@keyframes rwdcur232415 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur232415 0.53333333333333s linear infinite forwards;
}
