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9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur246278 0.91666666666667s linear infinite forwards;
}
