@keyframes rwdcur207265 {
0%,3.4714285714286%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5714285714286%,7.0428571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,10.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.714285714286%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,17.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.857142857143%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,32.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.142857142857%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,39.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.285714285714%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,46.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.428571428571%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.571428571429%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,60.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.714285714286%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,67.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.857142857143%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAB6VBMVEUAAAAAAAAAAAAKBgMAAAAAAAAKBgMAAAAAAAACAQAYEAgAAAAAAAAAAAAAAAAKBwMBAAAAAAAAAAAAAAAfFQwAAAAfEwwAAAAAAAAWDgcoGw4AAAAWDQcnGQ4AAAABAAAAAAAAAAAAAAAZEQkMBwMAAAAAAAABAAAlFw0cEgoAAAAAAAAAAAAAAAAAAAAAAAAEAgEAAAABAAAXDwgAAAAAAAAdEgoAAAAAAAAEAgEAAAAAAAAAAAAAAAAAAAAAAAAAAAASDAYGAwESDAYBAAAAAAAAAAAAAAAAAAAXDggHBAIGAwEAAAABAAADAQAAAAAAAAAnGQ4IBQIhFgwVDghzTSyCVzLHhU2ZZjsTDAc6Jha+f0kjFw2BVjK0eEUBAAAfFAzGhEz4pmAXDwjKh04RCwaxdkT3pV/Jhk4pGw+lbkB5US4MCAQoGg+WZDo/KhhwSyv8qGEaEQrflVaXZToLBwQdEwumb0DmmlnZkVR6US8DAgEKBgMlGA4cEgoEAgFrRymgaz59UzC8fkjgllYQCgZLMh1+VDBvSiuibD4ZEAkOCQVtSSpqRympcUEzIhOTYjn+qmLAgErPilAAAAAHBAI7JxZxSytNMx0CAQAYEAn0o17/q2Oyd0UFAwEkGA0rHBBfPyQNCAW4ifZQAAAAU3RSTlMAAGKvgxiZEkCXyYsoCmCVYBhyUuEm1YcSv/NGw+mTcDwsAtGRIkhu489QGiYELFKNBmTLAlzRflCLocmfxzoQELuPu3oaHDwIw5+RWHx8WGb3nSsUWl8AAAAJcEhZcwAAD2EAAA9hAag/p2kAAAGFSURBVFiFY2AYBaNgFIwCgoCRiZmFlRID2BYtXDCfHczk4OTi5iFVP++8uXNmz+IDMflnzpg+baoAiQYITpk8Z84CISBLeN6kOXMmTphKqhtE+vt6p4oCGWI9c4Bg4jRxEg2QkOyWkgYxujpBBszpkCHRADiQbQcb0CZHrgHyrS1A/c0zFYjVoIimUkm5tamxoV6FWP2qU6aooZmgrlGnqUWsfiwGQIG2ji5xJugpYBPVr50ypcbAkGh3oAOj6qrKivIyYxMy9UuUloCisrjblEwD+IoKwYmhwIxMA8zzwfrn5OUOlAskciBhsIjcMADGQnZlRRb5scDAYAFKB5ZEpQMra0as4qzEpkQbWwwDWO3sidOLHTg4Tpky04l83zM4Z2akp6W6kK3fdUoKMAZLkknX6aYEptynJAENSJziQap+zykJiiDaIT4OaEBsDKn6FeKjo7zALO/IiPCweT6kGqA6JbTOF8zS9QuZEuxPqn4GhoDAIHYYm5d07aNgFIyCUUBvAABBXW8PKzH/AwAAAABJRU5ErkJggg==) 15 15, auto;}
75%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,82.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.142857142857%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,89.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAB5lBMVEUAAAAAAAAAAAABAAAhFgwAAAAAAAAAAAAEAgAAAAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMBwMBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcEgooGw4CAQAAAAAAAAAkFw0AAAANCAQAAAAAAAAAAAAAAAABAAAAAAAbEQkpGw4kFw0AAAAAAAAAAAAAAAAAAAAcEgoAAAABAAAAAAAQCgUAAAAFAwEQDAUAAAAAAAAAAAABAAAAAAAXDwgAAAAAAAAdEgoFAwEAAAAjFw0HBAIAAAARDAYFAwEAAAAAAAAZEAkAAAAAAAAAAAA5JhYOCQVjQib5pmDgllYgFQyjbT/SjFGzeEU/KhgVDgjzol6bZzweFAsnGg9NMx0KBgOrckKibD7VjlIHBAL8qGFGLhvRjFH+qmJfPyQ2JBQQCgYJBgPlmVg+KRj7qGFtSSooGg8WDghLMh3TjVHjmFhsSCkFAwEqHBATDAdyTCxTNyAbEgqDVzJzTSxvSivsnls1IxTdlFUPCgX4pmCxdkQIBQMZEAlwSyv9qWLtnlwpGw86JhaEWDMYEAkcEgoBAAAEAgGcaDzLiE4CAQDrnVv/q2MfFAx0TS3un1ygaz4MCAQDAgEUDQcAAABgccFuAAAAU3RSTlMAJgRy7Q40BpkEbkQScDIqZjI6DAClajhkKJ/Hocl0z+2XHg71RKcCUHZAXnLN7esGAihCQtdAXCCzGpm5RioibhDFFEjbkzrzkwi3kxAK0xJ6XhhjXlAAAAAJcEhZcwAAD2EAAA9hAag/p2kAAAGQSURBVFiFY2AYBaNgFIwCegBGJsr0My9kgTFZ2djJMIBj4QJOCItr/sJ53KQbwMPLB2HwL5w7Z/Y8CvwjMGvmzBkLBck3QGj6tJlTpwiTb4CI6ORJC8XI1w80QVxCkgTlUtIilNjGwCAjS6EB2AG7nLyCohL5+pVVJs6e0D9PlWwD1Pp6Z87s6e5SJlO/emfHTCBob9Mg0wClha0gA2a2aA6UC4Bh0AwMgybiwkAdixgwFhobiIsFrb56bSzCTDq6esSlA/262hoDVCFDI2MSkhCmASZ9C+cvNGUk1gCz6knmqPqrKit6ystKLYh2gyEqr6QYFINFhZZEGwABVtYKNrZA2m5hATgNdeSTlknt83IbcqY7MDBwV2WDDcha6EiSAU6ZGTNnzk13ZrBYmAY2IDWPJP0MeSlATRnJLgwMrklFQOacRDfSDEiIB+qKm+/OwCAZGxMdFZnoQZoPGDwjwmeGhSZ4AZn23ukLQ3x8SdPP4OffGdxVKgThGAaQqBsERFwCg3jI0DcKRsEoGKkAACkacSc8XPTkAAAAAElFTkSuQmCC) 15 15, auto;}
89.285714285714%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,96.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207265 1.8666666666667s linear infinite forwards;
}