@keyframes rwdcur123252 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 18 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 18 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
}
div.testarea{
animation:rwdcur123252 0.66666666666667s linear infinite forwards;
}
