@keyframes rwdcur873 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 22 17, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 22 17, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 22 17, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 22 17, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 22 17, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 22 17, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 22 17, auto;}
}
div.testarea{
animation:rwdcur873 1.1666666666667s linear infinite forwards;
}