@keyframes rwdcur57783 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur57783 1.8333333333333s linear infinite forwards;
}
