@keyframes rwdcur103728 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur103728 0.58333333333333s linear infinite forwards;
}
