@keyframes rwdcur80397 {
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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;}
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}
div.testarea{
animation:rwdcur80397 1.05s linear infinite forwards;
}
