@keyframes rwdcur42095 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 10 22, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 10 22, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 10 22, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 10 22, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 10 22, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 10 22, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 10 22, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 10 22, auto;}
}
div.testarea{
animation:rwdcur42095 0.53333333333333s linear infinite forwards;
}
