@keyframes rwdcur17494 {
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:rwdcur17494 1.6s linear infinite forwards;
}
