@keyframes rwdcur5397 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur5397 0.53333333333333s linear infinite forwards;
}
