@keyframes rwdcur107601 {
0%,5.7823529411765%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
5.8823529411765%,17.547058823529% {cursor:url(data:image/png;base64,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) 31 0, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur107601 1.7s linear infinite forwards;
}
