@keyframes rwdcur105665 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 26 0, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 26 0, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 26 0, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAER0lEQVRYhe2WT0gjVxzHf8nMmKBNHMPEJiNEicVNbQ+NkSK2lNpLt6EUhBbEteChhwWLVHOSSk+FHorBWpJlKwglh7bEgxVi0Epy0BwigWRNjFR3JWWyoxuD0SSTfzq+HrZat85okmpP/cIc5v3e+32+896b934A/4FisdibMzMzz4Ri+G3Dw+HwK3t7e4t37rSRQnHpbcJZlu3IZrN+k8lE4jgh2OfWDOzusvonjx//2tnZqcJx8YmuaAlomm7J5XIjgolw/FEymZw5e/d4vG9TFAXb29tgMBhEc0rKhatUqp+Ghobo/v7+d4Tiu7u7bG9v75pMJnuQSCSWAABWVlaGZTLZd5lM5lQqlUp7enrK5l2CMwzDJ5NJJKZCoYBYlkUOh+MPjUbTBQCwsLDg83o9mUQi0T03N/djVXC9Xo+bTKZwqVQShV9UsVhEU1NTqa6urrZgMKhfXV1946r81+6BVCrldLvdr2ezWcE4hmGA4zjwPA8nJycAADAwMECGQqHfjUZjdVN+Jpqm9fX19SsAgMSet7q70Q8PH6IHdjv64O7d8/a6ujqk1Wq7rmNgYgGNRtOWz+e/Pzo6ek+sz+TkJKyvr8OjUAh0Oh283NgI+XwenrIsHB8fAwB8RJJkiOO4nYoN1NTUfJJKpb64yv309DT4/X5YXFyEg1QK1Go1KBQKyOVycHBwAKVSqQ7DMLpYLDrEctzYURwMBoHjOHjVYAC6qQkOj45gf3+/+oQqleo+XLH28/PzKJ/Po62trRfaaZpGHUYjam1tRXK5HCmVyt+qMkBR1H2ZTCYIdzqdqFAoIIQQOj09RdFo9IW4UqlEGo0GKZVKpFKprjQg+pvo9fqaw8PDCYPB8Hltbe15++DgIPT19QFCCHieB4lEAgRBwMbGBoyM/H1KSyQSCAaDscbGxtei0WiuqlkgSfLbzc1NwQPH5XKh0dFRND4+LnooabXaJ9cxqt6EZrMZzGZztcPPdWvXcSQSAQzDfr4xAz6fD9LpNESj0UsxjuMgHA4DwzDAsiwAANjtdojH41/emAGHwwHpdBoCgYCgAZ/PB7FYDBiGKTdlZQYsFgt4vV7BdW9oaACj0QjZbBba29vB5XJBJpP5tCIn/5Rare5bWlpKnV3DPM+jdDotuuNLpRLK5XIIIYSsVitqbm7Wl8MRnQGe50m5XE4SxPNiUiqVgkKhEE1EEAQQBAGzs7NZp9P5PoZhohfQtdLpdC8NDw9/EwqFyipCEHpeEbnd7mdqtfrjqsEAAC0tLbUWi+Urv99fEdzj8TylKGrwX8H/+nq91WotGx4IBNDy8vI+RVGfVcO7VA+QJIkMBgPFcVyHXC6H+vp6wYGRSATW1tbAZrN9PTEx8cvFkrwSCV5GTU1NmmKx+O7Y2Ng9kiQ/FOrDMIzdZrOtKBSKuZ2dnUI1cFEDF4y08DxPC8VwHN+Kx+PJasH/60x/Am5q5pAPuvJvAAAAAElFTkSuQmCC) 26 0, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 26 0, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 26 0, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 26 0, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 26 0, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 26 0, auto;}
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}
div.testarea{
animation:rwdcur105665 1.1s linear infinite forwards;
}
