@keyframes rwdcur148285 {
0%,30.669230769231%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
30.769230769231%,46.053846153846% {cursor:url(data:image/png;base64,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) 3 7, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 3 7, auto;}
53.846153846154%,69.130769230769% {cursor:url(data:image/png;base64,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) 3 7, auto;}
69.230769230769%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur148285 0.43333333333333s linear infinite forwards;
}
