@keyframes rwdcur233268 {
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:rwdcur233268 0.66666666666667s linear infinite forwards;
}
