@keyframes rwdcur13083 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur13083 1.0666666666667s linear infinite forwards;
}
