@keyframes rwdcur233519 {
0%,18.321052631579%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.421052631579%,34.110526315789% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.210526315789%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,68.321052631579% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.421052631579%,84.110526315789% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.210526315789%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur233519 0.63333333333333s linear infinite forwards;
}
