@keyframes rwdcur216207 {
0%,85.614285714286%,100% {cursor:url(data:image/png;base64,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) 25 3, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 25 3, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 25 3, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 25 3, auto;}
}
div.testarea{
animation:rwdcur216207 3.5s linear infinite forwards;
}
