@keyframes rwdcur148273 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 7, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRoge2ZXWgcVRTHf3d282GbptsSlZoo/ZKiqdEErajNPqQtImmCCIaiL0VoUyyC2IIYQfFJhAi+iJhIDUiw1BiQ1oeYUiQBq9ZajRGioaaUpDGtMUmjJpvMzvVhd2fnY2cyH5s+7R+GuXPvuef8/3fOPTOzCwUUUMBqIQaU5+hXbjWRoKgCJFnCFcAbqxlQWo7Q/hKjzRk/G2PlRUa/d+XBP5BdnZTjTsMRToRMjDbr7XuqYtNTF58yjl8L4duEbD52WkbCi9Ax8u2r7rFDwN1JSBHqhiP8e+M0kYXzxm6pCGRRVCSBsqC+M4j6sC0D/vFgJxOjzagbjoBUic5+ZBo88fY2AF547TIe/blCGAPb0uiQzcZGdqUAi783I9Ieunt+Tbl9/TJJjSJA9U41N4x3QHDIIMIL+U6cJaRnxh44w9zwfp08QFID8kDeiaB0GcvaWO+WC0qOCj54ayugp46bb18I4shMfqUkSke47SWFhUUtaExHhC9lYoUDQMLC0brQoXLBTxUqBRbowF9hNQpZBXgVEANmADjsw3uHoV286GOid3gVMNPS9g5db76Sc7Ctd9DW9+ngEFOHX84+4ZdKgzFcAZ5TqKpmFye/H1kVEmHgWYAmJUPjN/IR07qDQu2QW/NxMfJw6nwsfc7fW6/3O/DT2KTruJQSIfJabozCHB17FSC+bnve/0p1OPT/9ojh4oJvt0b4eQ4IQDqS8gspIQ93zI+AFFSgKHRcL0gt2Aqb3L+AF4Nw+SHIpAzKgZtOg/4FAN+cH9Lb5549prdv/jnD04Mn9Oumxgb27mnUN3dPbzeqmn6LFiKVRs54Ln2ew+Uu+C6jB1oO8vhjNaY+KSXSQqapsYF9e/ebyK9Zuw4PVVNJG3XHz8aJn41DxHlSoOeAVcT81CzzU7M28hn09HZTXVPH2rL1Zke5N3Gyvq8+RTyNeJ+zCN8CTp7q0kXsfqKWhs/epV27RLt2yZW8H4iIXZiTCL91TG6q3MzkxBUOtBwE4FTPJxxXanWDq8/sBFLEAapr6pCahlAUrk9dZ3JiDI6nnwPtF6wcosCyMWB9f72ehgNPDkDSzDnQJq6p3cXpLz9nWV0iWhTlPX7JDn6RbWdWPkPeBDt5gOXdlQ8B8PFAHwD3brvTlE5WBBIAsH3H/UGnOpEPhEACNE0jEol4tretvgv5rsGvbBXNDYEETP81TcXtFSiKuQb8/ON3ADxY96jel4O8G8T2rXeY2Bv3gBACokipSn0BAm1iELY3z2vjfwA0AWdSdlsQQthWc3JizDWuiAoZ78ud839fKQFguLWfjIjAe8BILE1qD3Auw2NyYkxuqtzi163+h0iG7MbNCf16uLU/FVuV+ttYYAGrAaU0Olf9fgMzV6VOdueH+0w2xvSBAAJ2FM+iWNLH6VPnvpJZW5/bZ5GWUI2rLACGW/ulVYQRgX6ZW1dsrkDzS0kBrAH+s9rmmH83MO4noIgKCfbVL6CAAgooIDT+B7bKbLNRFVCmAAAAAElFTkSuQmCC) 2 7, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 7, auto;}
}
div.testarea{
animation:rwdcur148273 0.66666666666667s linear infinite forwards;
}
