@keyframes rwdcur128770 {
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9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 30 26, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 30 26, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 30 26, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 30 26, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 30 26, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 30 26, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 30 26, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 30 26, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 30 26, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 30 26, auto;}
}
div.testarea{
animation:rwdcur128770 0.36666666666667s linear infinite forwards;
}
