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18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 0 2, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 0 9, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 0 15, auto;}
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}
div.testarea{
animation:rwdcur172806 1.8333333333333s linear infinite forwards;
}
