@keyframes rwdcur36167 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9klEQVRYhe2WTWgdVRTHf/PxkslLMpj41RrrQlAXbuzCiFVLaW1KiFCJvmhIF0qFxo3iQhHciFtREauGkEol2lhsEUFRu1EQFBWKIohWqEgxfUnt5JG8mUzmzdzr4s19777JvDabgIscOMzMveee87//e86Zi9V/65/AXqBDUxswU91c6erqkvTf7gNDQDFVJwNk88R1XWmPvSfpHPCBh4BrAFcDsqkgTNM06b/2ZjjwUhHck8AeWo9iU4/DNAwD27bp7R+A+18ogjGXAaEH10GYV9GNAZBSEscxQghwb4SdLzrQMQvspsmAzkR2LJu8Wfsrg+rp6ZH22DFJ5/YaIJva8xewDeinNSec9F2zbeSNC/Skqidz28oyHMeRYfGWAO/ck8BZbS5ONUqfAlhqzO5+A1ZXIQzh11d0n9dr65V9d7o+q9hR1/bzeOeeS4MrlA0Dy7IWkiQBoFwus+3xkxDH/D49TBiGBEHArvFlEAIKBTj/2qUGlD1vwjfPkjKgNoTyDWCkdGUzHkD09vb+Y43NEQQBC+/spy8NThxDrQZhyA/vDrG6ukoURQw98Sl0dEChwI8fPsrg4CDADo3JSAMiAGFnUMX6OUkpMQyDQqFAsVikevoQQgiEECRJQhAE7BidBd+HIODM8YMIIZBSMnjwuNqkkwbWqVcsY9Baarra3d3dl6rVavNwJ79CStkAUKvVmH9rL57n4Xkedz/8PiwvQ63Gx7OjlEolgDuBMKMNFhQD2VKxVdAbnj6DZVlcPLqPzs5O4jim/PaDDVDOxCnWKhWYn+eLmRE8zyMMQ0pjc2i+2nZTg/zmYruu63cdOo1hGFw8ug+AJEmwSyfq52+aLH/wCFJKfN/npgNTcOECVP5lamqEyclJgPuAIKOhlgvYaBnZgswwGjvte+pzKpcvw9ISf0wP14HYNu7IDBgGrK3x/fQw5XIZz/M4fPiTPJeNytLFzjGsU2GaDDzzNUEQ8PfrD7C4uEi1WuWO0VmwLLBtfksZiKKInaOzUKlAtcrc3ATj45/pQWNyeoA6gpa4gN3X17fmeV59oHQCubBQT65fXm5a7nq1XvtxzM8zIwRBgO/77H/sI/COKfrDK9Av2jKQJAnXHfmSlZUV5KkJfepeVJ589/y3avCuI1a9K0aRCg7NTNd1Yww4jrMWhqEau43WP2NWTOAn7fueNEBEs+xyd98WgBZQvxll2VINZV3pajtWQdVTb0jrFmWdq/apHJqZeR1A9i+nr9db8LpKyAOgFmd3qn/rol9WTM0m7/zXSR6tStb9udrY5d2WdBC55ackmwNZh+2uVnkA9HehPUVm7KoA8hxvFMDVbLdkS7bk/yf/AcH3wf/H9WcxAAAAAElFTkSuQmCC) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8klEQVRYhe2WXWgcVRTHfzM72cwuu5OaWmpp/cCHKvii+FKxYggxpm0olmAVJVsjfr3qg4o+iG/msdRYbBvFJFSLQmtFW19E6GNBBAVjhFpJxXSTzX5kZz9n7/Vh505uJhNXHwI+5MCfy9w9c87/nP+9Z5ZY792/Af1AXIMFmD421xKJhKR3rwsMAkkfdojI5pnjONI6+pGke7cLDAPbAEcjsqkkTNM06d2+Bx5/OwnOOaCPdvUq+abKYRqGgWVZpHt3w/7XkxD7VCOhZNBhhrAmXgesJyClxPM8hBDg7IQH37QhOQ3s34BEFKkohN+NJpJKpaR1dFLSvasJyAD2bb8De9bstc+GA6Q0JDWkIvyVjzrYa0gYtm3LWvKOCstzY8APGjcBeN3d3X8wMkO9UIBvXtS579D8csFu/wloNqFWg6tvqd3tQAPwVFx/xWokdl1jee5VP7l+4gVgxmIx8DE7O8u9R6ag1YK58cUgad9xMAwArp05hOu6uK7LvswbMDeOX7kyz88hAAy/RWGtAHAcZ75YLALgui6p4UlYXIRqFSwLbJufzz6JbdtYlsVdxy5AvQ75PJeP9zE0NARwj199zUfDhwCE5TMKWq5pZAohuPXly7RaLfJnDpE/n2FpaYlSqYSUkkQiwX0vXQLbBtPk+idPkMvlyGazDB2ZUnXE/djhg9iWIKSJ7mAJIZBSYprtptz52hVKxSIUi22d43GWv3qerq4ums0mvQdPw40bcPMmU5PDZDJnVY4NZ4nqQPiKBFLkTh0InNPpNJZlsfDZUzQaDQzDwBm7SKvVgkKBqyf6mZ+fp1QqkcmcJxwryozQj0H1PT09rv3sFwghyJ4cXCXx3Je4rossl5k/fRAhBPV6nb0jM7C8DPk80x8OMTo6CvCIr3sZqPirOgeeLkHYhGEYLEwMAHDLC1/TbDapVCosTAxQKBRYWVnh9oEJ8DwQgu8/Pkyj0aBWq3H4mc+DOKy9euvMCidWHZFSsuOVb6nX62RPDgZXa+eBU+0zUK1yaXIYKSXxeJy+Yxf8CILvLo7R3z+Nn1RBJxMUbUSRSqfTTdVaRmbwymWoVPjlg8col8u4rkvf0+dACOjqgj/fX337/nfhx3cAHmL16lV86O0P5kBUV9QsTwJ/Bb/sG29PuGoVfn1Pf+dRraor/vqAn0wl1mdAIEcnAuqzrPCT5vewllRo0NsdNYA8OkhgbkAi6sumAnnaqpNQCcPJAwLhQ6hMn4r6s0puhXzD1evPXsR+YFEEdIdgZocImCH/KCnCiLyGURIo6/TPRpcgTKDT3r8ioBPRCel74aDrWhyV9L8SiCKzkf1jsi3bsi37X9rfGgW5pN8d+2YAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur36167 0.4s linear infinite forwards;
}
