@keyframes rwdcur67610 {
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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;}
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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur67610 1.05s linear infinite forwards;
}
