@keyframes rwdcur156721 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur156721 1.3333333333333s linear infinite forwards;
}
