@keyframes rwdcur164818 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur164818 0.53333333333333s linear infinite forwards;
}
