@keyframes rwdcur79925 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur79925 0.66666666666667s linear infinite forwards;
}
