@keyframes rwdcur13932 {
0%,15.525%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15.625%,31.15% {cursor:url(data:image/png;base64,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) 3 3, auto;}
31.25%,46.775% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46.875%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur13932 1.0666666666667s linear infinite forwards;
}
