@keyframes rwdcur64903 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur64903 0.91666666666667s linear infinite forwards;
}
