@keyframes rwdcur168041 {
0%,3.4714285714286%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
3.5714285714286%,7.0428571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.1428571428571%,10.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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32.142857142857%,35.614285714286% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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39.285714285714%,42.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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64.285714285714%,67.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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85.714285714286%,89.185714285714% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89.285714285714%,92.757142857143% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.857142857143%,96.328571428571% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur168041 1.8666666666667s linear infinite forwards;
}
