@keyframes rwdcur231987 {
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:rwdcur231987 0.53333333333333s linear infinite forwards;
}
