@keyframes rwdcur111770 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 25 0, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 25 0, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 25 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 25 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 25 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 25 0, auto;}
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}
div.testarea{
animation:rwdcur111770 1.9833333333333s linear infinite forwards;
}
