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18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 2 1, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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div.testarea{
animation:rwdcur61569 1.8333333333333s linear infinite forwards;
}
