@keyframes rwdcur212423 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 28, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 28, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 28, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 28, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
}
div.testarea{
animation:rwdcur212423 1.3333333333333s linear infinite forwards;
}
