@keyframes rwdcur250317 {
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17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
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28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 16 6, auto;}
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}
div.testarea{
animation:rwdcur250317 1.75s linear infinite forwards;
}
