@keyframes rwdcur163018 {
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:rwdcur163018 0.66666666666667s linear infinite forwards;
}
