@keyframes rwdcur48858 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 14 12, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 12, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 14 12, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 14 12, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 12, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 14 12, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
}
div.testarea{
animation:rwdcur48858 0.35s linear infinite forwards;
}