@keyframes rwdcur231224 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur231224 0.46666666666667s linear infinite forwards;
}
