@keyframes rwdcur82628 {
0%,33.233333333333%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 18, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur82628 2s linear infinite forwards;
}
