@keyframes rwdcur153360 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur153360 1.3333333333333s linear infinite forwards;
}
