@keyframes rwdcur156728 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur156728 1.3333333333333s linear infinite forwards;
}
