@keyframes rwdcur231969 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur231969 0.53333333333333s linear infinite forwards;
}
