@keyframes rwdcur18063 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 6 7, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 6 7, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 6 7, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 6 7, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 6 7, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 6 7, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
}
div.testarea{
animation:rwdcur18063 1.1666666666667s linear infinite forwards;
}
