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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 20, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 20, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 20, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 20, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 20, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 20, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 20, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 20, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 20, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 20, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 20, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 20, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 20, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 20, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 20, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 20, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 20, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 20, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 20, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 20, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 20, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 0 20, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 20, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 20, auto;}
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78.125%,81.15% {cursor:url(data:image/png;base64,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) 0 20, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 0 20, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 0 20, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 0 20, auto;}
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93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5ElEQVRYhe2VsWsUQRSHv5nZu1UQct5F0eSKiAmIIFgE/4RYKBZpDsG0ptdY2C1YCWptf42LbbASYxWtTHFgIRwi0aAoBpPA4d7NPhv32DuXze6xSUDu1+wO8977fbx5swtjjTXWEUtlCWoiEr0voTLlFAYQNz8IiNRCSeZFQzh5gotuP6R0YE8QgBOqv+bv+uBnIK31cIgzIF8eDYCo6ZXCj0Cnbb6bXinaLx/AYSj3NRz1/LfXJirtD7/25pfpZQIoahCDjfoVTKhL4tzDmEXb6950Ln9+lhkgMtqvG16DgX3PR31cPbVYrbkPXNdcNFphDHz/Efzc2e1cm7ux/RZiH6LhAreePAagfQfxfNQSSiVBDOfFVamUnwcButPpYa1gQzg9WaqenDBvtl66r7pd/V6lFRjWeX8wtN0YbKDn06/nuprl21NYCz0rWCuEIRgNNoRa1cFaCZwoyfOTjyMJMMl4OMYY2Nz8zdzscYxRGKPQGqyFMBTKJfUVJfczDVIEEXUgDpBk7jUQEajXy08XrtbqRnMB1GwYgmPU+tkp5y6WY+rSp9dZ/PtqIrLf7YgA4p2T1rnr0pr5Zlszza0XZyZzmY4KkSRZy/f3/Sc/9hwJIEl5P8WFGY+qh0cNMNb/pz8HYLsgwrAnuAAAAABJRU5ErkJggg==) 0 20, auto;}
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}
div.testarea{
animation:rwdcur200408 2.6666666666667s linear infinite forwards;
}