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1.0641835716661%,0.99743930828068% {cursor:url(data:image/png;base64,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) 2 4, auto;}
1.0974393082807%,1.0306950448952% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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1.1972065181244%,1.1304622547389% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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1.3967409378118%,1.3521671655027% {cursor:url(data:image/png;base64,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) 18 16, auto;}
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}
div.testarea{
animation:rwdcur78278 150.35s linear infinite forwards;
}
