@keyframes rwdcur156738 {
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:rwdcur156738 1.3333333333333s linear infinite forwards;
}
