@keyframes rwdcur156736 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur156736 1.3333333333333s linear infinite forwards;
}
