@keyframes rwdcur116558 {
0%,90.809090909091%,100% {cursor:url(data:image/png;base64,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) 31 5, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 31 5, auto;}
}
div.testarea{
animation:rwdcur116558 2.2s linear infinite forwards;
}
