@keyframes rwdcur259347 {
0%,15.773015873016%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.873015873016%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,49.106349206349% {cursor:url(data:image/png;base64,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) 1 1, auto;}
49.206349206349%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,82.439682539683% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.539682539683%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur259347 1.05s linear infinite forwards;
}