@keyframes rwdcur209875 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
16.666666666667%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 31, auto;}
44.444444444444%,72.122222222222% {cursor:url(data:image/png;base64,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) 0 31, auto;}
72.222222222222%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur209875 0.6s linear infinite forwards;
}
