@keyframes rwdcur171691 {
0%,6.2492063492063%,100% {cursor:url(data:image/png;base64,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) 22 8, auto;}
6.3492063492063%,14.185714285714% {cursor:url(data:image/png;base64,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) 22 8, auto;}
14.285714285714%,22.122222222222% {cursor:url(data:image/png;base64,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) 22 8, auto;}
22.222222222222%,30.05873015873% {cursor:url(data:image/png;base64,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) 22 8, auto;}
30.15873015873%,37.995238095238% {cursor:url(data:image/png;base64,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) 22 8, auto;}
38.095238095238%,45.931746031746% {cursor:url(data:image/png;base64,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) 22 8, auto;}
46.031746031746%,53.868253968254% {cursor:url(data:image/png;base64,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) 22 8, auto;}
53.968253968254%,61.804761904762% {cursor:url(data:image/png;base64,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) 22 8, auto;}
61.904761904762%,69.74126984127% {cursor:url(data:image/png;base64,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) 22 8, auto;}
69.84126984127%,77.677777777778% {cursor:url(data:image/png;base64,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) 22 8, auto;}
77.777777777778%,85.614285714286% {cursor:url(data:image/png;base64,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) 22 8, auto;}
85.714285714286%,93.550793650794% {cursor:url(data:image/png;base64,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) 22 8, auto;}
93.650793650794%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABCUlEQVRYhe2WXQ6EIAyEh83eC29GuZmcrPsiscvyUxDcF7+EaFA6Q4Eq8PDwZ0zvACLiQn93rG6IiCPynpkZQNZYC7VrImLnHADAew95n7zXFVctHmdcy8JINt4acefcz0xlFkIIuaEMRSaaBlqEELBt27cyc+xvmnhdNSAwAMyxB9SoDcR0x+sshpdAGjlmzWn/UgMRay2stcPjZ+6BdZTOew0oa8GSDBTqwj0GRF1QleOpBnrFFRCfDdU13/d9+ItYEeek5U3cJJ7PxFXxwlpxEtAnz0l+cCpxhg1IE6n4aaIdo03lFBhTFj9fuiLeMAAA6380FXVgrYmO4PJ3nDrHToNmn/cHfABhwiewwtYHlQAAAABJRU5ErkJggg==) 22 8, auto;}
}
div.testarea{
animation:rwdcur171691 2.1s linear infinite forwards;
}
