@keyframes rwdcur8823 {
0%,-0.09999954411969%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
4.558803100834E-7%,-0.09999908823938% {cursor:url(data:image/png;base64,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) 9 9, auto;}
9.1176062016681E-7%,-0.09999863235907% {cursor:url(data:image/png;base64,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) 9 9, auto;}
1.3676409302502E-6%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur8823 21935582.166667s linear infinite forwards;
}
