@keyframes rwdcur21088 {
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:rwdcur21088 1.3333333333333s linear infinite forwards;
}