@keyframes rwdcur148672 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur148672 1.3333333333333s linear infinite forwards;
}