@keyframes rwdcur77862 {
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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;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 14 13, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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}
div.testarea{
animation:rwdcur77862 0.7s linear infinite forwards;
}
