@keyframes rwdcur228183 {
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:rwdcur228183 1.3333333333333s linear infinite forwards;
}
