@keyframes rwdcur33271 {
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;}
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}
div.testarea{
animation:rwdcur33271 1.75s linear infinite forwards;
}
