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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur122163 0.9s linear infinite forwards;
}
