@keyframes rwdcur9247 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,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:rwdcur9247 0.53333333333333s linear infinite forwards;
}
