@keyframes rwdcur77865 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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}
div.testarea{
animation:rwdcur77865 0.7s linear infinite forwards;
}
