@keyframes rwdcur160151 {
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59.210526315789%,59.768421052632% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59.868421052632%,61.084210526316% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.184210526316%,63.715789473684% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63.815789473684%,68.321052631579% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68.421052631579%,88.057894736842% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88.157894736842%,90.031578947368% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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98.026315789474%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur160151 2.5333333333333s linear infinite forwards;
}
