@keyframes rwdcur120714 {
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:rwdcur120714 0.73333333333333s linear infinite forwards;
}
