@keyframes rwdcur183957 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur183957 1.3333333333333s linear infinite forwards;
}