@keyframes rwdcur143324 {
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:rwdcur143324 1.3333333333333s linear infinite forwards;
}
