@keyframes rwdcur102610 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur102610 0.66666666666667s linear infinite forwards;
}
