@keyframes rwdcur170554 {
0%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur170554 0.7s linear infinite forwards;
}
