@keyframes rwdcur180780 {
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;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur180780 1.05s linear infinite forwards;
}
