@keyframes rwdcur114816 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 1, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 1, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 1, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 1, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 1, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur114816 1.1666666666667s linear infinite forwards;
}
