@keyframes rwdcur159315 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHEklEQVRYhe2W649UdxnHP79zmTM7M7s7O7MzszeGvcCyLNC9cAkVbAGp0pqUNmhI1BijiWmaGn3RpDWkibY2KUYbaV8YmzTiCysNtQFiIBpCo13uFLksC7tcdpdl73O/nXNmzsUXpoZ2K2jqO/n+Ac/nk+eX3/M88CAP8iD/7xGft8A3azu8dRF/VGAreb2SKhQqRks8Sktno/P8Hw+U/6cCz7V0UyqXG4yyuUmujzzevLyrKxZf2dqwKBxUvaoky6I0P5swSvPzGKm8lZi6NZKfnjhSHarZ94tzp25/LoHv17WF5M6WPeu3f+2p7rb+QDiyCF8ojEeWqK4XyAEPlmmhGxK2DpJpYVsFEtkZBv582Dj//r63lvYve+lH+97N/dcC3wi1fTm2dtObO771486OeCP+GHhDCmZBUMqAPmtTyksge5AUB63KBsth+qaKnTOIxtKMVy5x6He73/PM5ne+PnrB+bi2fC/wD9t7A8v8kd19m3fteXrHM5HFXVFiPTKmIZO/bSG7Fvl5FVfWUKpUFE0gqxKuKyN7XNp7dGzJw+y4hjQRoGHLkq7RSwPm6dmpgfsKvLx160OFnP/whs1vPLlx2yZpUZ+X6iaJ7HUDn9/B63dIz2lYtgeBA0LgOi7eKpPqRhtfnYNaqxBqk4l2KXgaNXxpv7gydq53+8qlR44OD8/92yf4yeYtTemcdnZtz+tNPVvbad/oYOQEmXEHLSDhOi56QcbIOJglgVWW8XgdWlbYRFYp2CWLYlZgpV1svYxpyWSnBaGaHOVggd+//fNbheGhntdOHy8s6MCrWzYznSru7et9ed2yNT10rbWZuwma38a2ZcplFT1lM3tTxcgJKqagYkI+ITE5eAanqFFIBtCzCqahIDyCYNRibtxDfqyINSWIb2iqO3fy6MUzE3euKJ8WyGX1/kh8+1PNTevoWmdxZ8ilfqmNx+uiLHLR83lGjqXwBuOU5koUJkcpp8aQsHA1H9n8B6x/ege+kI0/At6AoFJSiK9yqKR8OFaZOdkPRiUKsECgoJs/6G7cInU/Kpi75aBFBIHFGpWSizltcevsBcqJLvKJM0RndrPYfwG1xYclBSjMTjHqe5FFq6GYFuTHHJKFMtlcFanbMmVdojBS4YK63/EL/6UFAq995XHvjOtua18aRVFs8Mo0LYfE5QolXUXWvKRmkhSKw7QXnqX00MMcvNpNciJFSatmWUcPG3q+xPgpcBUVSRZoNQJZdwEXWRFosRwXT35kJeXMDQDpbgFfuDbobWmqaV9dSzHnEovZ3Pmogj/sICQJ15FYsnY9hjjA1MpN/PbQWXLpLFVKhP6mx9i48SUiDW14AhAIWdTETDx+F6VioXpc7KxOpuoChYCasW0ns6ADllHy+WrrPcEakIXg5qBCfatDVbWJkFwkYdLcG2Jn3ytc/+sdnmn+Nv7aOiItIaqbq/DWykgCzCKYJYdSUlBOWLhmGtVOMzGfg1U3yZeLY82NYWOBQD6jE/R6ELLG8AmQqmQqhsPkDT+y4tDUK0hNSFSyLku+2IbmB+x/flEzaZO+5VLRXVzFg2U6JEYldMfk9qk3iOvv0mrBcNM2Jz05/uszH046CwTSEwkaO+uYH8zjlmuxZYfpYZVQk0XbKoeZ8y71yxQMTZAccbBMgcdr4wsKXFmmJmpRNmDymkMxKWGVbaaMw3wh8D7BmI87WhfvHL80pHrVdz5mfkKgcXlLZnL0Wm5ujRrK5SSCAYFju1SrBk7GRuDj8kHQdYVQi4uiuVgVhVJR4DoOhXmFYkpBSA5WxSWlXKJzfA/N7TXMZXz8asZJOYXi94aGxv61pj8xiI4Oj+j9mlbSW6QnImIZRiLN2Mh7xFvDTIyHmRwSJGaTWLk5hO2hlFEppFRyUy5Xr1+hkp7GW9VAOVvmtn6ChsxP6W+1mDXCvHoqmbg8NvWdc5eHP7ibuWASPtm34vz1gYGoFS/2ZpzjUvf1XzKYakKJLebGzF6qk68Q7RshMXWEyWszpMZhKvd3wumfUWWf4OoNB71ykA2tB+istjk76fDCwPzYlZn0V4euj//t07zP3AXPd/RQqJK2jncs2v/cI2uD3sNvUXRllq9upH7NCoTiQTgyxYlp5mfTVNfHiLW3o2oKenISKjoj8xL7LqeMAycv7G0IB3cdPzeY+izWPe+BnU9sfGRCF29/97GNS3ryE9ROX6audzGeYDXlZB6h+VGFRKVsYVoOidkUwyLMX+5krNODo4eLueILt8anrt2Lcd+D5NG13cFcqbQr2tH57MNrenxdE1fxNjaD7MGeG6NgK8y4MGxSHrw4MpjLpve3xWN/ijfWDf3mD8ec+9X/j0+yN1/8+vojx0caVJXN+aLZeXs+nwvX+vCq8oxpWR92xhsGMzlj5NCxc/eFPsjd+QeVj1HATRXQtwAAAABJRU5ErkJggg==) 16 17, auto;}
10%,39.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
40%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHRklEQVRYhe2WW2xc1RmFv30uc+Zmezxje+yx48RO4jiGYOeGoEkhSUMbqMRFaYVaqqpqXxClah8qQRUhFSgSVC0q8FAVCZUKBYJAFYmqRK2ioJY4CUmgTuw4sZ3E9/tcz1zOOTPn0ocqVcApITRSX1jSlvbLv9bS+vXv/cOX+D9D3AySt7as9a7cv9N7/qZw3pD44onMf87VZj4PlJthYrQv8IVrb1oLLtQ+Qmdm7w23QLoZBgA6M3u/UN3/3IJHalb6e+fV5QJHyRuV9I3W31Bcj7d0USqXG82ytU2uq7+3eW1nZ7z11hWNy2IR1a9KsixKi/NJs7S4iJnO28mZy8P52clDVdHqfb85fWLiWpw3lIDTHHvj7ge+9WBX24ZwrH4ZwWgMnyxRVSeQwz5sy642TKnaMUCybBy7kEjm5rYd/evBp3+sm6+u3rDmqZ/te1u/4QS+G237enzztld2f+8XHStbmwjFwR9VsAqCUhaMeYdSXgLZh6S4aAEHbJfZSyqObtIQzzBeOcuBP73wrm8+//CLo33uFW75s4R/2t4TXhOqf2H99j0vPbT70frlnQ3Eu2UsUyY/YSN7NvlFFU/WUAIqiiaQVQnPk5F9Hu3dBo7kY35cQ5oM07hjVefo2aPWh/MzR69r4JmdO28r6KGDW7a/fP/WXdukZev9VCUkciMmwZCLP+SSWdCwHR8CF4TAcz38AYuqJodgrYtaoxBtk2noVPA1aQQzIXFu7HTPA7euPnR4aGjhv7bgl9t3JDK6dmpz94uJ7p3ttG91MXVBdtxFC0t4rodRkDGzLlZJYJdlfH6Xllsc6tcpOCWbYk5gZzwco4xly+RmBdFqnXKkwN7Xfn25MDTY/fyHvYUlCTy3Yzuz6eLr63ueuX3Npm46NzssXAIt5OA4MuWyipF2mL+kYuqCiiWoWJBPSkwPnMQtahRSYYycgmUqCJ8g0mCzMO4jP1bEnhG0bknUnj5++MzJyalzS6ZAzxkb6lsfeLA5cTudt9tMDXrUrXbw+T2UZR5GPs/wkTT+SCulhRKF6VHK6TEkbDwtSC7/Pnc8tJtg1CFUD/6woFJSaF3nUkkHce0yC3IIzEoDXGMMC4b1k66mHVLX3YKFyy5avSC8XKNS8rBmbS6f6qOc7CSfPEnD3AssD/WhtgSxpTCF+RlGg0+ybCMUM4L8mEuqUCanB0hPyJQNicJwhT71HTckQmeXGHj+G/f65zxvV/vqBhTFAb9MYi0k+yuUDBVZ85OeS1EoDtFeeIzSbXey/3wXqck0Ja2KNSu72dL9NcZPgKeoSLJAqxbIhgd4yIpAi+ucOf6RnZKzF+FTf0EwVhPxtySq2zfWUNQ94nGHqY8qhGIuQpLwXIlVm+/AFO8xc+s2/njgFHomR0CpZ0PiHrZufYr6xjZ8YQhHbarjFr6Qh1KxUX0eTs4gG+ijEFazjuNmlyRgm6VgsKbOF6kGWQguDSjUrXAJVFkIyUMSFs09UR5e/ywjf5/i0ebvE6qppb4lSlVzAH+NjCTAKoJVcimlBOWkjWdlUJ0Mk4s6rLtEvlwca26KmUsM5LMGEb8PIWsMHQMpIFMxXaYvhpAVl0SPID0pUcl5rPpqG1oIcP49olbKIXPZo2J4eIoP23JJjkoYrsXEiZdpNd5mhQ1DiV1uZnr89yc/mHaXGMhMJmnqqGVxII9XrsGRXWaHVKIJm7Z1LnMfe9StUTA1QWrYxbYEPr9DMCLwZJnqBpuyCdMXXIopCbvsMGMe5CvhPxOJB5nSOnmz9+yg6lffvKL5CQNNa1uy06MX9IVNalTXJSJhget4VKkmbtZBEKR/PxiGQrTFQ9E87IpCqSjwXJfCokIxrSAkF7vikVbO0jH+Es3t1Sxkg/xuzk27heKPBgfHylc0P/EQHR4aNjZoWsloke6rF2swkxnGht+ldUWMyfEY04OC5HwKW19AOD5KWZVCWkWf8Tg/co5KZhZ/oJFyrsyEcYzG7NNsWGEzb8Z47kQq2T8284PT/UPvX6255CW8f/0tH48cPdpgtxZ7sm6v1DXyWwbSCZT4ci7OvU5V6lka1g+TnDnE9IU50uMwo/+TWOZXBJxjnL/oYlT2s2XFe3RUOZyadnni6OLYubnMNwdHxv/xab1r/gU/X9lNISDtHF+57J3H79oc8R98laIns3ZjE3WbbkEoPoQrU5ycZXE+Q1VdnHh7O6qmYKSmoWIwvCixrz9tvne87/XGWGRP7+mBa25Ln7kPPHzf1rsmDfHaD+/Zuqo7P0nNbD+1PcvxRaoop/IILYQqJCplG8t2Sc6nGRIx/jaVtT8cGD1Y1ItPXB6fufBZGtddSO7e3BXRS6U9DSs7HrtzU3ewc/I8/qZmkH04C2MUHIU5D4YsygNnhgf0XOadttb4X1qbagf/8NYR93r8n3snfOXJb99xqHe4UVXZni9aHROLeT1WE8SvynOWbX/Q0do4kNXN4QNHTl9X9EtcjX8Bh4xo+tBj0LkAAAAASUVORK5CYII=) 16 17, auto;}
70%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur159315 1.6666666666667s linear infinite forwards;
}
