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21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur176597 1.8666666666667s linear infinite forwards;
}
