@keyframes rwdcur11140 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 18, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 18, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 18, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 18, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 14 18, auto;}
}
div.testarea{
animation:rwdcur11140 1.3333333333333s linear infinite forwards;
}
