@keyframes rwdcur46917 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur46917 1.3333333333333s linear infinite forwards;
}
