@keyframes rwdcur116557 {
0%,90.809090909091%,100% {cursor:url(data:image/png;base64,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) 0 5, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
}
div.testarea{
animation:rwdcur116557 2.2s linear infinite forwards;
}
