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0.029955067398902%,-0.060059910134798% {cursor:url(data:image/png;base64,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) 8 8, auto;}
0.039940089865202%,-0.050074887668497% {cursor:url(data:image/png;base64,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) 9 9, auto;}
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0.079880179730404%,-0.010134797803295% {cursor:url(data:image/png;base64,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) 11 11, auto;}
0.089865202196705%,-0.00014977533699452% {cursor:url(data:image/png;base64,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) 11 11, auto;}
0.099850224663005%,0.009835247129306% {cursor:url(data:image/png;base64,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) 11 11, auto;}
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0.12980529206191%,0.039790314528208% {cursor:url(data:image/png;base64,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) 11 11, auto;}
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}
div.testarea{
animation:rwdcur106297 166.91666666667s linear infinite forwards;
}
