@keyframes rwdcur67801 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur67801 1.05s linear infinite forwards;
}
