@keyframes rwdcur113043 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur113043 0.53333333333333s linear infinite forwards;
}
