@keyframes rwdcur21162 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 253 11, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur21162 0.66666666666667s linear infinite forwards;
}
