@keyframes rwdcur119697 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 1 2, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 2, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 1 2, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 1 2, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur119697 0.58333333333333s linear infinite forwards;
}