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0%,19.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHPElEQVRYhe2Xa2wU1xXHfzM7+17vLsZ2HAuMwcUmBpuHMS1JSKAF0USkqSy1tQilBdImQpFStQpE+Rb1Q4SgTauiqq2EmqRIWFHlSnkUKAhoQRDAvIyhXoOLXxivZx/ex8y+Zuf2w9oUsA2Jlapfej7NnPmf8//fc++dcy/83/7HJk030N0cKAFa7nEd09pqr3/RPMp0yL3bgz8XmVy5GYq8LDKjSIrjGDbfqenk+sICvNuDu8xEagdGBqHdhkzsHwLe0E+2XAZwNwfeAuZgGtiC5yiKXLvSH9jz22kJcDcH1gLFWlvth2Pku824/prQUoh4L2Tj7cDr+smWy+7mwKvAemC1SA76MY0IsA0YfhjHlAK824PLRc5YZ4aTf7zH/XWRMRwIAdk4wPAY+XeBnaTUKmFokImBMF+KntlyKPow9qkEeLcHa0TWeF8k06e0ttquMd8uM6bXYJqI+K17q/QtYDcptVLow/jit8g4il+MnNl2yLWqtQbYB1CkB7EnB3b3B/Z89Hkq4AFRJxKhCteq1qv6yZa9QB1G3oMAcskCyuZbDawgHS4T2h0QeeSchkcPnkuvag0ADkdOq3QlegGxFzjxINGEbejdHiwTRr7HDCc9pMKIRF/aUlmXFng8IpVTAIR6qQC2z0DyViH0IGhD+BJ9WFMhQMRHSxZ7fZFrIASSyL8H9ACDwHv9gT13+eRJRi8DHoQASQbJ4hBC+EFSsIzBZRtY3UjeKkhHQBvCIvJIZg4QAF5/6AqSaSCJPIAN+BWwEtjwqClouPtk9yMJE6EbbGxyUuxT+KQ9Tq9Zi4jdBDN7F+rW7qBkRllUlMFmMWnXSpBz2vjnjUASKHmQzPKgw970xk1MgdDHkjvcvPy1EnZs8vLiM05ckoXDXSlEbACMFEgy1kwUeyZKkydCS2M/a5YbhCK19KUEcj6D3yNTXmJtRIgntORwwGG9Y3e73QO6rucnm4L758Np43tr3VSUFYq1eYMb2e8qfMwlQQ/iSEdR0hHmepNI3oU8Xj2HH63r5BvlVvwemeVLHmNF4yzKSwxmp268vdAwDvuF+DFMvgbuM5HNcyWQYTRhAnC+M4OpZyfF/rm/lJ8eLeWDVhsNK6p4enYHG9bX8+TKpdTX11NVbFIdu8K8aBQZfgOTrAGhpcFuLbwYKbBk2HHQggAqyqy82xZDJNJTCrZpQ/wuvIRXghexKApz5pRTU1ODLMuE582jM5W6Dz9BgBm8hVRcCfk0IhvDaWQx44PsaJuDPKMYYciF3eGuAG0IR07jeW8/1RV9nA+Wcynm4CfrZ9J17jrpuIXengHmz69B12OEhocmCJ5YAX0EIQSSs4xmV5zFlsNcic3lL3oZwi+Q7FaQZCSbF6EN8bx3lO9vWca8WcuZ/+kh0kdkNrXUY8//kmx7kAP7jjNvbg9uWWf45JFHC8BW9Nwql+Xgxoo/0dDoRtfS9B4yENogZsSJpNhB5BGJPgBWPulhaVM1VjlDwxNFVHZIfPzJcRbWLSFuWpk728bZ8xdRRvqh+8KjBbz7WOvloiJY8c2nKG9o5PjBsxxP+pA85fgGTvHWDxZht1tBzCQYSuOUdeToBaLDKv1dfXzVn6S64TWsDg+qmmTNmmdQQyqLv9PE7Hd2YlP/TsdfD+Btv9EUOBGaKGBPaieyltJde//lWu0/hTWXpM+zFF/0Gm9uqqJx6VdQlEKYEJBIVHOp8wSZQDsjt0PYZIHDZsfqsFNbO59kUiMajeBwOpnl6OG2sw7TXseyWSODk1bgRlvdsPvbV1fhrLvQnWuAdBjJ70HkvGSyEoaRx2ot7BJJAp/PR9haTnAkX1AE9Ny82bugYYmZy+W41nnV1dVxqdznthFq7yN8bh92qzwoS5IBU5wJfU99sEzYZ1zI+6pB+s/PUsR72dXsY1FdJYjMXX8ioRG78Cmipw1gCFi6ef/Zka2FHrCJsZYMECgupttiaVRV9eKkFQDwhTrI27wkkTC8VSCPjdhbxZtHQfrwM+wjR/AxzEy3xvpn11GrJMfDXxgjV4CWIlne55YkhvN5sg4HJnRT6AtMKQAYtWTjHzmjXcStrgWSs6xmXASAKF5I2jefKuOfNFYOUppVEcPHAM4Bo2OwjR5Zfv9piwUncMBmY8Dh6LhpsWxTVbV7PNeEZgQQC5+OxsKnW5PDf2u1VjzXKylOHTNXgqz4kGQQJnJ2lJSe6q9/PHvVbctX5kOdpxxWy6ub95/t2gotDtj/rKJQLctcVxQ+czguXleU11VVPXMv1+e+F7hWtW6SZixYiOLknhPvtcU1cVc4PPT7GzfOvqKq6h+2wg+BX7tk2fuM3c6gzcbHsny5U1F+pqrqsQfzTvtiMm6lpaWLgLXA0RdUdQXwDlA24PeTl6TBq4ryC6BjMvIvRcC4bYWtQz7f2ylZngVwXVFeAiKqqh56WNy0bkZT2OmExbKl21JYVqqqHv0Sc//37N/xGCUkstTydAAAAABJRU5ErkJggg==) 16 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYhe2Xy29UVRzHP+e+Zu6dZ0tDIcUqEBzxgbLRGK073JgYWah1qwTFx8ZUDf4BshAXJrpx4UpJNYSVJmyMQBOMG4MKiRURrFCgtHRmOvf9OC5umc47Fd3pdzNnzvme8/ue7/2d37kX/usQf3eCNTE9AkwOoHzkzAwavk0B1sT0FFACNgH7BlDfAxJg1pmZ/OxfEWBNTB8CXhf5LXnZuAyaBboF7iJkN0DsQuh0TpsDjgMnnZnJI7clwJqYfht4VBTvelI2Llti+D4IG6BooOgQucjIAXcJkqDfMpeAd5yZyS97DaoDgr8JHAR2i/wWXWTKoBqgZtLgQgU1g1ANRKYEkQNJ1LWOGdTLxdr5R8rDD/9eWzo9uy4HrInpV4BDQFmUtoFR7EddQxKClMib55pd2dAmV7uASN1ZAJ6fmz18onWa0iO4AmwU+S1lMbJrfcEBFB25crGty9ctqsP34ufGADYC5fHKVBunbWVrYjoLvAp8gKIhiltBz6eD6qrWOBmoQ948B3GaD9mwQa72G6L90TwFHJ+bPZxAtwNPpMF1RGG8GVzoKi8/VubA42WE1jdtUm7hzmbb0/M4xW1I1WilfE3qBgBaz1WMYnrUAGFovLunxGvPFlAUKGTh/W9ryCDu7YCz0GyrSQRCEBkldPdGT36nA3sAiFyI/dUdmezfm8fMCjKG4MWn84h8tudiQHoibgmQEYa/DEKQaGYr7bl+AtIMUTQQqTnSC/juR48glISR5PufPaQX9hUgV4UDSKEQqyaxaiKVNrM/vNXo/QiCOmTKoGWRts8Ln1b5xJEoimDf51Wk07foIMyNSOd6878W2WjuYl9+bwEdkLbP/iPLgEC6/YNLez6tB7fEyAQR9+cPFCDdGwjNbCajdPvb3oS/3DyCALHQ8HKbMdRM3yTs70DkIut/IEpbQe2fdADSvorIDrf1ZSIHa2UOAKXjnmgM3dNsd1XCNsQeyARZPd+zzq/x/JQTr7kUqCaBNYoaNroeQ9SyoU4HHMBq7ZDVX1dr/FlAgGYirE3IoJ5eSs41kBKQa7uSCUZkY9Z/79IqhQpQb3I7xvd2z5BrvzKB0EbWLoB7A+z5tK8luJpElKu/oK5eTp1ojDxIZOQr/Rz4x9BjD1Awa927ByA/hjCKzb+dDizocfCD0VJM1oNM5KDKtDTnahcIzJGevNgoIusXT8jlWe9WX9vNEs4dvTZqbQ9QjWcCPU82bCCFghSpTkUmZMM6CBUj9lCSGFUmWM41tMQn0nJY9jyaX+0RvISbGzvua9ZLzsxks1L1OgVnlNg7kYlcFBlh+UsoMibvLaYC7KvosYe58ieWfQU9bKQuNK6Qc6/Tmg+tCMo78Mo7PnZmJuda+7sEzM0ePqO7i2+Z7vVTkZpF82soMiFjX8VyF/BzmwjVLIlmovlVDH8ZJbKbInohGtpBXLhjWlijZzvHel7utaXT80Olh35SZbRbDe0xPfZQIwc1bIBQMMIVlNhDiQOU2Ot84WhDXNqOt+GBo3525KB9rHKxc3zgu9Z4Zep+YAT4gpaXiPUgNgq4QzuRhfGvgszQG/axyqVevHV9F4xXpu4GTpJ+lAyEVHRW0lJ7KrBGD4ji1qp9rDLfj7/uL6PxytQwac7sAr5pHXNK2/H1AgCl2vnNN4d2RkDgzEzWuxb6Hx34C79M9RT+QAOrAAAAAElFTkSuQmCC) 16 16, auto;}
}
div.testarea{
animation:rwdcur170359 0.25s linear infinite forwards;
}
