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9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur171463 1.8333333333333s linear infinite forwards;
}
