@keyframes rwdcur218241 {
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:rwdcur218241 2s linear infinite forwards;
}
