@keyframes rwdcur142957 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
}
div.testarea{
animation:rwdcur142957 1s linear infinite forwards;
}
