@keyframes rwdcur160011 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur160011 2.3333333333333s linear infinite forwards;
}
