@keyframes rwdcur41783 {
0%,13.9%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14%,27.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28%,35.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
36%,43.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
44%,51.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52%,65.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66%,79.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur41783 0.83333333333333s linear infinite forwards;
}
