@keyframes rwdcur61307 {
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:rwdcur61307 0.53333333333333s linear infinite forwards;
}
