@keyframes rwdcur18064 {
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:rwdcur18064 1.1666666666667s linear infinite forwards;
}
