@keyframes rwdcur77864 {
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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 14 13, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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}
div.testarea{
animation:rwdcur77864 0.7s linear infinite forwards;
}
