@keyframes rwdcur251161 {
0%,31.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur251161 1.3333333333333s linear infinite forwards;
}
