@keyframes rwdcur234083 {
0%,29.750746268657%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.850746268657%,46.168656716418% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.268656716418%,59.601492537313% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYElEQVRYhcWWzYtSURiHnytWzEooiOkfqFVSIG1ypIXkMCS1CkHatHBKN7NsM3/G2BcYGYS0i0QSXAwmzNAmUTISXAzlJIITzCInQk4LO5frvfdcrx/pb3M5733P+T3vOZwPAGKhsIiFwoJlKBYKi2qrLaqt9lIgPACNdo9Gu8ejFy9ZNIQHoN49pt49XgqEx9hYBoTHHFg0hAVAqtHu/W9vALzGRuubBkCz9gXR+czpf/FkMCIA0pWiNo2JU3+v0Xjw8zundp/r05Irl7RkMCJ8W9vDgUBMCjGuvzdXLmkxEDBcj1y5pDTwbW1PBGE0V8mLg2kyGBH9jU18DgZ2cRVgf2PTUoDXLtFJchbkgKsXz4/87zS7+v9x1QMop1JWbzawU6d3BMDqubPjc5tdVgpP9VlSbkO36vSOyCSiZBJRHWQSKdf+641bAFy7clU3Wnm1o+f076UAyCSiI33vP3sHYMmVs/Ox+gmAS7t50pWipgTY+fBeH8zOqP7jNwCXL5xxFTePlVpbV58ryWBEmPXn14klNovkDrIQyOrtlFpbH2mr8tzmmnOU1UviwkHfElPlGlU46NvmJoMR4WoX2JLOIRcmPIjy8Tvk5wziCsBprWfJhTkcRDCsdtKpdw0w2Nun+vi1/jUbAwQScQKJ+EjMTX9bgHSlqDlVM9jbt0AE/H4Cfr+tuUqOB9HD6zenPF7cS3WV61LtcTtlslmRyWbnZ26EqB2eiNrh7MewHMdsPvZpJTs8ePNWj5kvGpXkxQTw5O5twPpacv3ANJIbYZwkTe2MJwZQwThp2mf8QvUX+n7jLVm/Y4cAAAAASUVORK5CYII=) 0 0, auto;}
59.701492537313%,73.034328358209% {cursor:url(data:image/png;base64,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) 0 0, auto;}
73.134328358209%,86.467164179104% {cursor:url(data:image/png;base64,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) 0 0, auto;}
86.567164179104%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur234083 1.1166666666667s linear infinite forwards;
}
