@keyframes rwdcur140002 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 19, auto;}
}
div.testarea{
animation:rwdcur140002 1.3333333333333s linear infinite forwards;
}
