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3.448275862069%,6.7965517241379% {cursor:url(data:image/png;base64,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) 3 0, auto;}
6.8965517241379%,10.244827586207% {cursor:url(data:image/png;base64,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) 3 0, auto;}
10.344827586207%,13.693103448276% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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17.241379310345%,20.589655172414% {cursor:url(data:image/png;base64,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) 3 0, auto;}
20.689655172414%,24.037931034483% {cursor:url(data:image/png;base64,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) 3 0, auto;}
24.137931034483%,27.486206896552% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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31.034482758621%,34.38275862069% {cursor:url(data:image/png;base64,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) 3 0, auto;}
34.48275862069%,37.831034482759% {cursor:url(data:image/png;base64,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) 3 0, auto;}
37.931034482759%,41.279310344828% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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89.655172413793%,93.003448275862% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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96.551724137931%,99.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
}
div.testarea{
animation:rwdcur204533 2.4166666666667s linear infinite forwards;
}
