@keyframes rwdcur205206 {
0%,74.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur205206 1.3333333333333s linear infinite forwards;
}
