+C/BniHR9Ju9c0vwp4t/tPxBY2cEt20FrJaTQwXssKA/uY3LRtJj5PtIJwpajb5Bt8j4E1LxVcftbfHL4JfD34a2j+Fb7wh4l0Dx3488S+F5dNtdQ8F+EPDMlvdyXxlEMqWt7d3gsrO0WWKTfNcBmjMUchQ/QP0P1KHwI1sY/4yJ/aD4x11/4fHpt/6lrn7o/X1OQD5q+PH7Pfxq/aE8S+LvAdp4ksfBHw88F/CDQ/h/4c8cfEHwhp/jrXPiT4r1m70/xDrGuabPpOs6bL4fudPu/C/hDOoyWR/wBNiuZLe2KR8n6B+h94eB73xBqPgrwhqPizTJNE8U3/AIX8P3viXRppLWWbSPEE9hBLqNk72zvC7Q3LTRFondCYyVZlwSAdRQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+Yf/BRLWZfh/rXwE+KuqWN1P4H0K/8beD/ABJqKQPPYaDqmuv4du9Fub9grC2tpW0O+tmnYbRJLbKxAcmgBf2cvE938Yvj9YfELwjpMWjeEPD3hrVo9cu9PXy9J1CO8tRa2lhFJB+5mkNx5F5sywAtHbIIQuAfp3QB8z+Ezj9pr4jDPTwhZnGeny+H+27jp12jp1OMKAfTFABQAUAfGn7S0fieXxh4Cg8FatY6F4vmtbiHw1rWqaeNW07StYa4Atru5sfMQXUcbYcxEkHaCQQCKAPlFPjB8adC8FH/AIWj+0VYzadYfHWb4V+Ko9B0HQfD3jI6VHdJA8mn+I7BIwoiSRdRmlWwtpltra7tzIjR/aWNvkG3yPOE/aFNkfEMumfGL46HxhoXxn0rwfY+NNQ0zxXqOgQfCnUI7IW0l9pd3Yz6DN9os7iSCxu1tJL28u5dLuvmnuC5NvkG3yJp/jJ+0Emq+JNK+Gs/ibw34e0v4g6D4D1bxQPhB8MfBXjTXL/XIbSbS4tVn1PC3WoRXOorFc39vaJHHaRLN5Es8zMoB7Z43+Nf7QmgeD/G2j+O/iJ4R+HviP4Z+DPDt9cT+G9Ki1O9+Kun6jNfW4vLTUb2KOXRtYuv7NksFtrTTsW13ObiIXCTwQ2h+gfofPnij9ojw/p918TrbRfjn8adX1bTrTw5F8E9Th8SeIbtrDV83i65bSRAm01m0t7lrRpZdWgurieKSaK3+0JbQBTYNjsNQ+OXx9Hie00T4MfE/wCJ+r/DnVJo9E+HuveIvh14Z8RT+J/iajXsur6Dd634pWK+/smzt7C7uJLm4WCRHtb63S6JihhB+gfofV7ftA/E3WdD8IarrGq/D34U6R4s1m48J3t5ai48Sa34d8Taat2Ly3S91Mxabvmn029hSGayk8rY0e+WXBAB4dP8e7v/AE3UIvi14+l8e2HxC/4RzVdc07T7i/8ABNv4NbU5LCG4j0mCCbQ4hcWUcawSJaG4lv2iZf8AWZIBkeNv2k/jvHfR+GNB8R+NbDS4vHGnfDqw19/hx4Z0/wAQavq+qWtrdaXZ31zqbNb214xuHEl4kFvAtvaqxDzzYB+gfoetX/7QHx18JNrUHjjV/Aeja/8ADLw54Tvn8K29hNq8PxtOrSX1pE9tqTLZ3Gl6ndXGnvZxWFrY4gunEhW8huIoYD9A/Q/R9SSqkqVJAJRtpZT6HaSMjpwSPegBaACgAoAKAPzt1j45fGvUvEWo2fw88W+BdT8Vax408f8Aw9s/hdrmlwWWmfDmHRVv4Ydb1bUrUz6rNewPaWVw8TRSWt2NTjiihgjkS8hAPk+L4/8A7Ufgvxfrngq68b/FPxDpOl+NvC/w+8VarD8PvAniy40DxHrq3V0/9h6j9mtHvHuoPsD2RkRorH7UFurNfMhRDYNh2v8A7Qkui6R481LUPiX8fYfHmjePrTwl8JfFWuWev6f4e0uSNLd00vWrG3hi0S+msmaU6xDfW1zLPHGWRrpFiYH6B+h9RaJ+0f468Pn4nXmjfEXwP8aPAnwr0nSvEGs6zrFnbaX4gvry+gvppvDVnrnh0ppSzRQ2VrdRyPpk8gOsQwSE/IwAPn/UPjN+0PZ+NtVt/il47+K+heBNHuf7S+Ndr4O8KeEbbSfAmh36zXPhxvDmvaRFHr507fbyW93cW6yXaR2sv2ko7NIDYNjjofj74SivfDem6j8V/j7o+vxfFPxHp/jzX7rxD48t9Q/4VgZdbsdEtY4ppgbVJJxoMXkLbprG2Ka62krLd0Ae/eCPjN8ZbrRNLtvhf8V9F8f6x4u8VePvCvhvwb8RLFHk8A6HaDUprDVdZ1kA6/fXVolraSKLyO4F4l/DCUjWRb2E/QP0PH7n4u/tY+ErnWdE8UeLvG3ijwX/AMLI8PfCTW7uPwV8LPG2qWGsapF9p1Ceyj+yWklxDcJf6PHp8t3EsVvJczJcWjqI1Q2DY53VPjO+i6Zr9lbeKf2jI/EemfFzwZ4C8B6/o+geJ9Ot/Dnhd7myk1TRotJ0i3t9Gm1aztZdRju4720m+0SfZyjXai3AP0D9D0fU/jR8Q5vCXxR/4VZ+0dfaTo2hePPBvg7wtp3jC1sPEnjDUZNeuNJs5Lw+IfEKPe2NhdS38q28wgu2tfst28RmKrbwH6B+h9Vfs52njXT/AIo69p/xD8VWfjfxhY+CntdX8UWlhHpKaskV3pEdpK9pEWjWVbZbeKSVdhleKSRlUkrRsGx9xUAFABQB4V8V/g1F8Utc8Ny6ndxr4bsIp7PX9NS81fS9R1DT5X3vHaX2nSRXFpIcACaKaKRCNyuDQB8qeGf2FtXsdd8LSaj4y0bw/YfDWfXNS8D+LPAulrbfEDVNYuoJbGym8Rzajbyw3cCWtzdG6tXluRdyyhi8QBBNvKwbeVjvr79kfxfJaalpNj8brpbHxB4z0r4k6zqup+BtLvvEtj46sbi3u/P0aWG6gsrbT5ZraL/Qbm0umjj85PPkMoaE2DY8v/aF/Zn1vSfgz8ZvFd98Y/FLeKPEq6Jq2oW/hnSdK8LeDf7bsrjSrDSb6HTGN3qFpcQiNJJ7m31OGe4eKBvNiMKYNg2HeGf2GfHtn410z4lax8UNCg8YeGFsW0N5dI1vx8NevLeG7tXl1/VNdu4dQW3a3vrpIrKxeBbaSbzllkw0cpsGx38f7MHxStks1i8X/De41C0+LuofGKPX5vC+tQyNqGoLqgu9EudOW5Y3cSLq9xBBqX22GSNILRvsxMO1jYNjn/Ff7H3xh1rw9BZ6T8eLXRJ9K+I2ofEjw9oOl+Fm0m00W7u5b920u18RrPPfR2yf2ldESNZyBldrd4Wtm8kGwbB8Ov2Hdf8ADT6j4p8T/Fgaz8Q9W8Z3vj2fUbjwppevWVrq89kulmye6uRb3d5YPZ+Z50MI09XmlWREiEe2Q2DY9Nu/2YfFE8etRw/FG0tZPFXiDRPFuu3K+B7eR9L8Q6RPbyWb6DGL5Ut7fybO1geK7+1kmOVw2JfKjNg2KnjX9kO48d+E/Hekav8AF3xXY6/43Fndz6h4c03TtC8PWut6WludEv10zdNepLDNaW7zywalBPOsSIJohGm02DY4L4WfsTavo3xBtfiD8UPHEHiKbTj4XuItHsZdY8QXus6r4fvjqWl3mqeI9fZr1baG6EUyaVaRW8IaLDySLJKkpsGx+hlABQAUAFABQB8MfGr9jqTxv4zj+IPw+8WR+GdYl1a/1vVNB1NNQttNm1q+s7eyutU0vWtHkh1bRLuRLO2aREee3lJuCYVaeRnNg2IPCH7E8nhfwnoNmvxn8fXPi3RfFlz8RkuNTNj4i8EHx7d3Ek1zeT6Rfp/aGpwpHJ5MS3Gqb0aCC5Ro5Y02G3yDb5Fo/sjeMbmO6tdT+N808cnj4fFmLVbTwFp9prM/xBgFsunjUPNvprW60W0W1hRNPiit52iggja73JJLObBscZ8Rf2DdT8fw6rr0/wAY7ux+IV/q/hrxDFqmmeC9D0XRNP1Hw/cyTaXa6eYGfWNNsxHc3Xmomoy+bcSpcOGWP7Oxt8g2+RX0H9in4rRaD4/ttf8A2hL6fUPiPqem33iXTptBHiaw1GxsYYIBplzrF1Jaal9muIluIJUtRaJFHcfuIon815zb5Bt8jrdZ/ZY+J3iCPx9bX3xA8BWE3xE8QeEtdvdcsPBesSXHhq38ORQCwsNO02TUlWeUywMTqhu7eRFujshUwRUbfINvkc145/Yn8ZeKPFyfFH/hZmi3nxAuXeDUrNvD2oeFPD1pp6wiK0/sPUdIu21rTbqHaweeS5uROt3coUiRglGwbHW+F/2J18M+EvDmn2/xk+IEnirQvEn/AAn32nVJLHxH4MuPH0s0k9xfXOkX6f2hqFsvnukMFxqhaJobWdXWaBWBt8g2+Rof8MjeIr2LVtK1v42axd6Jr/jOz+JOtXGleENI0jxZP42shYSWHkahJPcWcOlW9zplhIli1hJMYrOO3ku5VeR3Ng2OF8d/sP67q3iPX/FXh/4gaT4h1/x54Xs/DfjXVvit4btvEMtpLZy3TW19oNtYpDBYwiK7aFtLQQIxt45GnZ5JmkNvkG3yPo74SfASw+EGvtNoGoeZ4bg8KW3h2wsLqbU77VftI/s6S6vLm8vZ5nmaae0uJipc7TcbVwqhVNg2PoagAoAKACgAoAKAPm/9p7xr8K/Dvw+Twn8UvFeseFbX4kajF4e0F/Dng/xT4616/wBSsQNblitdK0HT765kC2+nSvJI0IjRAcsCVBAPcPCnirw7448N6H4v8Jataa74a8R6ba6vomr2Ls9tf6fcIHikUMA6HBw0bqroysjqrKVAB0FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHwT+21oWt32u/s3a7p0HxytdI8K/EXxneeI/FH7PXhW78WfEjwrZ3vgbxBp9pNaW0GmakIobm8uLaxmkks5E8m6mXKOyMDbysG3lY9q/ZM8P+KfCn7Pnw58O+MPDo8MaxpVjqtvHp09pDp+u3WjNqt/LpOq+I7SKaZLbxFqFjJaalq6CaTOp31+7FGdoozbysG3lY+jKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAM+81bS9OktYdQ1LT7Ca+cxWUV5eW9rJeSAopSBZGBlYGSMYUE5dfUUAaFAEFzdW1lbzXd5cQWlpbRvNcXNzLHb29vCgyzySOQqKAMliQBQBzP/CfeBP+h18Jf+FHo/8A8eoAP+E+8Cf9Dr4S/wDCj0f/AOPUAH/CfeBP+h18Jf8AhR6P/wDHqAD/AIT7wJ/0OvhL/wAKPR//AI9QAf8ACfeBP+h18Jf+FHo//wAeoAP+E+8Cf9Dr4S/8KPR//j1AB/wn3gT/AKHXwl/4Uej/APx6gA/4T7wJ/wBDr4S/8KPR/wD49QAf8J94E/6HXwl/4Uej/wDx6gA/4T7wJ/0OvhL/AMKPR/8A49QAf8J94E/6HXwl/wCFHo//AMeoAP8AhPvAn/Q6+Ev/AAo9H/8Aj1AB/wAJ94E/6HXwl/4Uej//AB6gA/4T7wJ/0OvhL/wo9H/+PUAH/CfeBP8AodfCX/hR6P8A/HqAD/hPvAn/AEOvhL/wo9H/APj1AB/wn3gT/odfCX/hR6P/APHqAD/hPvAn/Q6+Ev8Awo9H/wDj1AB/wn3gT/odfCX/AIUej/8Ax6gA/wCE+8Cf9Dr4S/8ACj0f/wCPUAH/AAn3gT/odfCX/hR6P/8AHqANfStf0LXVnbRNa0nWFtWRLltK1Gz1Bbd3yUWU27t5ZO1sA4ztPpQBrUAZ0mr6TDqMGjy6pp0Wr3MTT22lSXtsmo3ECiRjJFbFvNdAIpSWVSAI3/unABo0AFABQB8w/tAKreLPgrlQ23xVdEZUNtIutGIOdp28gc5Xtz2IB9PUAfN/7XrLH+zN8Z3Yblj8FXzldobIWSE9CCD06YP0NAH4d/8ACRWmD+5h6P00Xnrx/wAufX0/WgBf+Eis8/6mDG7/AKApxjb/ANeecZ/HPtQA3/hI7MAfuYOFXg6MoJIySMG05Jxg49cjGCQAL/wkVn08qAcsM/2KeM8g/wDHn26D9QetAB/wkdn/AM8YBypx/Yp4zwR/x6dup/QnpQAf8JFaAf6mHgf9AXBO0/8AXn1b/OKAD/hIrPp5UA5YZ/sU8Z5B/wCPPt0H6g9aAD/hI7P/AJ4wDlTj+xTxngj/AI9O3U/oT0oAP+EitAP9TDwP+gLgnaf+vPq3+cUAH/CRWfTyoBywz/Yp4zyD/wAefboP1B60AH/CR2f/ADxgHKnH9injPBH/AB6dup/QnpQAf8JFaAf6mHgf9AXBO0/9efVv84oAP+Eis+nlQDlhn+xTxnkH/jz7dB+oPWgA/wCEjs/+eMA5U4/sU8Z4I/49O3U/oT0oAP8AhIrQD/Uw8D/oC4J2n/rz6t/nFAB/wkVn08qAcsM/2KeM8g/8efboP1B60AH/AAkdn/zxgHKnH9injPBH/Hp26n9CelAB/wAJFaAf6mHgf9AXBO0/9efVv84oAX/hI7POPJt1wRyNG7den2TIHGOnrjoSABP+EitMf6mEcf8AQF5G4/8AXn1X/OaAD/hI7Mf8sYOCxx/Yp7cAf8enfqP1I6UAfor/AME6b6K+1n45yxBVEVl8KITtt/s2Sv8Awlx+55UX97+6fTPHAB+n9AHzTr42/tO+B/lYbvCF8c9F4ttcHRRg9OrHcMHHHQA+lqACgAoA+Yvj+P8AirPgtx08VXR6Zx/pOjj+6cfXK9evOCAfTtAHGfEPwHoHxO8D+J/h94pW9bw94u0i60TVl029l06/FnOAGNvcxfPBIMAq46EUAfF0v/BNr9mu3jkmmvfihBDEjSSyy/EvV44441GSzMwAUADJJ6UAfLvjT4I/sLeGtSi8PeHNR+N3xM8TS3EtomifDnxxq2uyCdMKVNyxS3m+ZhxbvMwKnK4HIBtxf8E5x48t7G50y08VfA7TWKzSjxB8TdV+Ini29t3w0ayadDBb2WnYUhmia5klDja23FH6B+h73pf/AATN/Z9s9Ps7XUdb+LGsX8ECLeanL4+vrFry46vILe2jWKBSSdsag7VCgsxBZjYNi/8A8O1f2cP+fn4qf+HI1n/4mgA/4dq/s4f8/PxU/wDDkaz/APE0AH/DtX9nD/n5+Kn/AIcjWf8A4mgA/wCHav7OH/Pz8VP/AA5Gs/8AxNAB/wAO1f2cP+fn4qf+HI1n/wCJoAP+Hav7OH/Pz8VP/Dkaz/8AE0AH/DtX9nD/AJ+fip/4cjWf/iaAD/h2r+zh/wA/PxU/8ORrP/xNAB/w7V/Zw/5+fip/4cjWf/iaAD/h2r+zh/z8/FT/AMORrP8A8TQAf8O1f2cP+fn4qf8AhyNZ/wDiaAD/AIdq/s4f8/PxU/8ADkaz/wDE0AH/AA7V/Zw/5+fip/4cjWf/AImgA/4dq/s4f8/PxU/8ORrP/wATQB4nrf8AwTA0vStZl1Pwp448ReLdBLXDp4P8YeLdZ8N3MMZYMkcOuaRBK0jhV2BpLZQTgsSOhsGx5lcfAr9ljwhrUWgfGXwP+0T8JLqd3httWvviBqfiLwtdMrbXkttSsY99yi43B44HGCdwBwCAfTXhv9gD9krxfp0WreFfFHj3xDpsqRSJeaR8V9Qv4VEi7lWQxZMT46o4VgQQQCCAAfUHwK/Zq+G37Ow8VD4et4ndvGEmivrEnibxHe+IJMaUt4tolubgDyFH2+5LBfvFxn7owbBsfQFAHzRr4/4ye8DnAH/FH3/IjK/8u2t9WI+bp1DDpjB25UA+l6ACgAoA+Yvj+P8AirPgtx08VXR6Zx/pOjj+6cfXK9evOCAfTtAHjfxq+LkHwk8Padew6PL4g1/xBqf9jeHtGS4S0hlu/Jkle5u52BMVtEEXeVVnZpYkAG4sgB+VH2XxN4n+P/w00L9oS78QeINJ+JPjG60d7JNa1Gws7G7utN1G9sbe0hVlFjai4t7eD7PDsIjm+9uGaP0D9D9kfC/gbwb4ItEsfCHhbQfDdukEVsV0bSrOwkmijChfPliQSXDfKCXkZmY/MxJJNG3kG3kdVQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAU77T9P1O2ez1Oxs9QtJP9Za31tDd2z8EfNFKrK3BI5Hc0AflN+2j4C8DfCnXfh7qHw30Z/BfiTxlJ4su72Xw1fXWlWbw6U2joTDaQuI7WUyazGQ0AjXCbSvzZBt5WDbysfQX7MPx68Ya3qtv8I/ixbNH4sg0T7f4a1+4DQ3fiGxtokZ7a9jI/e3awB7gXKnE0cEpf513TH6B+h9x0AfNGvkf8NPeBx8mR4Pv/wCIM4/0bW+OTlOoyoBB+UkgnBAPpegAoAKAPk/9prWNM8N6l8LvEWtXS2Gj+H9W1nW9WvpI5ZY7LS7J9Kuby4ZYkeQiOCOV9qLuYqFGS2CAYnh79u/4B+KNJa90K58bXuqya5p/hvTPC/8AwhOsW+ra1rN/5TafbWV7ME0bfPHKJkEuoxbUR/M8tlK0AfN37Tvxa1L4kaRb+KfC/gLxvoQ+BviafTPGkPiWLRbW/tr3V7fTZMW9hZXtzJdQRobNxeqRE6XErRmREdgfoH6HzPoXxqi8TfH/AMB+MvjVbeM9H0T4J61Ya7o+nWfhXWPE+t/Erxjq3hzUE8L22jLpyyCG0+yTXOqre3bwRypZiNA2ZpID9A/Q/VO4/bF+Att4Ni8ar4n1O8sv7LvtSv8ASNL8MeINV8ReHZLOaW0mstesbO3kOgXH2yCa0U37W8TvE7pK0KtMADNuP2q47afxLbv8GvijHN4I0Kx8UeKbaX/hC2uk8PXhu/s11owttWlh1t9un3pkhjljZGhWMb3kVSAZ+r/ts/C3wzcWmmeLfDHxU8PeIL6zi1iz8P8A/CD3PiO8ufDMiqV1qO58PTXtibUNJHE8X2kXKyMB5BUhiAeveIv2g/g54YtLCa/8e6FcX2r6bpWq6D4c0i4/tjxdr1tqcUU+mDTtDtA9/cvcxTRyxqIRmPfK22KKR0APLrj9r7wjFpOseLbXwF8Sr3wB4a1RtC8R+KV0K0tLrTNYhkFvfRJoN1cx6rdR2d2fsdzNHAdsqSmJZ4o2lABBrv7bnwS8NRpa6tH8QYPFZu49Nl8BR/D7xFceLLTVZop7mzs51ijawje5trW5uoJftnkyRW8rCUFCAAdjp/7V/wACr/RtD1xfGRtrTV4JZr2K40XW2ufB3k3cunTr4rWC3kXwz5d7BcWpkv2giZreZ0d4o2lUA+iwQQCDkHkEcgigBaACgAoAKAPG/EP7QHwk8KeLJvBniDxdDpmq2U9jZavez6bq58M+HdSvoo59PsdZ19Lc6XpF1cxSpLFBdXMTMrxZAM8AlAPEdM/bz+Bt3Pd/2vZfEzwlpVvZHV7XxH4h+HeuNoOqaA08Nrb6rbTaULyVLae4u7CCIXEUExk1G0RolMoAAN+D9q601KfxRBonwg+Ks8ngOx0/U/Glpq9j4d0DUdOtL6D7ZaR6fDNqDxapdPZq90bdJo9qmKNnE0giAB0fh79q74L6y9vb6zr958Ory/WzuNGs/idps3giXXtMu+LbUNOkvyILm2YlFZhIHhaaBZkiaeISAHEeIP26Pgb4f8Y3ngZY/iBrutL4huvBehzaB4D1m90Xxf46tppLe58PaLqkoitJrqKWGdHuZ5LeyH2eZvte1GIAIrn9sWzs9N1jWpvg18Tl0vw341sPh1rUUc3ge41ufxjd3cFjHZ6LZW+rPHq8aXF1axSTfaIApeXCt9nm2AHVaF+1v8LrvW9X8MeL4vEfw113w9q9poevf8JdpJbwrpGpXlrBeWEV14s0p7rQbVriG4Qolxewurjy5EjeSETAH5z/ALZHx68G/GnTfBni7wHpnj2w1L4YweKdTfTvFPgjXNGtfGXgXxA2i2y6homq263FrBIdRstDEEV/9k803aRMYXkj3ADfh3q3j/QfHt18W/iToniS8svgJoen+IfGGkyXdjbeJLPTrrRbqeztbb7TKLa5mitykj2YuFZgEiGGkGQD9BdR/bK+G3haDW2+Ifhr4k+Ab7R/DUHjKPSb/wAIXHim91Hw1O11HFdIfCcmpw2LCS0aF4r+S0KvIuCyB3QA8/8Ahf8AHTwF+0F8avBnjf4e3OqvpllpOueHNTstZ059O1HStbtLPVZprWZEd4JMRXVvKssUs8bif5JDtdQAfe9ABQAUAfJv7TiXMmo/C6GxtbS+1CbVtWi0+wvbuKxt769M2j+RbSTyI6wpJKI42kKnYrFsHbggH5l6h418eeK5Ne8AeFtH0uzn+Jvxtn1Lxh8Mvh7pia38SvhlZeGLaB/EEltBO6addXS3OhpcSy+THvluHWFZ5p4GcAt+MfB2s+Z8Yr3U/HX7Q8HiPxd4h+Het/Dzwvrnha50q5+KN9p39nQ3uoab4auNLEmpCFzdQpoHlpABY2csqSLcCaQ28g28inoXw8s/EHgrxZ4i8NeAfjP8Yrq8+HPwYuvAevJF4p1qxsNb0PS4b7XfDllf6jPC2mTybr+1e7gLxCDVFtkcyKbVzb5Bt8jcn+L0GseIb2D4NeCtN+H/AIV8b+A9Ptvibf8Ah7w/D44vfCmgveRW6+KdWsfC7Npml+RbXt+q3V9KxdIpDIipaqjGwbHJ+JrWbVrb4ha5F+07rC6BYeLfBXwg1OWF9KtH1X4XXSWlompzmyaBJrWCe8vprd9NSEs/2z7ZNdxRyQW4Bd8Y6r4V0vSdU8V+JPE/xb+JmueDPivpnhO98Q6LPq1t4S174MtfwxW+kW+taKlr4YtrWSC90hr4XE0Dm7SS2lZHeFSbfINvkWfDPj7UtUsr/R/hD8O/EHh7wj8OvjrH4s0H4g2nw41vXG0HQ9Th1F/EVvfaPoEM+mS22lWWuy2Vwsuq2dxHbX1pKlt5luEY2DYh8UaXql3F8ZNSvfi18Qb3SvE2t+F/F/w2s/DfhN9A8DfE3xVBfWp8Rjwxo00VwviSS2cBDpEM0sd5eOj3DXLXBKgGh48+GNv4gvfiV468HaX+0h8SZNLtPAes+DfEenzeMNYtNTfRLW+bxR4NvrrVhHLbG8tbu/SW7hDCE3tskcizQPaTGwbHUaN47v8A4heLdX8Nfs4fD/RvCE3xA8AaTpmv22kaRp3ie1hknv4ba01jWT4duf7J8PJHZ3upsl/fyzTSpaSRi2laGGKUA/aSwsrfTbGy061VltbC0trK2R3aRlt4I1ijBZuWIVQMnk0AW6ACgAoAKAPx5/ayi8b/AAj+Ipt9Q0Wy1j9n74hfFvwz491W11WxvY9BuLufS9QXXdI1rxGHey02GbW7bSrmHT9Ttfs9w+owxpdFRNHaAHhV94Yh+Nlp8WvH/gr4M/F/QfDl3deGvC/gO8+H11bf8IZ4fh0PVrK68W+KLeTw3ek3cq3NtpsMtnp0F4039gyNAk83nvbgFrx5oV7rt58abX4bfET9pJ9b8UWXgHRfh94ct7LxZc+KfiF4ViS6fW5bddTtBqWraZaQPOkOvyT+ZCY57ZZHhhgilNvINvI9G8SfFb4leErLxx4v0DS9Q/aC8N6H8KF8N6BqWl/B3xh4Z8L6VcLdpPrSNPBBqFnfTw2NpYXd8lxPpdtDHp6QxSxvJPHGbBseaaJrPwF8V3fiWfQvAXxn0XRPhj8MfCWq+GW+H2m69dtZ/EKODUyPENnp3gm4u9P0TVzaWpb7RemP7VGZSd8EcrOfoH6GL4n8MaZdD4pX2lftV+ILy58PeFPBPxXubWLVtO1fTdb+MUsF3bRW8A0ww/2heRTaVayWq6bHHL9ouIBdrqAkjgIBteMfGl54RuvD+jWHieT4u/BLxV8UNH8a/EbxH4w8PSaL4an8ZX1lqd9e+E77xZptunh8JNdxabef2bdW23zZoIHcK5EYBo6h4ctvjD4a+Lfjjwd+z98TPD2leItT8MaP8PvE3gAWzaRodt4X1Jm1/wATWd/4dvfMe2S/W0aew062uHvG8PK8AupUJtQCLxz4Pt/E1x8bdP8ADHjP9pK4vfGHhvwVovwm8PSReK7fVPizbWyak95Y20msWJuda0qGXybb+2bm6SS0jluVNxHbQ2zsbeQbeR0PjXVvH/hPV/H+l3/i7xP4Z8L/ABj+E8nheP4gftCeDk8KamdT8N28lm1loFhaHTLyRrex1yNnub2CKO5lcSQOwjuBRt5WDbysfX3wS1LX9Z+JHwj1rxB4N0rwFNrXgGLVdL8O6VrEGqougTaHefYbqZYoLcWUkqq5Fm0bvCixh3ViUAB+hdABQAUAQTWttcNE89vBO8DboGmhjkaFsg5QsCUOVXkY+6PSgCtDpGlW1/capb6Zp8Gp3cYhutRhsraK/uYgVISW4VRJIoKIdrMR8o9BQBoUAcr4E0m90HwR4N0PUlSPUdG8K+HtJv0ik86NL20sLe3nVJOd6iSNgG7gZoA2dP0fSNJ+0f2VpenaZ9rl8+7/ALPsbay+1T8/vJvJVfMfk/M2TyaAHS6Vpk95a6hPp1hNf2KNHZX0tnbyXlmjZ3LDMyl4gcnIUjOaAJWsbJ7N9OeztW0+SF7eSxa3haze3cFXiaEjYyEEgqRggnIoAbp+nafpNpDp+l2NnplhbKVt7LT7WCytLdSSxEcMKqiDJJwAOSaALeBxx905Hsen4daAFoAztP0fSNI+0DStL07Sxdy+fdDT7G2svtM/P7yXyVXzH5PzNk80AaNABQAUAFABQBDcW1veQS2t3BDdW06GKe3uIkngmjPBR43BVlPoQRQAW9vb2cENraQQ2trbRRwW9tbxJBBbwooVI440AVFVQAFAAAAAoAmoAKAM7TNI0nRYGtdH0vTtJtmlad7fTLK2sIGmYANIY4FVSxCqC2MnA9KAFfSdKeWznfTNPabTmlfT5nsrZpbB5CDI1u5XMJYgFihGcc0AWLm0tL23ms7y1t7u0nRo57W5hjnt5ozyyyRuCrg9wQaAHwQQ2sMNtbQxW9vbxRwW9vBGkUMEMahEjjRAFRVUBQoAAAAFAEtAGfqOk6Vq8Udvq2mafqkEEy3EMGo2VtexQ3ChlWVEmVgrgMwDAAgMeeaALZghMqzmGIzIu1JjGhlReeA+MgfM3APc+tAEtABQAUAFABQB8X/tn6utrpfwJ8M6/wCLdd8DfC/x98fPC3hH4r+IfD+tXnhu6uPC8uj69e2Wg3msWTR3ej6bqmr2Wk2F3fW9xaSJDK0fnos7ZP0D9D6l8K+BfBngW3u7XwZ4V0Dwra30sU95beH9Ks9Jt7q4jTy1lljtkVXk28GQjc2SSSSTRt5Bt5HV0AFABQAUAFABQAUAFABQB5TeeP8AUbX42aD8MEsbJtJ1X4a+IvGs2osZxqEV/p+saVp0UCAN5fktHfTM2VLblTBABBAPVqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAoanpWma1YXWlazp1hq2l3sfk3mm6nZ29/YXcWQ2ya3nVo5VyoO1lIyB6UAYXhPwF4G8A213ZeBfBnhPwXZ386XV9aeE/Duj+HLa8uUTy1lni0+GJJpAgCh2BIAxnFG3kG3kdZQAUAFABQAUAFABQAUAFAHzTq00K/tceDVaaFWHwF8bRbWmjVvNbxP4bKoFJyWIZSFHJBzjFAH0tQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfnp4z+EK6h+3/8OPGHkq2mz/D+88aX+I/v6t4fjl0WJmPQlHvdEYN1G0DsDRsGx+hdABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBiT6DaT+JNK8TPgX+kaJr+g2/yDJtNWutHu7j5uo+fRbbjvn25NvINvI26ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPNvEnxGt/Dfjbwj4LfS5rqXxWWEd+l0kUdlgygboihMv+qboy4yOtAHpNAHjvxw+L1p8E/BcHjC70WXXUuPEOjeHorGLUbbSgJtQd1WaS5nVkREEbEjbzkDigD5h/wCG8tIGR/wrwnGNpHj3QcE7TnrAMDdgfQk4BGCAJ/w3npAx/wAW8PQ5/wCK90AYO0Y/5Y8/NkewAPfAAA/t56QM4+HhyCdufHugDIyMZ/c/Lxu45xgdc5AAv/Deej5/5J4231/4TzQM/ex08n+7z168dOaAEH7eekfLn4eEHK7sePdAOBk5x+55wNuBxnJ6YyQA/wCG89I5/wCLeEYAx/xXugddpz/yx4+bA+hJ4xggB/w3npAx/wAW8PQ5/wCK90AYO0Y/5Y8/NkewAPfAAA/t56QM4+HhyCdufHugDIyMZ/c/Lxu45xgdc5AAv/Deej5/5J4231/4TzQM/ex08n+7z168dOaAEH7eekfLn4eEHK7sePdAOBk5x+55wNuBxnJ6YyQA/wCG89I5/wCLeEYAx/xXugddpz/yx4+bA+hJ4xggB/w3npAx/wAW8PQ5/wCK90AYO0Y/5Y8/NkewAPfAAA/t56QM4+HhyCdufHugDIyMZ/c/Lxu45xgdc5AAv/Deej5/5J4231/4TzQM/ex08n+7z168dOaAEH7eekfLn4eEHK7sePdAOBk5x+55wNuBxnJ6YyQA/wCG89I5/wCLeEYAx/xXugddpz/yx4+bA+hJ4xggB/w3npAx/wAW8PQ5/wCK90AYO0Y/5Y8/NkewAPfAAA/t56QM4+HhyCdufHugDIyMZ/c/Lxu45xgdc5AAv/Deej5/5J4231/4TzQM/ex08n+7z168dOaAEH7eekfLn4eEHK7sePdAOBk5x+55wNuBxnJ6YyQA/wCG89I5/wCLeEYAx/xXugddpz/yx4+bA+hJ4xggH0x8CvjLZfHDwpq3iiy0SbQU0fxTqPhaa0l1K21VJp7O1sbpriK4gRFaNlvkUAqCDG3tQB7TQB5nH8SIpPifN8Nf7JkWWHSTqn9r/bF8s4hgmMX2by8jidRu8z+E8UAemUAFABQB8xfE7/kuvwd/33/9CvKAPp2gD4U/4KI3Ulj+z1FfRxzuLL4j+BJ5Ps9rcXbRxfa5ULtHCjPtG8AkDjPUUAfimPHijob0YxjHhzVhjGMf8u3+yv8A3yPSgAHjxR0N6MYxjw5qwxjGP+Xb/ZX/AL5HpQAq+O8kBftxPYL4b1cnjHQC27bR/wB8j0oArf8ACx7NLj7Ibt0ugMi1OjXouuCBxCIN4xtU/d449OACwPHijob0YxjHhzVhjGMf8u3+yv8A3yPSgAHjxR0N6MYxjw5qwxjGP+Xb/ZX/AL5HpQADx4o6G9GMYx4c1YYxjH/Lt/sr/wB8j0oAB48UdDejGMY8OasMYxj/AJdv9lf++R6UAA8eKOhvRjGMeHNWGMYx/wAu3+yv/fI9KAAePFHQ3oxjGPDmrDGMY/5dv9lf++R6UAA8eKOhvRjGMeHNWGMYx/y7f7K/98j0oAB48UdDejGMY8OasMYxj/l2/wBlf++R6UAA8eKOhvRjGMeHNWGMYx/y7f7K/wDfI9KAAePFHQ3oxjGPDmrDGMY/5dv9lf8AvkelAAPHijob0YxjHhzVhjGMf8u3+yv/AHyPSgAHjxR0N6MYxjw5qwxjGP8Al2/2V/75HpQADx4o6G9GMYx4c1YYxjH/AC7f7K/98j0oAgj+ItpJMbeK6kedc/6PHol+1wChCkeUsG8FSEz8vHy0ATnx4FIH+nAqcY/4RvVhsxjqDbcY2qPwHpwAA8eKOhvRjGMeHNWGMYx/y7f7K/8AfI9KAAePFHQ3oxjGPDmrDGMY/wCXb/ZX/vkelAH7L/8ABOC8k1H4GeJ7947hPtfxa8USI1xaXFk8qLpegx7hHMqkgFGTcBglDySDQB+gFAHzBbHH7Ul8NzDPhRztH3TixsOTz1GeOP4j07gH0/QAUAFAHzF8Tv8Akuvwd/33/wDQrygD1fwV8SdJ8X6h4+0Z4DoWufDnxjc+E9f0jULu3+2RwyRQXmi6rsBBW01Kxura6t3Iwd0sQZnhkCgHo1AHxp8a/wBsvwn8J/FFx4M0nw7ceNtd0tF/twwaxBpGl6VdOgdLM3IguWmuVUhpIxGqxhgC5cOqAHIaJ41/bM+MkIuvDPh/wn8GfDksaXFrrPiGxupdS1C0mXdH9njvY7mSX5CrrL9it0YEEPyMAHd+GP2XvEF5ef2n8ZPjV8QviQ7N5q+HbHXdc8LeGIZWbLq8VneeZOmAFAj+yqAT8nQg2DY+mPD3gnwf4SjEXhjwvoGgDYsbvpWlWVlcTBRt3TTRIJJ3PJZ5GZmJJJJJJNvINvI6egAoAKACgAoAKACgAoAKACgAoAKACgDlPEfgTwX4uQp4n8K6BrpAISbUtLs7m7gO3ZuhuGTzoHC8B43VgOhFH6B+h8zeIv2YPFem3Y1H4OfHT4ieAyJWkfw9rWt6p4q8NEFiQkENzOGt1AwMSC46UbfINvkcHrvxD/bG+CsD3XjDwt4U+LXhq3j3z6/4cs72O7s4IVDSSXa2McMluu3LNK9i0alT8/qbfINvkej/AAF/a28O/GrxFP4SuPDc/hDxB/Z8uo6ZBLrEGr2erxQYNxFDN5Fu6zpGwn8ryjmNZG3DYQQD65oA8k+IHxh8NeC/DkmqaXc6Z4v1+68XWXw78OeE9I1ywGoa98Qrq7isxoKvH5ptp7fzJLq9zG7WdpZ3dzKgjgcgA87tjj9qS+G5hnwo52j7pxY2HJ56jPHH8R6dwD6foAKACgD5i+J3/Jdfg7/vv/6FeUAd98YfgR8LPjx4Y1Hwn8TfCtrrenalb2lnNewST6Vr8FpbXsOoRwW+rWbR3lvCbiCN3hSURyfMHVgxBAOe+Cv7OfhX4DT6mngvxl8V9R0G/sLaxt/B/jb4h6z4z8K6F5ErSrPo9pqfmPpsp3ujmKULIpAdWKIUNvkG3yPyX8U+FPD+p+A9d8dXniB18Y6x4j1Se405lkM4lu55pbiRpHIJZZZGUg8lue4yAfr/APs6fEa0+LXwL+FfxDs5N58ReDNHl1FeT9n160i+waxbZwN3k6ha3sG7Az5WcDOKAPaaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5f/bJ+N8P7Pn7OnxF+IMQeTxA2ljwv4LtIXRJ7nxlrh/s7THTf8rLbPM+oSrkFodPmC/MVBAPy+03QdE8GeC/h98RfDniSRvHmn+JNGnTTo0MVyJYWjlAEgbB3uDGUAOQcNwxUG3yDb5H7IfFH4PeCPjJpdjoXj1fFF3oljPNcHSfD3j3xz4Gtb+aRUVTqB8M6jYy36x7MxxTu6IzMwXccgA5/wCDP7NnwP8A2fLC9074RfD7TPCUd/f3OpXl217rPiHWZrq4it4Jv+Jrrdzd3yxMlrCPs6ziIFSwQMzFjYNjkbY4/akvhuYZ8KOdo+6cWNhyeeozxx/EencA+n6ACgAoA+PP2gLvxLY/Ev4d3Pgy20W78Vw2M58O23iOa/t9Bm1ZpbmKBb6SxR7lYR5hc+UhZvL2gqWBAB45aftC/tBSeAdJu/F+qfCzwlqF38Xn+E3iHxHoGk6nPqegTLq8mkR3lnp2sXUlhcySTC2k3O0ka21w0oieQCIH6B+h5VF+1h4ks9RvrpP2lfBOpeMdN+L9z8J38PanpPhyHwDN4Pt0je78SS6bazW99Z3NrbNdag18+oGCefTpIIl8i4htkAPkX4j3kPjHxl4nPgG/j1BG8X2/hnVdf8DeCPFGqeHrjxZrFpbXVhdWdjqMkMek3N/c6gsI0qSeSG2a0uJ3kjguIYYj9A/Q+yfhX4++I3wC/Zw1j4ZeG/C3hj4aXv7P/hFbjxTJ421S48U634ibV3vdZ1DxhpU1s0WmwC7uRrclvZ3El4kd0otpikVuPtABn+MP2mvGvhu6+JZ/4aW0271v4eweHk+H1uvhfwfBofjWXUfNXULTW7GCIf2lNbzJbwXGo2c9pb2IkUulu0dybg/QP0NjWf2x/i34a8WXXgjwn4s+G3xWtbC3sZdB8VS+BPFF9qHxG8R3ctw0/g/Tp/DN1b6K2o2VtGt3NeQ4SKB1eWAfZ52cA+m7T9ovx/4s0fwNc6H4G8O/D2b4iS3cOkXnj7X5/EF7o09nD9puLa90LR47eG6uXijnMccGsAKsTyO2Y2hoA+Z9Q/ap8V2NyusT/H3wPp/jxvijffDLV/hvqOg6XB4A8O6LZajd6bqOq/Y3uk1iOS3tbOfXFv59Ukido2tcMhEKmwbGR4k/b0+Ic2rP4K8Fa38ONU1Cy1lvCn/CWad4B8b6s3inXGtNMvdOh0iwudQs7W11K9GpG3/syWeYRDTru7eaKF0WEA+g9G/am+KUOieKdR8cfDjw34T1b4TaRpt98Q/Cl5r1xNrHiezureWSLW/DV3arLZWdrO1nfLBZSveymeCS1mmtygnkAPvQHIBwVyAcEYI9iOxoAWgAoAKACgD4l8UftJ/EbS7m61Lwx4N8KeKbOf4j+JPhR4c+Ho1TUtN8Z6nr+j3Op20+p3muOH0/SrZI9Kub6SzksmK22CLppCkbgHySP24fjr4D8T6n4P8AiDfeCZdStNX0bRdfN98LvFUUngLVtdvoLTT3uZtB1e5hutMeOeS6sGMfm3os5rd5oZsmM2DYs65+1hqdn/wsTVNU/aVsR4h+HEmnD4baRo3hfTtA0Lxw91ZJcm38R6Tc75726kvFudNu7PzLOTT4bMTKttJI1zIfoH6H11p3x4+JHhu58U6R4itPAPxFl8K+ErDx1qeqeHNRv/A11YaVePd7dPaxuF1S3u5yLK6+zzG7s0kWFVkCkNOTYNj5Suv2yfjpc+LrXStf1Hw78K9B13U/+Kogvvhjrmoa78EvB1zBLcaDrlzr5vrvQb9NRMX2L+0LiJrVZ1uX8iNbd4wAYkf7TetT3unyr+1TcjxUPivrnga6nTSvBs/hew+FNjdamg8Q/wBjQ2K2OoM6waYs3iIgQ2tzqGxxHFBJaObBsQfG+58UftI/AS78C+I9V8P/ABY0vWfixr3hP4T3egSw+HfiSnjDw9dazb2Gu6jrVkG8OmCG10/V5bq3/suFX0+4CrcJeNFMx+gfofO3g288SfBHxdb33jrw+l9feB9f8NeDNT1jxL4K12/8D6P4/wBYmtY7S+aLRNQma6WG2vLfVLYHdDM3+jFrW4ePyD9A/Q+jfGP7WWrWCeOL6+/aZs4PE3gnWvBmlfDqDRvDVpofh7XLPXJrKC8vfEWgzJLPrF7byy6jFc6Rm2mto9KiMaWz3P2qU/QP0PYr79oX406b4U+Nl94H+JHw5+Itn8NpdDs9O8ReJfDdtda7f6zqum6fcra20Pha6stMFuJNSs0t5Z4mcSPP5++ONdwB6d8G7r4jXXxntW+KsnhibxtH4Tng1S48IpqEGi30cVraC3ulhvMPHO8Rj85FXylkD+WEU7SAfdFABQAUAfOnxl+C+r/FXxB4ee38QX3hnRrTT7ix1LWfD2sTaN4w0otI8q3OjTm1uIYrkN5YV5FI2iRSMNhgD5D8N/sRfEW21vwZLdaj8PNCk+HF/rGtf8JfKmreP7r4savfWk9k0niTR9Qis1heeO6ubi6u/tMlwk5iWJ50UyUbeVg28rHpsv7KXxGTTNV0qLxV8NrmbVvijpXxVTXJPCerWI0q9sr63vl0J9IjuZf7WslEBtYJ3v7VoI/IZYSbdFJsGxF4y/ZM+LPinSviTDpfxf8ADfgq48d69pvjKxsNL8F3erHw14x0u3sktb/TtanvoZLd7mewhknkawmEQL+VEd77zYNjzvw3+xz8a7v4jWXxV8eeJPAuva7YNY/bNI8T3uo+K4vEosodUtoYElg0uysvDltE+om9t/JsL5/MXdIod/3Rt8g2+R2sH7K3jezu9Fkj8J/By5udM+LPif4o3Opy6pqkUV/aaqNfWLRZ0/sJ5N9oNbtlgm2vFt0eJwkB2RA2DYr+J/2b/wBo1PC3h608D+K/hVomqeCfiVrXxA8M2kVnrrSRade/20p0WS/kgSC7bydZmgaaSyg85VQF4JM3QNg2OX8GfsXfF5dSh8Z/ELxd8NfEOvT/ABA1D4hXXg/UNG8Tan4Os473SpdMl0O0snvBpFiS1zNqJ1KPSpp1uml3PdedJO5t8g2+R3cv7JvjyOLxZHpt58JNPbxV8S/C/wATLQWvh7U7Ox8JXGhy6cYdFNnBGq+ILN49OGJN+l+TJdM6RfuUBNg2JfGX7JXxQ8W2vxAktvit4Y8K3PjPxNoPjex03TfBd5qLeGfGGiWdjb2mo6Xr0t9DNaTXDafb+fIbGVUQyBIj5swmNg2KXw2/ZG+IB+Ig+I3xl8XaD4k1EX/gzUHHl/8ACR6q03he/m1PTodPuJbGws/D9q14ySyRW1rNJKhmVpVeYtGbfINvkfoXQAUAFABQAUAfA3xx/ZC8T+MfiInxM+GfirRdB1efxHB4rvLa9W58N67beIE0RNBkubHxXYWl9MbSS0gt9+k3en3UJf7QQ6rNsjNg2MTwr+xz8W7DQpf+Em+Odjr2t6p8RrD4o+INN1HwemrWWs6zp91BLp+j3uvpNZX11pcCWlp5YitLQxyQJsjWDfbSm3yDb5G5rf7KnxJ8SW/iu21Txj8OYrjxX8SdA+JV1q0Xg/VbxbeTQ4tMGnaHFpk12qrHI2mRpc6qLoSyJNLttlJXYbBscb8TP2I/H/jd/FGseH/G3w38C6vrSeDxYaP4d8F6vp2kWq+HL+bUVt7y4tb2Oz1JNSe5mt7pr3RrtIrdY444JMuWNvkG3yLGifsxftQXdj8VLjxh8VvhnNrXxM0bRPDkqp4c1TV10nRNPivIjBY3MaWENiJV1C7wj2V6I5ZGnZrjd5CGwbG34m/ZV8eeJh8SYm0r4Q6f/wAJ7oHg7Q9Mvft+u6hceEZdCXUNuphTosLalfF72J45llsygsrcZJi3SGwbHOfEb9jf4oeLPH9l8UND8SeAPDmuWC2MFloPh59c8JXWmNZ295CmpReK7Syna6uJReywS2k+jGBrdUiZ2AJJ+gfobnhr9jz4s2PhoW/iL46Wmu6zqPxB0/4n+JdP1PwimrWWua7YX9vd2Ok3muxz2V7c6ZDFY6fEhW0t3U2a7Ejt2e0Y2+QbfI3tV/ZX+JWv2XxA0zUfiB4HsD8R/GmjeNdR8QaZ4M1OW/8ADkulW2nQ2djp2nzX6xXMgbS7ctqb3EMh86QrArJGVNg2OI8Y/sX+PtX8Wa/4zfU/hP8AEDUPFvhK38K32i+J9Cv/AAT4b8JxWF1d3NjcaLb2VrrEl3I7ahdNM9y6OHSMowU7Izb5Bt8j3r4Nfs76v8JvEWi3j+K73xXp+m+F00y+1bxNrusa54p1PW5baBby4Ml7G/lWpmjbybcTkRRBF+Yjg2+QbfI+raACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAI5JYoFDSyxwqTtDSOsaluSBliOeDx7UASUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARyyxW8bSzSRwRIMvJK6xxoM4GWYgDkgUAOR0kRJI2V43VXR0YMjoRlWUjgggggigB1ABQAUAFABQB8q/tYBf8AhEfDQIUkeILjaHcICf7NvBg8ZxgnJ3KBjk5wKAPDv2+r2Kx8G/CCSaNpkbXNUQJ5tnCN/wDZC4ZvtKshwN3GO57ZBNg2PzL/AOEg03/oHnhcf8fmhghPu7cmHJ/A5xxnHFAC/wDCQ6cMf6Aeq/N9r0MYYADOBDkYBwMDAwduKAAeINNBX/iXMNvPF74fACAHCjMBA4Y5Bzk4yCc5Ng2E/wCEg00Af8S7AHzKPtehHBzgceTgEAdD1xk54o2DYX/hINO5H9nngsMfbdDOQQd3zeVznHXOTkDJHFAB/wAJDp4AP2A8FTxd6ECGGQOPJHYcY4XIxtNAB/wkGnDj7Bxghf8AS9CIwCSox5HqOhHOQWB60bBsH/CQadyP7PPBYY+26Gcgg7vm8rnOOucnIGSOKAD/AISHTwAfsB4Kni70IEMMgceSOw4xwuRjaaAD/hINOHH2DjBC/wCl6ERgElRjyPUdCOcgsD1o2DYP+Eg07kf2eeCwx9t0M5BB3fN5XOcdc5OQMkcUAH/CQ6eAD9gPBU8XehAhhkDjyR2HGOFyMbTQAf8ACQacOPsHGCF/0vQiMAkqMeR6joRzkFgetGwbB/wkGncj+zzwWGPtuhnIIO75vK5zjrnJyBkjigA/4SHTwAfsB4Kni70IEMMgceSOw4xwuRjaaAD/AISDThx9g4wQv+l6ERgElRjyPUdCOcgsD1o2DYP+Eg07kf2eeCwx9t0M5BB3fN5XOcdc5OQMkcUAH/CQ6eAD9gPBU8XehAhhkDjyR2HGOFyMbTQAf8JBpwBxYcLxj7XoQ4BG3hoORk9O/JYE80bBsH/CQ6cMf6AcEkf8fmiHGQN2f3O7vy3U4IyRxQAh8Q6dyDp56Kcfa9COTjHaHA4OMcbecYNAH64eEXSf9h/wzIQDHJ4P0ZtryqVWM63DhTInGAMDcoxgZAoA+qfhqMfD3wRwB/xSuhdEKf8ALnF2PX69+vegDtqACgAoAKACgD5X/avO3wh4b5UD/hIJtwcqFIXT7p/mH32XKjKr1HXgYIBq/Hn9nLw9+0X4W8G6Lr/ijxT4VXwxef2va3fhhtG+0XTT2BtJILgaha3CNHhw42BTuQckHFH6B+h8uf8ADsL4dj/msHxZGCpHHgYYK8L/AMwjt29KAD/h2D8OsY/4W/8AFnGMYx4GxjOcf8gj15oA8Bf9h7wn438Za/4B+D/xV+Id5c+DLqOHxv458TQ+FZ/Cej3pk2tpOn29jpsc+q6nujcuplghiWB90jOUWj9A/Q97i/4JgfD5Ioll+MfxYkmWOISyrH4GiV5UUAuqf2SdgzkhcnaDjJxmgB//AA7B+HWMf8Lf+LOMYxjwNjGc4/5BHrzQAf8ADsL4d/8ARYPiz1Y9PA3U8H/mEd+9AB/w7C+HY/5rB8WRgqRx4GGCvC/8wjt29KAD/h2D8OsY/wCFv/FnGMYx4GxjOcf8gj15oAP+HYXw7/6LB8WerHp4G6ng/wDMI796AD/h2F8Ox/zWD4sjBUjjwMMFeF/5hHbt6UAH/DsH4dYx/wALf+LOMYxjwNjGc4/5BHrzQAf8Owvh3/0WD4s9WPTwN1PB/wCYR370AH/DsL4dj/msHxZGCpHHgYYK8L/zCO3b0oAP+HYPw6xj/hb/AMWcYxjHgbGM5x/yCPXmgA/4dhfDv/osHxZ6sengbqeD/wAwjv3oAP8Ah2F8Ox/zWD4sjBUjjwMMFeF/5hHbt6UAH/DsH4dYx/wt/wCLOMYxjwNjGc4/5BHrzQBDc/8ABMDwG9vcJafGX4qQXbQzC2nuLfwTdQQ3DKQsksKaZG0yg4LIJIywGNw60AeQeHv2EPCFt4ztvhx8SfiF8UPDXinULK4v/C+u6XeeC7nwb47jtWH2tdJa50gXFnewrIksumzGSRFdnWWRMO5+gfoey/8ADsH4dYx/wt/4s4xjGPA2MZzj/kEevNAB/wAOwvh3/wBFg+LPVj08DdTwf+YR370AfT/irwDp3ws/Zob4eaPf6pqmn+EfD+g6Paajqz2T6tfLFqdmTPcGCKKDzXZmbCxooyBjAo2+QbfI9h+Gv/JPfBHIOPCuhDhy+MWcXc9Pp26dqAO2oAKACgAoAKAPlf8Aav48IeG/mKgeIJgWKqyAf2fdZ3A5LgLuYRgHcVGcAZAB9O6f/wAeFlxj/RLbjOcfu1796ALdAHzX+0R4917SLfwj8LvA+pWuj+Ovi5qdx4e03Xbi5+zjwvo6LGNR1RCvzicJMkUG0qxkctGTJGqkA9u8HeEtF8DeGtH8LaBZ29np2j2NtaIIIIoHupY40SW7uNgHm3EzKZZZmy8juzMxJJJt8g2+R01ABQAUAFABQAUAFAHwXoH7RHxp8M+A/gr8Yfirpnwy134bfGy/+E2mi18Aab4n8M+KPho3xBWy/si91BtY1PULbxJa29xf21pdC3XT5lEv2iKOUK0NGwbH3pQAUAFABQAUAFABQB5r8SPBfg/4peENS8O69c2QgwbjTtct57f7f4Y1qHcLbU7G5DBrW4hcH5ldCy+ZGx2uwJ+gfoeffs5/Ga1+Kfh3U9FvLmO48YfD25g8O+J7uGZLiy14x+bb22u2Uqn54L37JNLjqjhxypR3P0D9D6LoA8h+PI/4tN4wGBj7PpYwUMg/5Cdl1Qct9B16UAdR8Ns/8K98EZ3f8iroP3tucfY4cfd4xjp3xjPOaAO2oAKACgAoAKAPlf8AatDHwl4ZVdwY+IZ1VlEYZGOnXeCrNg7vQAjPJJwpoAXQv2yv2Zb21vYF+Lfh6wfQdOjuLoaxb6zoa3drGHi8/S21C1hGsRtJBJFG1l5/mOERNxkjDgCy/tZ+CPtF/bWPgj4sX8/h/S4Ne8YW3/CFPpV94S8P3Ek8dnqNzaapcW02oxTC0u5Fj01b2UJaTBo1kCROAfCf7Yvib4W+PL2x+Knhv4jWsE+m6HpWmap4S8T6R4q8Na22lPdTyabrelW+o2UbSWdw12sIudqQmQxIkpmkaMH6B+hia74q+F0nwk0+G2n1CPxjbJCWeS5dZYlEIVUjyRIJAw5JwPqAMgH158LPjv8AZ/hf4S+Hvi34cfFXxn4qTwfdSavapomkRRax4Tt3jgGoW2o6rqlvb6gohvdPg8tJ/tRdw5iRSHJt8g2+Rh698Uf2MtQ8MXenePNF1r4f6P430K6stBfxL4Y8X6TqXjLRdRs5I5rjw5HYi4urp47eZZXRY1nhWeGR4lVgaAPSfgt8HP2R/gF4f0Xx18Mp9H8PaJrfhw32keJdf+JXifV7LUdFhtVnubu0h8Q6pLbWpWLMk/2aCDy9zKyIMqDYNjqbr9rD4YSSXg8LWfjPx3baFaQaj4yuvDHhm4RvBOmz7mt5tUstYeyvpXkijmuktbO3urhreBphEVkg88Alu/2v/wBnbS9Nk1TW/iJD4et41tZvI8Q+HvFei6k9jdEiyv4rG6sUuZrK4OxIbtI2heSWOEP5zCOgDa0v9qH4C6r4Xg8YW/xI0a20SfV7jQWbVINU0bU7TWLeGG4uLa70y+t4r6zMcNxbzM8sKII7iGTdslRmAPd4J4bmGG5tpop7eeKOe3ngkSWGaF1DJJG6Eq6spDBgSCCCKAPjDwN+yp4tsofg94f+LPxesPiP8PfgInhm5+HHgfQfhwPANtceIfDdimm+HNY8UXsmtapLrk2nwr58FvCtjD9rWO4kSTy1jBt8g2+R9WeL/GnhXwBokviLxhrdloGjwTQWourx33XF7O2y3tLWCMNNd3MrfLHbQpJLIeFRjQB4r4x/a3+Afga08PX+seN/tWn+IrGfVorzw/ouu+JE0XR4JntZr7W4tNt5ZtGijuYp7Vluo45FmtbqMoGtphEAUdS/bC+BtpbQ3Gka3r/i/wA+ez02GLwl4P8AEmqsviO9ZY9O0C6le2ig03VblmUJZ3klu0YZJJzBHIjuAXNO/ap+GMep3Hh7xqviL4a+JtPn09NU0rxdotw9hpVjqBKadqd5r+k/a9FtNPuJY54Euri9hAltZ0kEflk0AeC/tM/DP9hbxzoMXjn4vyHWbbxTq15pek6z8PvFvxC1mbUdeSPfdPbaX4Sup7O5mhSLdLNNaSRx5USEM6hgB2mfFr9lyex8N2vw++GPjX4h6LrE0Xhfwb4h8P8Ah27TQvEes2dnNLNYRX+tXtm0TW8FheNcXdzHDbo1lNF5zT7YXP0D9Dzz9pv9oHSPHvwjg8M+G/DfxH8HjTviJpvhDV31LRIotButbsGvtMl8KQ3WnXc51J/tXkSJLBHNaMbMI06TKY1P0D9D5c8V+MfhLZfCOGxs/DV1Z+JtHjlufEOtPCXitLSCFt5nSOMyRlGDEkjLFMeooA+j/wBmnxh8K/gLaa34l1PxhqXjzxB4stvD2gLoHw/8HeKNUtvD2uSzO1n4bv7+5t4La11q6muIYxaXTWggEIkmaOOeOVzYNj60H7XvgTT7vW7HxX4Q+IvhF/CF1aQeO9S1DQ9O1Lw54ItbuCK6s77VNW0u9uLc20kMyyuYPOltlVnuYoEKO4BwvxN/az/Z+8a6V4j+Fvhj4g2mqeLr+Kxt7K2j03XLSwu9RhnstSk06DUZ7eO2kvRYg3n2dJC/lAsOmKAPrL4aDHw78DZUKf8AhEvDxZQAuHNjAW4BIHJPc/U0AdvQAUAFAHkmpWnx3bUb9tH8QfCSDSWvbptLh1Lwf4xudRh04ysbZLqaDXI4pZxFsDukcaswYqiggAA8FvPDP7f0XxC8S6tpHxQ/Zpl8A3tvpEfh3w54g8AeObp9Jlis4UvpAmnXtpdq0lys8n77Vb1SGXakI+QGwbHR/tOrejwN4MGqS2Z1NdXjGozWMNxFYm8/s2dbmS3WV2eCAOWdd0hcKFXcSTkA/N/xP8XL/QYfjjqHhf4N+HPDWs6ta+GPg/f/AAw1W6sH8a6j4zjmvorfUo9I0mzuLHWJ7uLWbQWluLxPtKR2378rKvkmwbHSajPrWt6z4xL/ALTGoaLZN8EI9BXUI/Bel+BtO1PUbCW7J0PT73XjcNZ6pamS2e/dZ5Zh/a1sphtjAoYAmvPDnw+8dNoY8Q/Enx58VbW4+Eix6fZ+H9P1zU9M8D/EV57GTTPtek+D7RLrSSk8ETWGnXjylZNNvFC+bFuYA5q2+PfgTwDN8P8AxX4B+C8mkazrHgTXfD/iC58WWVjY6p4m1S0tbLUElKaWl7qWs3NvNaXyNczQhi+rFN5eeQIbBsdHrV18XbGbxSfBH7Q3hO8X4H/AzQtVtU0XwRpkw13QNVE9xfaeqnU7o2xaHw5YSDUB80Agby7Yq7CQ/QP0OV+I00egaL4jtfHHx+up/EPwi+FvhrWfgXf+G9P0bSIdT0u/0pf7QlkitUuYtalabTGsY454yI44Y7gkrOZkAMHUPGnwt0vTPip4Q+Fvh+S5/tTRfA/xF8KXHinTPElv4i0Pxfpl1YXH9kadZ3VjeXPiGWbUbCbVntIDbi5kvNTUSb2ecGwbHrniPUNY8TePPH0+n/tGeC/DNp4v+D0EmqQ+ANO02zsdR1jTVuoLCAazrN5cQ2WpyW13hnVUlS3t7b5D9m80G3yDb5HJ+KPCXhX4kWHh3Hxv+Iniu/i+GlhqOgah4V0GXxbo/gT4jRXum3elwan4c8O2ObS0ma38m10q9aQ7bW+CbbiFJGAL/hD41eA/DWueANY+Hvwsn8Ma74o+G+v6F4jvvFGmG31fxfq1vbade2cSx6Kl7qfiC++1W1xbJI8QZpdTCeYWmfyzYNj9hvAGkXXh/wACeCtBvl23uieEvDekXilUQrdWen29vKNqMyrh424DEDsT1o2+QbfI62gD5w/aY0vxV/wifhfxn4MsRqmt/DnxtpniaXTX0y91pbnQLi1vdF1iRLCzIubiW3tNUlvE8gNKPsrbElyYpDb5Bt8j8i7nxT4Y+IvhjR/D2keA/E+nfFf4pfE7V73xD8Wfh3pmn+Ldbh0OK/vr/WjLp9q39uX0NtpCS6f/AGNdWRhtlEWQywRkmwbG5P4c0PwzpGr+ELb4o/Ff4dNrHx+0D+y/BHje4ubbXvC/gFrnR5F8Qz/23amTw86i1lvrPWZZHxCbW0c753tqNvINvI0LrxF40sNG/aGlHxXi8b6744vYPDXhnTdc+HGqT+MPHvgu3tpobKfweulypHcWMjXerwm8tbO7topLW4vsOGeIgHLfEj4v/D/VdV+KWqP4X8SeBvG3hVPA/gv4da54F0zW4LWzDt50nid9Sns7Ke4s7hLyztmsZtOeS4h00CGO782MQgG74oGnaPp/iCx+EHx31zRvCPwq8ReC9W+Huja8tvPq138TPEg1izv7LTb3Uo01S+tnj1C1mjgy9q8t7cwtvhEotgDchvfE3wt8Q+NrM/GvRfH2tfCLxxa+LdB8DS+GYrvUfiL4r8Xafqiara21vp88l9Z3slxf3k5tbKGe3tWvEdYli82Gjb5Bt8jmdM8SeC/iHpHhTRrz4S69qvjz4k/E+68TeM/HfgMJrmoXvha11O51bXLTUItImTxJNbQabH/Y76VNarDCHgjG5YY9xt8g2+Ra1XQdI0HSvF2gWPxF+LPw5/tj4/eH7+z8BeK476LVPCPgA3ehsfEcker2bTeHY4minvbLWZ5G8q3e1tZCDO1tRt5Bt5DdfXx5pWk/G/WPDnjz4k/Faa48e6R8RPC1k/woGqeG/ina+ErbSblZ7PVdOtbewtNNs7nSpbC/vY5Z1kWxDRxibatwbBsepaX4w1HxV4t+KOqP4Z8GeJp/FXhjwV4uuvFvhjW47h/hn4bt47TTLPS52v4oJ7lbu7kupYFtREN8+oO6gK0zGwbH6n+B21K3+F3hJ9Hs7C81NfCGhvZWWo6lc6XYXE5tISFnvIbW6kt1OSSy28xB4Ckc0AeWeH9Z/a+bx/eReKvh/wDs+2/w3fQNRm0z/hHPiZ4+vfElv4hS8sEs4r3UL3w1BG8T2rag7RxaXjcsZ+0Js8u4APb9Eu/Gs93IniPw/wCF9JsVt3aG40Txfq3iC7e6EiBY3trrQ7BI4zGXYyiZiGVV8shiygHUUAFABQBQ1DStL1WNIdU02w1KGJ/Mii1Czt7yOOTaV3KsysFbaSMgZwSKAM2fwj4TudctvE9z4Y8PT+JLONYbTxDPoumy65awqMKkN+0RuIlA4Cq4AoA2Lmys70RLeWltdrBKs8K3MEU4hnXIWRA4O1xk4YYIyaAJY4YYTIYoo4jK5llMaKhkkPBdyB8zcDk88UAc/pXg3whoOqajrmh+FPDeja1rG86vq+laHpenapqm6Tzm+2XVvEstzmQ+YfMZst83XmjbyDbyIbzwJ4I1D7P9v8G+Fb77JO91a/bPD2kXP2W5dkZ5YvMhPlyFo0YuuCSinPAoA07Dw/oOlQ3VtpmiaRpttfFje29hptnZw3hIKt56RIqy5DMDuB4YjvQBS8OeDvCPg6G6t/CPhXw54Vt72YXF7B4c0PTNDhu7gAgSzJZRRrK4DMNzAnk880beQbeRoy6Lo88ItptJ0ya2W4+1rby2FrJCLv8A57BGQqJP9vGfegC/HDDCZDFFHEZXMspjRUMkh4LuQPmbgcnnigDn9I8G+EPD+pajrGheFPDeiavrBdtW1TSND0vTdS1RmkMrG7ubeJJbkmQlz5jNliW680beQbeR0lABQAUAYtr4a8O2OrXmvWOgaLZ65qMflahrNrpVjb6tfxbg+y4u44xNMu4BsOxGRmjbyDbyNeSKOaN4ZY0likUpJFIivG6EYKsrcMCOMGgBBFEvl7Y418lDHFhFHlR8AqmB8o+VeB/dHpQBjXvhfwzqOrWGv6h4d0K/13Sl26XrV7pGn3Wraau4vi1vJYzNbjcS2EZeTmgCzfaHoupyebqWj6XqEot5LTzb7T7S7kFpIcvDulRj5bHkp0PcUAN0/QdD0mO1h0vRtJ0yKxSWOyi0/TrOyjs45DmRYVhRREGPLBcZ70ARWXhnw3puq3+u6d4f0Sw1vVF2anrFlpVha6rqKbxJturuKMTXA3gNh2bkZ60beQbeRtMqspRlDKwKsrAFSp4IIPUe1ACKqxqqIqoiKFRFAVUUDAAA4AAGMUAYGm+EfCmiwXtro/hjw9pNrqUwuNRttN0XTbCC/uAxcS3McESrO4YltzgnJJzRt5Bt5G7FFFbxxwwRxwQwoscUUSLHHFGowqqqgBQAMAAcUASUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHh/jfxn4i0X42/Arwbp18kHh3xrp/xYn8R2LWlnK9/NommaTc6aVnkUzW/lSXM7ERMu/fhwQowbBse4UAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHzP8S+P2lP2Ye3/Eq+PA64/5g2he4z+R+ncGwbH0xQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfmx+0XZ/EVv2y/2cbXQPFesadomtwOtrBbGFY9KhhuifFsdsxQlReaZa2KSZOQV+UoTkm3lYNvKx+k9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB51r/gSDXfiR8OvHM3l7vAOleO7e0DIGk+16/FpNrlDnKgQWlyCQD94DvRsGx6LQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAQXJZLa4KFldYJShRdzhgpwVXuc9BQB8tfDnxP4lv/AICfErW7/XtWu9a0218cGw1a5vJX1Gza20OKa3aGYgNGY5CZFIAwxyM9SAfk3ZfGnx21naSP8Rfiq0jW0UrO3xQ8UF3lMQUsSNS5JUHB7ZH3gQKNg2LP/C5vHC8D4hfFIBdoH/FzvFOAseSnA1PoCDwD6FSuQCbBsH/C5fHGMH4hfFPGGU/8XP8AFBOGJMn/ADEcEkr6YYY4yQxAA/GfxyCT/wALC+Ke4Fn4+J/in7+CuR/xMifuqQDyRwDvBAo2DYP+FzeOF4HxC+KQC7QP+LneKcBY8lOBqfQEHgH0KlcgE2DYP+Fy+OMYPxC+KeMMp/4uf4oJwxJk/wCYjgklfTDDHGSGIAH4z+OQSf8AhYXxT3As/HxP8U/fwVyP+JkT91SAeSOAd4IFGwbB/wALm8cLwPiF8UgF2gf8XO8U4Cx5KcDU+gIPAPoVK5AJsGwf8Ll8cYwfiF8U8YZT/wAXP8UE4Ykyf8xHBJK+mGGOMkMQAPxn8cgk/wDCwvinuBZ+Pif4p+/grkf8TIn7qkA8kcA7wQKNg2D/AIXN44XgfEL4pALtA/4ud4pwFjyU4Gp9AQeAfQqVyATYNg/4XL44xg/EL4p4wyn/AIuf4oJwxJk/5iOCSV9MMMcZIYgAfjP45BJ/4WF8U9wLPx8T/FP38Fcj/iZE/dUgHkjgHeCBRsGwf8Lm8cLwPiF8UgF2gf8AFzvFOAseSnA1PoCDwD6FSuQCbBsH/C5fHGMH4hfFPGGU/wDFz/FBOGJMn/MRwSSvphhjjJDEAD8Z/HIJP/CwvinuBZ+Pif4p+/grkf8AEyJ+6pAPJHAO8ECjYNg/4XN44XgfEL4pALtA/wCLneKcBY8lOBqfQEHgH0KlcgE2DYP+Fy+OMYPxC+KeMMp/4uf4oJwxJk/5iOCSV9MMMcZIYgAfjP45BJ/4WF8U9wLPx8T/ABT9/BXI/wCJkT91SAeSOAd4IFGwbB/wubxwvA+IXxSAXaB/xc7xTgLHkpwNT6Ag8A+hUrkAmwbB/wALl8cYwfiF8U8YZT/xc/xQThiTJ/zEcEkr6YYY4yQxAPtj9h7x94n8WeN/iFZ6z4r8X67Z2PhLRLqC28TeLNW8RW9rdvqF3G0tul7dXC25KptLDBIAyWAFAH1b+zhruta/4K1a713VtR1i6i8U39vFc6ldy3k8dutrZFYleRmIRSzYXPVmJAJYAA+gqACgAoAKACgCvdjNpcjBYG3mG0AsT8h4ABBP0BH1oA+V/gVosviP4I+OPDsE8VpPrt74t0aK5dTLBaz32j2lv5jKm0uqPKSQME7Tnkk0AfDsH/BNv4twwRQ/8LR8AsYoUj3HTPF5JKqygkm49k5x6+nzAEp/4Jv/ABa5x8UPAP8AFt/4lfi4f38f8vJx/B69+uPmAA/8E3/i1zj4oeAf4tv/ABK/Fw/v4/5eTj+D179cfMAeT6H+x9438VfEjWvhx4U+J/gLXJ/Cmny3fjDXoLHxdHpOg332r7NBpcbea3269Y+azxqyRxC3kDStJG0RAPWB/wAE3/i1/wBFQ8Ar06aX4uOOmcZuecZbH+4v944AAf8ABN/4tf8ARUPAK9Oml+LjjpnGbnnGWx/uL/eOAAH/AATf+LX/AEVDwCvTppfi446Zxm55xlsf7i/3jgAB/wAE3/i1/wBFQ8Ar06aX4uOOmcZuecZbH+4v944AAf8ABN/4tf8ARUPAK9Oml+LjjpnGbnnGWx/uL/eOAAH/AATf+LX/AEVDwCvTppfi446Zxm55xlsf7i/3jgAB/wAE3/i1/wBFQ8Ar06aX4uOOmcZuecZbH+4v944AAf8ABN/4tf8ARUPAK9Oml+LjjpnGbnnGWx/uL/eOAAH/AATf+LX/AEVDwCvTppfi446Zxm55xlsf7i/3jgAB/wAE3/i1/wBFQ8Ar06aX4uOOmcZuecZbH+4v944AAf8ABN/4tf8ARUPAK9Oml+LjjpnGbnnGWx/uL/eOAAH/AATf+LX/AEVDwCvTppfi446Zxm55xlsf7i/3jgAB/wAE3/i1/wBFQ8Ar06aX4uOOmcZuecZbH+4v944AOS8c/sCfGfwf4T1vxPY+L/BniiTRLKTUJ9E02z8V2+o3NpEA9wbUvcbZZI08x/LyGZYfly5CMAO8EfsK+N/iH4Y0rxb4V+MPw71DR9Vt0miki03xYZrWbC+da3MYuiYbiFmdHiblWiXPDE0AdWP+Cb/xa/6Kh4BXp00vxccdM4zc84y2P9xf7xwAA/4Jv/Fr/oqHgFenTS/Fxx0zjNzzjLY/3F/vHAB9Vfso/ss+Mv2f/EfjTXfE/i3w74ij8SaFpGk2dvoNnrFvLay2lzc3EjytfyupB89UUKBnblvQGwbHpv7LX/Ih6z/2N2oDrnpZ2A65PTGOvGMYXG1QD6WoAKACgAoAKAK92M2lyuAc28w2kOQfkIwQvzflz6UAfO/7Lpz8PNSIOQfF2qMpByCps9OKkHJyMEY56Y4H3QAO/aR/aG039mbw/wCE/iB4t8P6pq3w2v8AxbY+EfG+taFbz3uqeBk1NH/s7X57RFK3GmRz272tyqsJ99/Z+QsznyZQD6C07ULHVtPsdV0u8ttQ0zU7O21DTr+zmjuLS+sbiNZre4glQlZY5I3R1dSQysCDg0AfEf7bPxt1r4feHdF8DeD9Un0vxJ4uju73VNQsJJINT0zw1bsIcW0ykNby3U7NGsyEsqWlyBhmRgAe+/s/fD3wx8PPhd4Vs/Dax3D61o2l+INY10oou/EGpX9tHdPdSuMsY/3xWGMswjjCrknczG3yDb5HtdAHwz+2N4r8a6Nr/wADPDfhTUfjvbWPivWfHn9v6d+zrbeB5/iNqcWl6JHdWflN4rRtPjtIpXaSYsVJUgLltuAD6/8ABK3Efgzwil2/ieS7TwxoK3Unjb+yx4ze4FjAJG17+zALL+0ywY3X2UCDzzL5QCbaAOnoAKACgAoAKACgAoAKAPgD9iL4mfFH4oad/wAJL8RPin478bnWvAfhbxEPD2vfs33Hwj8J+HNU1OOK6uE0HxZ9mjg8XQJ5hhjlikkWWDyrlSQ+aAPv+gAoA/Jvxl41sf2Uv2mtel8Fz3GpeDPEFtY6x488GxKscGkPqbvcSQWgB2CeFTHe22Vj2xXZtvuMXJsGx+r1vcQ3dvBdW0glt7mGK4glXIWSGRQ6MM84KkH8aAPnLxP+0FYH49+Ev2b/AIdppHib4gzabN45+KMst+WsfhV8N7GXTy02oQw4e41bVGv7SysbBZEeAahDqNyv2cQRX4B9It91voeCpYdP7o6/SgD5r/Za/wCRD1n/ALG7UB1z0s7AdcnpjHXjGMLjaoB9LUAFABQAUAFAFa8x9jus7cfZp87t23Gxuu3nH05oA+ef2Xs/8K91POcjxfqg54OBZ6cB2HYDt6cn7xAPXvHWmeA/EHhbX/D3xHtPC+qeDr3S3fxJpfi5dNm0KTSUdXM19He/uVijkRHEz4CPGjBgyggA4X4R6V4r0HQdA0K08SeAfGHw00q0ay8GeJPD8V5barL4Ntohb6Fp8scE9xp97NbQxwwS6rDPGlyLfcLKBnO02+QbfI+I/jn4k8OeD/j18UJviV4cudYg13wh4cTwNI0ZNtDaJZRwtLCZAQ6rdJfq0Ywpl83J4FGwbHV/sDfFLV9b074leBddvlfQvBF5oN74Wu7+9QPaQ6lbX0+paPD5r5MFkllaXm1RthXVsHapQA/QP0Pv3RfFXhfxJaWt/wCHfEmga9Y3slzFZXui6xp2qWl3Lb4+0JDNayOkrR5G8KSVyM4oA4D4q/BPwj8X28MXHiLUfG+hap4NvNTvPD2u+APHXifwBr+nvqNr9jvo11DQ7mCdopoQEeMsQQMdCQQDvNOtdJ8DeFbCxutZu10XwrolpZy694t1+51O/NjYW6RG81fWdTlaa6mKx+ZNeXErO7F3diSTRt8g2+Rq6bqWnaxY2up6Rf2WqaZfQrcWWo6bdQX1jeW7fdlgnhZo5UPZlYg+tAF2gAoAKACgAoAKAOc0Txh4S8S3WqWPhzxT4d1+90OcW2tWeia3pmq3Wj3O+SMRXsVrK72r74Zl2SBTmJxjKnAB5N8FvgN/wpK2tdJ034u/F7xv4Y0rw1pvhTw74R8f6n4I1DQPDGlaetvDYjThpGg6fdrJDb2yWqtNcTAxltys+HBt8g2+R7lPfWVpLawXV5a2019MbeyhnuIoZbycKXMcCOQZXCqzbVBOFJxgUAcla/ETwXrGnzXnhbxZ4R8Ty/aZ9LsLfSPFeh3EeoeIEhaWPSkuIpnRLl8L+7OWUNuK4FAH4e/Db4r+HpvDHjHUviFok+u+LfHFjb6sur3RiW6tNWnZLi5kkMyZVy7vGYyAUxtCjAFGwbH7MeE7Tx5a/CL4X2vhuTw/aeIrPwl4Mh1mDxfZ6tPA9vHosUd1Apspo5ba6Fx5Lea6yriKZDGDIrxm3yDb5HGfB/w/8LfDes+PPGL+OPh343+L/ibXCfid440ifw3b6jaTSGOz03wxFHBcT3Ok6VZQ6XBaWumzzyO8lncXMrS3U9xK5t8g2+R9JkcEexHUr+o5H1oA+av2Wj/xQetc5x4u1Adc4xZ2HHU9Prx0wv3VAPpagAoAKACgAoArXmRZ3WG2EW0+H5Gw7G545468UAfhv4tX4bx+K/hzqE7eJvFPxL0nx1pdzdfDXwtd399e3vw5C3D3+ptpcFyhtEhk/wBIW6i2G5uLWC1fzFlaIG3yDb5GpbaofFvgvW/GPgH4eaTd6De/tMeF08D3njrXo9M8badqFl4g0/StU0i5VrO+vLMS3VjqEkUNwTHBY3W3gFLUAHReNNM8TpaftCakngnwFoWv2PxV+HGlJ4h0vxdq2nReFv7Qj8LxKbeaz0mC8eBk1JJb+RmtUmS4nh2SxqZJjYNjyPxp8IdK0RfinF46+Kfhzw/4i+Euo6f4w03TdJ0o6Xd/E6w1SFtWjtL4XV5cX1xp08s97oNtb6e8bQyWcjR/vNsUYB2mq/2F4m8F+OfFXwr+AttZ+F/i7/wjHw28PafrP9g6RrEXxKFxq0FzrWnaUgdYRCjGaSdprQyjQZJ2CCNZZjYNjsrg+KfH2u+O0ufhF4J8NX3j65HwH0DWbjxDFKugeMPDdh4p1DUvEKzWmlpPdCMoYoXia0n87TgoMap58Zt8g2+RzOj2+p/C+I+J7/xvJ8PPhxonjBPgv8YtE+Hl5rK+KdcurK6a3sPEl5qfmx6hatd6pBpxEGnw/axY686m4mjnkYAFo+IdQk8H6B430X4V+I/HS+D/AI46hbyeM/iB4gtSfHmjXGtan4X07Tpp9dmm8QW81tcanZGCC8svLg/slGDFRDIxt8g2+Rp+NNK8UQ2H7QeqxeCfAPh7WrT4nfDjT013TPF2p6cvhFb6Dwwha3ntNGhuTA66m02oSGS3iljkmiKSIrSSmwbHml74JvfAkXxRvte+LWj/AAp8b/Bx11eeHwTfXdhf/FfQNbtDfpFqV5K8epppepRyzaXb6dZkTWlzZs0c00kMGwA/RX9lXxGPFXiL4manoeg+K/BnhCDTfh5bQeEvFd2Gki8RXOn3eq3GqWNhFNNDp0VxYajpKSEGOW4a2SWSFMJJOAfaFAHl3xsi8QS/CP4ir4W1GfStdj8I6zPZXtpNPbXsaQW7TXMdrcQAy2tzJbpPDDcxgvDLLHKvKCgD8jvE+ufD74ma/wDEW7ufEt18EtF+C/hzw7qo8AfEKLS9U8PeKdavNObU5dZ1PSJ76WwuFit5lsUn0+aK7LXkryTEvAqn6B+h2vgP4beMPDdnrHhrxHo3w08ZmL4NXGspp8WsavpV14WOt6lrlzFh7qyvYbm/t4bqLToNTMVqZU0JVMaKpcmwbHodlP4gn8Q+A9N1v4C6H4nsNC+Dsd6lv4Q13wvdm4m1F9ISGaS18Qw6YtsLf7E5ZVedk/tKEqWCyGjYNjzO0sLr4s6F4Y8A+D/i/wDEPwRdjwj/AMJz8VtI8cyeN9a0XWtNtbq3k0jRRFrl3AJLP7RK0ElxpUscU9vp7iQlJIUcAqaH8E/FMXhfxrZ6b4d+H+uyfH7wRa+MPBVlJqmsxW3w0ttMtdMuTYRtd214Lq3upLyyaTyY7BHbzVcbpEKmwbHSX+hfEz4iXnjC4X4PeENHvPit8E/CFx4amPiqxkbQvDelzwyalHDdLpyvY3d1B4gt4gkcXlwzNFIlxKFxbAHid03wO8f+KPiR4o0We0/Z6tvhb4P0O4PhfxRoXh2LTfHGp6jZ/wBrXGp6tprytBqKolzb2e6zmW6MlzI0k5aWBFAPZ/CHwv8AFXhaDVvCuuWHw5+Icdv8E2v1ikuNQ8LahoM2pX2qv57wTQ6nbtfxR3sdjb6iwhZ4dARHOUZqNg2PStP0/wAaXmqeChd/Cr4YX5t/gPdtoS/8JHG1vFNN/YqNdfZNS0OCOMJ9osN8YlmZ432IHETBj9A/Q+arrxJ+zj4xs/g/efEO28cfDXwtpHgrVrG38YeJr3UfCmia941jTRvsVrb69FcI144ittRuopkeJZMx4fIERAP01/ZXIPgHVyCSp8V3ZRizMTGbDTihJIBztI688cknJIB9MUAFABQAUAFADWUOrI2drKVbBKnBGDgjkfUUAfN/if8AZX+Gfibwzp3hx7rxfodxo2tz67o/ivw74g/szxfpt1cWyWl1BHfmF1ltJo4032s0UkZdEkCh442Q/QP0Oq0j9nj4KaN4e0/w1F8NfCN9Z2FlHafbNW0PTdR1q+nX5m1C91GaI3N1qDyF52v3fz/NlkkV1ZySbfINvkLafs8fBezCD/hANIv285p7yXW5tT8QXGtSbUWL+2ptTnnk1xYVjQQJftcLbgYhEeTk2DY4j4i/sg/BP4i6lo2qzaHeeC7rS4ZLK8b4bXNr4H/4SPSHlWY6fqzafAsk8CuJCjxNDMn2iYJKokYE28rBt5WNjU/2V/gdfxQQ2fhGbwyliIptLi8G+IfEfhSy0rWII2ittattP027isRqsQeTF+9u8snmyCVpQ7Am3lYNvKxnaX+yZ8ILK5ivdTtvFXiy5Otz+J9TXxV4w1zUdM17xU7Exazf6RFLFpZvIUPlxvDaQqAFdkaRRIDb5Bt8jmbj9hv9nm6+I0fxFm8L3TEaja65ceCJLq3m+H+oeIraPy4NUu9LlgaWaUELK1ubj7LJKgmkt3ky5APW5f2ffgrNc/aJfht4YaJgzT6UbIjw7fXRIb7de6IG/s2+vwwVhqE9vJcqyqwlBUEGwbFSx/Zy+CthJJKPAljqM086z383iHUdc8UTawyRxwwR6o+sXVw2qwwJGogguzNHb/MYUjLMSbBscT8Q/wBjv4GfETWdH1y68O3PhG70yH7DqCfDu6h8E2/ijSPNEw0/WBp0KvNEGMoWWFoLhVuJUWYK2KNvKwbeVj6E8M+FfDXgzSbfQfCWg6T4b0a1wYdN0awttPtFcIkZkZIVUPIVjQNK2XbaCzE0beQbeRv0AFAHyv4q/Yw/Z98W+LLHxXfeDm0/yLiC71bwvoN/PongrxZcW4QWr63oltttrvy1RUIURCaNVhnE0SrGDbysG3lY9Tv/AIG/B3Utgufhp4NWNUeGa3s9CsdMtNQtmDA2+oW9mscWpW/zuRb3KyxguxCgsSTbyDbyMdP2dPg3FDFEvg8+ZDICNRfxF4rk1uW1CqqafPqr3xvrnTl2grpksz2ikllhBJJNg2OI+KH7HfwP+KMOipc+H38E3OhLeW9vqHw7g0Twze3GlXKxrLplwxspo3tAYo3jRURoGDGF4vMkEh+gfodbdfs2fCGS10ez0zw/feFYdGsxpUT+DfEWv+E7u+0Mx20cml3t1plzFPdWjiztWZGfcHh3qyuzsxt5Bt5GPpv7LXw0stg1DUfiLr62dnHpGiJqXxH8XWK+H/DybANHsf7GubL/AEJhDbCRJ/OeX7Jb+bI5iUg2+QbfIxNd/Yu/Z61/xbp/iqbwYdNhtLm2vdQ8G6Jf3GkfD/xLe2oRbSbWPD1vi0uzEsaRlFWOOaNViuEnjVUBt8g2+R6vefBD4P3zxNP8NfBqLGCkkFnoNhp9nfwfN/o+oW1qkcOpW+Wc/Z7pJogXY7Mscm3kG3kVtL+A3we0lZBF8P8AQNQZ/lE3iOGbxZcw24G1bWCfW3uZba0X+GziZIFPIjB5o2DY43wd+yt8I/A/ji58c6RYa1dTLNqV1oPhjW9Zm1jwX4KvdQYm8ufDmkXKtHpcjq0sK7GKwxTywwLFHIyE2DY9d8E+BdB8AaZc6R4eW9W0u9Ql1Kb7deS30xuZIoYTh35C7YI8L65PegDsaACgAoAKACgAoA+VtQ/ahhsPBqePF+Fnjm70DXfiV4d+F/w7W31HwSmp+Pta1nxDdeGLO7t7efVETSbJr6CJxJfy27/Z7uKVo0KyRoAcY37bnhmz1XwzpOu/DXxv4XHi2P4Z65pOva/qngW18I2/gTx4niL/AIR7xBqusQ6rLDowmuPDF7YfYrwQytdXmnwIXNzlAD0vQ/2nvAd9qHxF0/X7HX/B8/w6+Ilv8OL7T9U0y61TxJd393Pfw6XqraDoyXeo6fo+pJp015p+q3MMdtd2rLMkoKypCAed2X7XOqWPg3T/ABD4r+C3ja31HX59BsfBFhomreBLmLx/qOqeNtP8Cww6cbjWEOmbb7WtCnJ1FrcG31RHDbop44QDmL39te5m1P4baF4c+H1/qN94m+KvgjwV421W9n0u00PwZoXij4g+M/A+lSBEv3vL2/nPgjWLhRDDLBGFgMrR/aAkYBuan+3F4S0NNPj1n4deOdLvPE1v8MtU8BwzXPhS8g8VeHvHkHjS90HVDLp9/cNpkQs/Amtz3ENxGJoj5CCOQyZAB9c6D4mh8Q+DNG8ZW1hqOnW+ueGNO8TW+l61ayadq1hDeWMd8lrf2xy1rcRrII5Yjko6uvJFAHyl4I/bFh8Sa/4F+HurfCnxppHxO8XXfw8jk0GO98Iz6PZ6F4p8Ma54ri8SDUk1NoxYQ2PhfxEJLUlr0TaesKwSGeJ5ADkdb/b38P8Ah/xb4E8K6z8OPF2han48Pg0+HNE1O58KTan4oh8drKngOfTr211R9NsUuriw1mG8Goz2zWh0x8CTzYDOAbvh/wDbj0Hxhb2ieDvg/wDFTXtX1bUPs/h6we08P+H9O1/T28H3njVLyz1nWb21sJCtlY3FnNAJC8F6qRPiKWK4kAPs3w7rll4m8P6F4k00TLp/iDR9M1ywW5RI7hbK+to7qASojMquElXcAzAHIBPWgDnr7x9pOn/EPw98NpbXUW1nxH4Z8QeKbO8jjtjpcFjpFzp9rPFM7SiVZWbUYigWJlxG+WBwCAdzQB554r8d3Xh/xR4O8H6T4U1bxTrHiuHWtVlFhfaLptpoXhnRrnRrTVNTupdRuIvOMUuv6YqWkAkll82QgBY2IAPm/VP21fC+iNq99qfw28f23hbw94t8S+H9b8ULceCri3sNC0Xx5H8NbjxMbCHVWvpLBvEP2yBIFg+2GDS7y4FsVEInAOki/a18IPpnhPVZPD+qWdp4l+MOqfBrUp7/AFbw5Z23w/8AEdkjv5PjGaS6CeG76bEUUGlXWy4mlurWNA32q3M4BN8Qv2nrHwjLd6j4X8HeIfiF4d8MeG/jHrnj0aVap4a1zQR8PbjwmNVks4/FEmnQarClv4gnYfZnlFxJFCsEjKJWUA5GL9trwdJpPjrxY3gbxzbeDfBOseNvCthqE9v4f/tHx94q0DxX4W8Gx22g2i6iWhgutV8U6fbRT6h9jUmbfIYVhkIAKU37ZM3hf4bf8J543+F3iNrmz8W/F3SvEuh+FNS8LXVz4O0Pwl8T3+HFpJete6nHFf3clxcWHnCxkmizDezKyx+QsoB6x8Gv2kvC/wAbfEvi3QfDHh3xPZ2PhibWYrfxHqVlFHo+sHSvEOp+G7xY5I2b7PKbnTHuYYXJaS1uYZT5biWGIAw/Hv7SF58PPjinw21LwHq2seC28NfBS+1DxtoV3ool8Ka18RvHHiLwJpf9q2V/e2811YtqOn6PEGsIrmeMXtzK8RjioAzv+GuNFgvfCVrffDPx/YQeI0+Hup6ldS3HgmUeE/CfxA8Wt4J8B6/qKRasxnttW1RHItrM3N5a26Ga5t4iPLoA4H4aft7eC/H1t8JLaPwT4xutY+Jt7pmku3h+zsNRsNMnfU7Pwxf6u0K3TXVtpMHiJ9Vsme6SG5S00ae/aHyJbZrgA+gfhR8c7T4oa9rHh1/BniTwde2XgfwD8S9HbXrvw3ew+IvAvjCXXLfR9QtzpN7cm1l87w9qCy2lwIpI1a3bnzGWMA92oAKACgAoAKACgDjbb4dfD6ylu57PwL4NtJr/AF208UX01t4Y0SCW88S2t1JfW2rTukAM19FdSy3Md2xMqSyvIrhmJJt5Bt5GYPhB8JRHPCPhd8OhDdX9nqtzEPBPhoR3GqWhdrW8lX7NiS4hMshjmbLoZHKkbjk28g28jp9K8K+GNBv9Y1XQ/Dmg6NqniGdbrX9S0rR9P06/1y6R5pVm1C4t41kvZA9zcOHlZyGuJTnLtk28g28jDsPhf8M9KmurnS/h34F024vb7TNTvJ7DwloFnNd6lp1+dU0+7meG3VpZ7a+JvYZWJaKcmZCr/NRt5Bt5CyfDD4azahpGrS/DzwNLqnh64+2aDqUnhLQH1DQ7v7Zcaj59hcNb+ZZyfbLu6u98TI3nXM0ud8jMTbyDbyPMfBX7L3wj8G6h451WfQ4vGd98QNS0PUNbPjbTfDWq6fbxaJJqU2jWmn6Xa6fbadZx2kusapKs62xupXvZHnuJ2CFTYNj6CSCCKBLaKGKO2jiWCO3SNEgSBV2LGqAbVUKAoUDAAxQBx+h/Db4deGHt5fDXgHwV4ektL5tUtZND8LaHpL22pmxfTGu4mtYEMc5sZJLMzLh/IkaLOxipNvINvIpwfCT4VWtlqGm23wy+H1vp2rJcRarYQeDPDkVlqcc8KW06XcC2wS4WSGKKFxIGDJGinIUAG3kG3kaml+AfAuhx2cWi+CvCWjxadcXV1p8Wl+HNH0+Owurm1NlczW6wQqIZJbZmtndMF4iY2JU4o28g28jp7e3t7O3gtLSCG1tbWGK3tra3iSC3t7eNQkcUUaALGiqoVVUAAAADAoA+cvEv/J1nwq/7I/8AFL/07eGKAPpOgDD1fwx4a8QT6Xda94e0PW7nQ7r7dotxq+k2GpT6Pe/IftFlJcRu1rL+7T95GVb5F54FH6B+hmXPw+8BXkumT3fgjwhdT6Jqeo63o01z4a0aeXSNZ1C/Oq39/ZO8JNrdXF+TezXEZV5ZyZnZn+agCrJ8MfhrLa/YZfh74Hksv7dHij7HJ4T0B7X/AISYeURq/lG32fbh9ng/0vHm/uY/n+QYANHxL4I8F+MltE8YeEfDHipLDz/sKeJdA0rXFsvOMTTeQL2KQQ7zbwFtuNxhjznYMADJfAfgeex1PS5/BnhSbTNZbW31jTpfDukSWOqvrNxFd6u15btCY7o3txBDPcmRW8+SGN5NzKCDbyDbyPK/iD+zP8J/iNYeCdC1fQoNJ8JeBtal1yy8G+GdN8OaL4c1WeTVLDW3t72KOwa4itn1DTre7misp7P7S5kW4MyOyE28g28j1/RvCXhXw5dapfeHvDPh/Qr3W7mS91q80bRtO0u61e8eWWZ572W2jR7qVpZppDJIWYtK7E5Ykm3kG3kVNT8B+B9b1/TPFes+DPCmr+KdEFsujeJNT8O6Rf6/pC28s01uLLUJ4WuLURyXE8iCN12tPIwwXYk/QP0C78CeB7+88P6hfeDfCl7f+E1gTwtfXfh3SLm88NJAUMC6VNJCX04RmOMqIDHt8tcYwMAFSz+Gvw507UrfWdP8AeCbDWLMwNaatZ+FdCtdStWgtrayhMN1HAJYjHbWVnbrtYbYrSCMYWNQpt5Bt5HQWGgaFpU4utM0XSdNuV0nTNAW4sNNs7OddC01rh9O00SRIrC0tmvLtobbPlxG6mKKvmNk28g28jWoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPzp+IPif4oW37ffwt8LafdaSmgXnhCeXTnm0lZLiLwddxm78RWzTFxvne58MN5U+CYxdbdvQkA/RagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8s1TwBbXvxl8G/Eg2ytNoPgDxx4akuCqlkuL/UvDs9hg4ypWKLWl69J298mwbHqdABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGfqOraXo8KXOralp+l28ky28U+o3lvYwvcMrMsSvMyqzlUdgoOSEY44NAFCLxX4Wms59Qh8S6BLYWkiQ3N7FrGnPZ20rjciSzLJsjYgZCsQSBQBYn8QaDaWKanc63pFtpr7fL1CfUrOGxfcnmLtndxGcp8ww3I56UAOm17Q7bTotXuNZ0qDSZ/L8jVJtRs4tOm8ziPZcs4ibdjjDHOOKAG3/AIg0DSoILnU9b0jTba6Ypa3F/qVlZwXDjGVieV1WQjI4UnrQA3UvEXh/RksX1fXdG0pNTk8nTX1LU7KxTUJdhk2WxmdRO2wF9qZO0Z6UAUtR8a+DdHuYbPVvFvhnS7u4SN7e11HXtKsbmdJAGjaOKaVWcMCCCAcgjFAHSgggEHIPII5BFAGFrXirwx4aNsPEXiPQdAN2WW0Gtaxp+lG6K43CEXMieYRkZ25xkUALc+KPDNlPY2t34i0K0utU8oaZbXOr6fBPqPmLvj+yxvIGn3L8y7A2RyKAJ7vXtC0+7g0++1rSbG/ucC2srvUbO2u7jJAHlwyOHfJIHAPUUATnVNMF4mm/2jYDUJFkeKwN3bi8dIyA7LBu3sFJAJA4yM0AQLr+hPqL6OmtaS2rR8Ppa6lZtqKYx962D+avUdV70APh1rRri/l0q31bTJ9TgQyTabDf2sl/DGOrPbq5kUDI5KigCPTvEGgavJJDpGt6Rqk0CeZLFp2pWV7JDHu2bnWF2KruG3JAGeKANegAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPmf9qdA/gDRlKlh/wl9gpwucBtP1NW+YAlcqWHGOCeVxkAHhXhn9kr4L+O/h6vxD8T6X4guPEmq2Os6lqM9r4s1jSbWZbRry1jtmgiUweUIoFw0tvM8bEsuD8tAHxfqdr+zJonhOxuvHHwZ/aK+Hd3PLb+RMdY02e01EXjW5tpXM9usc0RhkuGluBpm+MRSxZkikhLgE9h4R+DV3Az6j8Af2h7DwsdKtZdD8X2ni6KXRvEcsx815RFcWNtZWm+HZKs32SEyEOHO1wSAYrad8EfHiafc/DT4E/HrxDoem6pJba5d+HPEM1zqdppyxNLmfSNW0z7BZXczySBY7eQ25/fl3BkLqfoH6GpPb/s33OvT+GfC3wT+PnjDxHpekQ3N/4XvPFt2gch4MQ6ei2d1Zrst0tJpAHsgnmohj+UsgB6PpXgL9nLXrq1n1v4BftG+Cb2ys7N77QrIXfieG01Bd8Mlq63zXNzFbkQiaOVXjWRZdpSMp5SAH274X+P8A8P8Awd4e0jwvoHwv+OVpo2hWUOn6bbTeAtYvpYbaPIVWnubl5Xxk/eY4GAOAADb5Bt8j5u+KOhfs6/ErXb7xhq3wh/aMbxLfzPPc/YPDl3awandMNkazSaq9xDp8KszPui8lIgzvjgCjb5Bt8j528WWfwK0uGa/1f9mP4z+DvBlpb6dDa+N9U8Y+Io7rXpRMikYltdTOWWFZraG3EMRQHd5O4JCAVNQ8JfB3Wz4f1vwJ8CP2kvE2m3DK9/OviGyiFvpM1sfsN/NqU1nc3kd0w2M8e9njitl2neFANg2HabD+zR4wg1GXwR8Gf2h9b8TaXcPBcaH4e1y4Nt/aebV4LhdWnt01OaBxBIXvNqsGtmVVd5mo/QP0IdPsP2ZbTxPFpfif4Z/HvRPFcun2d7/whEHizTTdadJvj+0x3t9LZWFxAVSaSXzxfzST7ZGJG4O5sGx9T/A/9lT4M/FLT73xnqXwv8e+DPDkmp3sfhu11P4nX9tquoPZahfadfC+stGgsrzTZIbix2yQT3dwGcDazogdgD1P9lmGODxn4piiUKkWgmNRkswVbqyVQSWJzhV64PA47kA+56ACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+aP2pQP+EC0TgZHjHTiBgkgCy1E8DaR6c4445HJABU+FHxB+G1l8JNK8N658QfBmgajBYappmpWWq+JtD02/0yS8ubuSETW1zNE8bNDPHKisiblZSBg0AfLOi/D3RvC3hO+0Q/tu/C7VPD11OJYLLV/C2i61Hb3aRhjLFpreLHimmyv2lj9mOdhkK7d7MbBsY/gH4Y+E/AWoLrfg/wDbo8C2Freaa1hbaNfW1td3dvH5kTXALz+LI9RCGW3jcW7COGNxuSFCwo2+QbfIx/FHwR8FS3z+LJf21Ph9o+oajPDcGfQvDXh++s7u0gLvAItIstd32ZhkETm7V5Jt6SFplMrCjYNjsfFfw38K/EK50l9c/bQ+FV1dW0L3EOpafbeHtK8RQOYSlpM9xP4luLiQxmRysDPABukyrYwht8g2+R2Oj+GdS+HmhaP4duf25fAUcNpEIrOXUNGtbaQwyN5iYjt/GMcVvbglRGqqkSZRVxkAmwbHrmm/Cj4x6xZW+p6P+09pmqabdKWtNQ03wPq19ZXCo2wmKeDxe0cgDRlcqTgpjqKAPJvib/wsb4cXFvpl5+138P7DXpYjKdF8SeFvF9pdxRP5a2s0iaX4jvJ7aFpCq75YFVwPkfKHAB4Jc/CXS59VTxD4h/bT+Fmq+ONXuIdej05NH0++8J6NqVwhUtqdzLqdzNd2TtJbWyNqQtWEe2KNomdRQBva/wDD7XvFmuWekfF39sj4O6FZ6PHDp+laB4KF7eRXVjcYeS01C5vtZiGhgqmnkLA4M0IKPiKNd4Bcm+HWuz2cXwsj/bB+Aul+Ebh5bW/bSra1XxBLFbDZY211YrrSaXf3bf6Ok4uSpmERl8liuAbfINvkR+HPhknw51+6sfhb+1v8IbvxPqAS116XxaL4XF5q0JYSCz1GDXpzalmRxPpaSOheAEJGU2qbBsfVXwE1D4N/CnR7jwzL8efBvjTxhqskmq+JNZ/4SjS7DRr/AFF57q7l/s6yN9PbWr7r2aWYCea5mZzNO7DYIzYNjmf2XHWTxp4qeN1dG0JmRkcOpU3dmQQQxGCDnjbnOcc5YA+5KACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+af2pR/xQWijn/kcdNOOCOLLUedu05x6449RnIAPMPAn7OXwS8TfDMeOvFXgG18ReIdU03UNQv7u+1nXLSdm0y4u1t4reaKZDYjFvHukRAzEAuGCqqgHygPHX7GWi+EpP+E2/Zl8b+CJ7xbNWGoprUYvkleGKwnh1S4vra9eFoZ5Xlka2jijNk8R34t/NALGn+Lv2Z5NNudOvv2Q/G2n+FFS01Pw94xt7m7mTWtQdYkDxatf3FtGkYt086NftUsbvbsvkAAMQDJPjz9lbxTY2ll4L/ZK8VeMfDtpqd4+oXvhW68S/2/plt5VvM0t3BGpknuJdoWO2ubkQ7oj+/Q5IP0D9C14g+If7Ius/YvCPhT9mjxbrGveGbCLUTomjG40rxFMZbhg1v9ssZbv+1n8lobiWYztLGLmGNWDCVYj9A/Q6rR7P9kPxYthbax+zt8WfAd9o9lavdWNnovirWJFvlkeNre5isp7m82qLdJIry5t7V5o3QHBHlg/QP0Prvwp8d/gr4F0Gw8MeEPA3xH8PaDpcfl2em6d8H/HUMKEnLyyN9iLzzSMTJJPIzySuzO7szFibfINvkeRfEHVv2SPGt5eeJvE3wQ8ea7r0srXUktt8MvH3h241W+f5R9quUFpalnYnM91IqKZZHZ1LMxAPBPEXxG/Zohzda/8Asd654c8HWNtZRaX4p1mPVfDEd+DNHCY/+JXFJHcSMsfmwOt1cGaNFLtDlgoBR1DxL+yzqX9i614M/ZE+I/iu1Zyb2fT9Q1y006x0iWGMWt/ONPvrvY7DcWhuBaOqRMXLlRGACaz+In7GXia0vpvCv7Mni3xR4msrq6s5ND8LDXhZC/jNt5MqyQXkcsls+GZ7uCxlaM2bBo2Zow5+gfoQ6X40/Yxg10xeI/2cvE2h+Km063u28IyaxqF3NZkTwidLm01LULK3s1j3yyr55QP5Eg2KzRBwD6k+Bnwf+A3xU03U/GS/s12Pg/w9NqV3H4buvEesahqN3q5tr28tLp30Wdx/Ys0E1qUeMBk3nbHLII91AGj+y6qx+NfFUaAKkehMiIuAqKLuzwoAJ2gDthfp3IB9yUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB80ftTAf8IBowI+U+MNOVgQApBsdRGCSw69Nvf0OMEAr/AAr8f/Duz+EOk6DrfxD8FaFqC2Ot6bf2+q+JtCs7zTbm4ub2VVuLa4nieN/Jmjm8t1jJR1bADA0AfKGl+CU8K+C7nQtQ/bG+CXiHw5fXQu9Pttf8PDxDDb3yRpCJbbT38VzCSQSJ5myKNFDgAIpYsTYNjN+Hnw9h+HGof2x4Z/bh+F/9lyaW1rZ6Trc8+p3lpbSmGSffPJ4rin8oPbqY7doI44myEVN4RTb5Bt8jE8U/B3SotUbxEn7ZHwm8L6jrF1ayyQ+HtGt5dJurSAtLbta6TpWvwy2U8bbHOotNPISZ2LorhIzYNjtvGPgCx+Il3YXWo/tg/BW21exR5IvEHhxtF0nxNDdGMR20k9zNr1zcTogZCLVpYlJYhhIMBT9A/Q7XQ9N8W+ANG0rwpf8A7ZvweaSyjaGB9V0+W0mIkZplQxv4vYQJ8yhEyFC4CgBAKNg2PYLP4bfHnULW3vtP+PXg2+sbuOOe0vLPwLr1za3Ns6hklilj8TlJFORgqSCDkHtQB5/4+t/jN4BOn2uo/tJ/BjStSv1ZoLDxpb694PMkTMIllhYa1dySRmQGJnMSKCR8xI2kA8BvfgZ4ivNXXxL4w/ay+D174l1m6h8Rab4Xu/stx4bTU7qNpF+2XGpapdy6xZSKYoYnEFpsjYJAyNIho2DY6HxT8Kfix4v1ez0D4nftN/CD4d22gxxabpPh3w1ql9/aWr6ZL5UrRwJd6vZvoqEQ2MQeKGR5IjJFtRMNMAXJ/hD8UF0//hU+n/tDfAbw5od432W9k0z7VF4vv4LNTDbC+0W3vraDVbgtHbw3DPLGrkSMV4ELG3yDb5EHhL4JeMfhl4jvLbwB+0h8HfEXjjVJfs+sxeNNSvx4nj1MFI5YtO8rU7y/sIZDGFfTtzorxIU2geWDYNj6m+AWjeCfhZpd14bv/jL4c8a+PNbuZtU8SpB4nsINPGpyXN/fzNpWiSXs8tmGa+nlnmeSWa4fM0rgeXHEbBseffsvEHxt4rwQw/sN8YbcAPtdmR/Ecdc9F65xzlgD7joAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5o/amH/ABQWigZBPi+wX5S4cKbHUQ2CoOOOp4I7FeSADzDwP+zb8DvFfwyHjbxV8PrTXPEOsabqV9qd5Jq+uWNxN/Z8t5bwQQNDOiWSeVAiMEjUOQHkV2UYAPlGTx1+xNYeEgPGX7O3jXwZO0luyJeL4gtvtRumgispk1G6vLa9kt5YrmaR5ntRbxPaTgt5n2czAD7Txf8Asr3mnvpOpfsm+MtO8M20cF1ofivT573zNeu5yjOsmtXtxZQTxeU3mxg39yN+8RxIxVmAMu58ffskeLILCLwh+y14r8XeHNOv7u3v9U8Iz+LRq2n2kcInc3Vtaozy3JMzrHDdTxqG34uI9xyAXPEvxG/Y7125s/Dvhn9nLxTrGu+GtMtbq58PaG19o+qzQtMIkt5J9KluhqzCKGzuHuIppJxvt4d5InjQA6nQ7T9jPxbNaNrXwK+KXgO60vS7Fbywg0nxnqkP24NJDJaSwaXNc6jbjZCk0V9cW1i1zCwc4YbKP0D9D7J8PftD/AvwlomneHPDWj+N9E0LR7Y2unaXp3wd+JVvaWsCMzHag0rJZ3MjszZd3Z5HJLFibeQbeR4D8S/+GOPHmpX3i3Xfh38SdX8TXFz9tnOmeAvitoc+vXx3JHDLJd20FhBvZsefI9usfmmQyphmUA+d/EPin9lKET3Oq/sveOfC/hS3t7NrPxdq2t+LtFj1BfNjjfzJI/tNrcNhN8DQXV35se1mMIxtP0D9DP1Wf9lG/fRtX8Efs6/GrxBYSvGLp7DxDr0tjBpxjT7LqEl5HPqd3bzTBmXyrqawkRIQ3BjUIAXLXxH+xJ4jtryTwt8CfiVr2v2F29pceGvDWr+J5bZNUi+yvEzXqXv9oPCwDGS6tYZmj+ysHQPKolAKmkal+xdDr/k+IPg78T9D117O1uo/A6+LbySe3XzIxcxXD3l7YXdksQeSQm8uozKYpQQXZA4B9SfA79nv9nr4sadq3i4fATW/CvhiXU7xPDMuueNvFKS6n9mvryyuidOjuLe6sZYZbPZLFM08W4qIppdjOADs/wBltEi8aeKIoxtSDw+YI0DFgkaXlptHLHnnqQCRjOcAkA+5aACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+aP2p8/8ACAaOBnP/AAl1gQFCudwsNSwQh43Dsx4U8nigDnPhv8Yfg/ovwp07wp4k+J3gXw3rMFnrek32k6n4g0q31KymuJ72UD7BNKk0yrDKkp2rjaeSvYA+SNLg0jwz4Kl8Oap+1/8ABzxVoWqXSTafpuv+EfEniW6gvfLEIuE0RtfnuUJlXePLjgj3ghQrEmjb5Bt8jJ+H9joXw01M6n4d/bf8AT6ZcaU9tZaBr1p4n1TWbCym8h5PODa2txBb+YsJhge1hijaQrEqb9lG3yDb5GR4p8EeFodZXxFaftkfC/QNV1q5t5rrTvCnhrVr/TvskJMtuq6LoOqR3el3SlUke8uJ3l+adh5aS7ENvINvI7LxfY+FviJqFjLfftgfB601+wga7/tzwzay6d4otrgosVob+5bUprnEe84tJJbckMwIIPym3yDb5Hc6D4h1LwFpWj+Ebj9tD4RaxNYKtrDdRadrl8AJJDMqSPaeIrmO1QA7UV5QFWPAwqBUNg2Pe9I8E/HTXtNs9Y0H48+A9Z0i/hFxp+q6T4f17UdNvYMgJLb3NtrzRTJ+7xuRiCRwRgYAPJPiV4t+JHwyvrfQ9W/aR+EVr4hnjEj6Jrdj45srq1tpNqQTTx6XdahLbxyMUQNPFErDlWOMUAfNN74J+3eIm8QeKf2xfg9qviTVLu08U2/hRLPU9a8LadfXYACa5fXN5eia0O6C3WWe3sPJV2jjEbPybfINvkdP4s0nxZ4z1rTPD/xB/aw+DPgfT9BWPSdP0fwBrOv6st/aTeXM0JvIb63h8PKRBYphlaR4RIu2KMK0wBqnQteXTv8AhVOj/tQ/s3+H/D904s7/AFnRtRvTrF+tmnk2aapb2l1baff3kii2jmjlvIvMKyuqFV8om3yDb5FLwb4SPw48R3kXgb9qH4K+J/F2qZh1nVPHWp69EY9St8LPHpWsLcXYtoXMQD2P2mRVa2XZtClAbBsfU37Pnib4O/DPTNQ0DUP2hPCfjPxfrVzeav4jvV8UJbeDYdR+13t7dDRY7u6mgtmZtQkluGa6lnuHPnPhdiRmwbGf+y46SeNPFLxuro2hMyMrBlKG7s2BBDHgg56L1zjnLAH3JQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHLeLfBnh3xxpsWkeJrFr+wgu0vooluru0ZLpI5YlffbujMNk0gKElTu5U4FAHlc/7LvwCu49SS8+Gmh3smryQS6jd3k2p3Oo3DQqyRqLx7gzxIFYgxxuqthSwJUEACS/ss/s8y6UdGb4S+EUsWlWZzBZzW1+8giMOWv4ZFu2BQkFTKQSSxBY5oAmm/Zg/Z+m0e30JvhN4PTT7WY3ERg09rXUDKSWJl1GF1vJwSeVkmYHjjigCPUv2W/2etU0/T9MuvhL4PSz0sSi0SwsH0mYiQsW8+4sXimu+XcjznkxvfGNxyASax+zD8ANdtdJs7/4U+Eo7fRFRLFdMsn0ORo0SKNVupdOeGS/GIITi4aXJjDHJySfoH6GVqX7I/wCzlqs9rcXXwr0JHs4YLeCOwuta0q28uKNYk329ldRRSvsVQ0jIXbaNzGj9A/Q960bRNH8N6XZaJoGl2Gi6PpsPkWGl6ZaQ2NjZw5LFYoIVVEBZmY4HLMxOSSaNvKwbeVjyrxh+zt8EfHuptrPiv4beGtT1aS5a8uNRS2m027vbphgy3cli8LXj9cNNvI3MR945Ng2M/Uv2YP2fNVgtra7+EfgtYrSBLeIWWlrpbtGm0r5z2TRNcPlFJklLuSMljk0AY0/7IX7N1xdW94/wq0RJrVBHAttfa9Z26KF2c28F2kLHbwWZCSAMk4FGwbFqb9k79nSe4+0v8J/DSSA52Qf2ja24bKHIt4Z1iBzHHzs/gHpQBVi/ZC/Ztg1L+1U+FGgG7BXCSXWtzaeApyFFhJdG0Cj+55W3HGMUbBsaVp+yv+zxZXcl7F8JPCE00sglZL+yl1S1WQMHDJa3kkkERDKCNiDBHGKAPQvCXwy8F+Bry6v/AAxpDadc3lstnOx1DUrtPs4dX2JHcTOsY3Ih+UD7vGMnIB3tABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfO37Qnxe8Q/Bqx8G+JYdKgj+H8viJLT4meOLrQ9S8T2XgHQi0AivL7T9Nvba7tbOXfcLJrCJeR2TQwefatFO01sfoH6HF67+174a0fXvH3h6x8Ia74nu/Bmq+ENE0y58PX2ly6T4p1nXfHun/DltOttSvWt7KG7sda1O1S8i8+VLceZHLJHPFJAgBxGoft4eH9I1LRPDmqfCj4g23izxVoWi+KPCPh+z/szxFNrWgX9l43uxOW0N7ySCUSeAtWt1gEMpZr7TZGMcUlzJZAH1/rXjJtJ+HeqfEC18LeLNcbTvBt54wg8F6RpBn8c6r5GnNqKaPaaWXBk1WTaLZLPfuadhGCSRkA8pP7SvghPGXwP8FbRe6j8ctDt9Z0OXR9Rs9Ti0KO60HWNf06XU4xslhsryHw/rNta3e0Ge4spUjiZYLqS0APN/C37anhfxF8LPiX8ZLv4feMdC8D/DCKwtNVku73wte61q3ii/sNC1Sx0XT7KyvpFEj23iXRFe6uZraCOe6kQuY4XnoAzbz9uLw/BfaFo9j8LvHGpa5e+PJPhf4g06HUvCFvH4T8dnxtdfD21tLi5nv1ivrWXW7eIfbbQzBLa7jmaPzI5oIQC1b/ALcnga6fxobf4ffE2e0+H/wob4n+KNQtdChvdM06ZfAlp8QzoMmoW8r2MV2dKvIYFlluY4pLxhAhZWWVgDufgh+1N4c+Ofi3xL4U8O+DPG2kHwjN4k0nXdZ1nSJo9DsvFPh6bQbXWNHOoRK1lLKl1rjwQGK4ka4/sXU5RGkUcMlwAep/Fv4paX8JPDFh4gv9J1XX73XfF3g3wD4Y8PaKbCK/1zxd4o1e10XSLQXF9NDaWcRuLtJJrmeVEjhilYCRwkUgB4z40/a88H+AfH5+HuveFfFBv9OXwhp3iXVNPbR7nStB8X+KPD3ifxJoeiKHuY7q/Mtr4S1NJL2CA28Lz2W59rXDWgBxd/8AtwaVpPhvxX4m1P4U+L7W2+H+jeI9e8a6cuteFrnVNP0yz0X4feIdHm09IbhoNSGoWPxG0U7DNbyW8sF1HIjBA7AHU6l+2B4b0vVvFegf8IT4j1nWdBvfC/h/SLXw3faJqFj4k8b6z4usPAv/AAjcOrXU1tpkF7Z67qdpa3r/AGqSG1An82RJojAwBD8S/wBrm3+FnxM0z4Xa98NfEV7rWteF/Bet6bcaFfxa3H/auvW/ji7k0+4tbK3kvBFbQ+ANcBu7eG6LyNbAwxRO88YBe8I/tRHx/wDFfQPAvhrwVq2neG31vxH4T8TeIPFJtdO1O18Y6X4N0bxhcaRaaVHO11C9rFrtjbXM11FGpmS4jiDCNZJAD64oAKACgAoAKACgAoAKACgAoAKACgAoAKACgDndf8IeE/FR08+KPC/h3xIdIuRe6Udf0TTdYOmXgaNxPaG7if7NKGiibzI9rZjQ5+UYP0D9ChB8O/h/aXepX9r4F8HW19rF/b6rq97B4Y0SG71XVLfUI9WgvLyZIA9zcR38UV8k0hZ1uIkmBEihgbeQbeQ3U/hx8PNbSKPWfAfgzV44IbK2gTU/C+h36Q29m149pEizwMESFtQv2jUYCG+uSoHnPuAOnu9PsL+wudLv7G0vdMvLWWwvNOu7aG5sLqxljMUtvNbyKY5YmRmRo2UqVJBGDQBgR+A/A8OpaHrEXgzwpFq/hnT4dI8N6rH4d0hNS8P6VDFNDFZabciHzbG3SO5uI1hhZEVbiVQAHYE28g28iOP4feAoJdTnh8EeEIZtZ0a38OaxNH4a0aOXVfD1vBHawaXeOsIN1ZRwRRQpayFolSNEChVABt5Bt5DrbwB4EsrfTbSz8FeErS10Z7STSLa28N6PBb6VJa3ranatZxpCFtWivWa8jMYUpOxlXDndRt5WDbysKfAXgUz31yfBfhM3Op+Hx4T1K4PhzRzPqHhURiEaNcv5O6fTxGoj+xOTDtAXZgYoAoah8L/hvqZ1Nr7wJ4Smk1q40S61qcaBpkNxrMuj3lnqGmC/mijWS9SC40+ykWKZnT/Ro1KlRto28rBt5WOm1vQtE8S6Xd6H4j0fStf0W/WNL7SNb0+01XS7xY5EmjE9rdI8UwWSOOQBlOGRWHIBoAyZfAfgafULHVpvBnhSbVNL0ltB03UpfDukSahp2hmGS3bTra4aEyQWhhmliNsjLHsldduGIJt5Bt5EF78Ovh9qSSR6j4F8HX8cr+ZKl74Y0S6SST7Bb6VudZYCGP2C0tLHJ5+z2sMP+rjVQAQyfDL4bSjxCJfh94IkHi4zt4rEnhPQXHicz3H2qY6sDb/8TEvP+/bz/M3SfOctzRt5Bt5D9W+Gvw515bJNc8AeCtZXTbC00rTl1bwroWorYaZaMXtbO2FxA3kQQszNHCmEQklQM0foH6F238EeC7PX38V2nhDwva+KXtorN/EtvoGkwa+9pHCttHA2oJCLgxrCiRKhfaEUKBgAUbeQbeR1FABQAUAFABQAUAFABQB//9k=)
Use the above figure to answer the following question(s).
At letter "D," the filaments are
a. | contracted. |
b. | expanded. |
c. | shorter. |
d. | longer. |
e. | closer together. |
| |