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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur212361 0.6s linear infinite forwards;
}
