@keyframes rwdcur109150 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur109150 0.66666666666667s linear infinite forwards;
}
