@keyframes rwdcur4568 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhbXXT4hVdRQH8I/TfTLGpBZqIhUSNk6iJaTlQiJ5tKtoIURhaLgyCyEaXIiLEBFxJTGIkKVEGQhuQhfVgwhrIyFijZMTTZkRlJhJhMy9aYvfGd+d63vPmUHP6vfO3+89v/M75zymRqvxW5x74rx6ir4mTSvwA0ZKvJHgrZiss65J6i/HPnyGEyX+CXwRsuV3CsBS7MUAruD7kuxM8AZCZ+lkQEyE+nAMr0t3fhgvlOTPBa8ndI6FzW2hRTiCtzE7eKeCP0YP43ScZ4fukYpOS7rVFSzEdgziYJbX/8L8kP1R0ruIa5gfOgfDZnv4mBKAB9AfgfZlef3P4PfiRxQl3SJ4fRC6+8K2P3xNCsB8bInz3iyv/16S9eGc9MVjdC14N+49bPbGzy2ambslgDnYhHnYk+X1XyvyRzHs5gwMY3FZMWz3hK9N4bsjgNnYgCXYkeX1kaqBzhlYUlUOHztCtkGzkG8C0INXsAbbs7w+XHVW1Br3hoMLLQBcwMzQqYIYlgpyTcToqQLoxlq8hK1ZXj9bdRLUi59xtYXsashavv/wuTVirI2YupBJjWQztmR5/Uyb4KQ0/oTRFrJR6SXcdA0lEGekgtwcMbNM6mjvYH2W1091CA6PS02oXQaG8UQnB1leP1XUGitxCNe64rA7y+snOxkWtcYyPCN9ZTsA5/B06HYCcRK7cKgLG9Ff1BqLOxndTopY/djYhaNSwzhQ1BoPtjOK+/tS6u/dLVS6pSL9qlMdRYwDeBdHu6Qm8jE+xUBRa8ztAP601GzaAXhEcyi1Cj5XGtnH8AmKsWf4L97HEHYXtcasNj4Gpck3vYVsupSdwTbBZ2F3xHgP/zC+EV0MdKPYVtQaM1r4GZKmW7sMLAydavAZ2Ba+ByKWKgA4HwoL8EZRa9TKwiyv/43L0nQr23YF70qM43LwmrSkLAjf51UMq/SdNEpXYl1Ra9xVkQ9JxVYF0KuS/rBdh6ewP3yPo6wFAPgG9+E1XCpqjWlZXr8esrNSIWaaEzGTCvBGCy9qjWlSt3seHxi/xN4SABwPEK/iUok/hGe1zsDnJd5qrJde1/EOcTpShrfwER6LLMyT2vHMkt5MfCutZNelrfjDsO30kROibqlt7tfc76pL6SLN9/9Q6O7S+rWMo4n8L7iKnaG7WdpqBo2fen3Bm4M3pa/eqfXMGEfVCm9Ho/haKsr7keMezcJ6Ef9J69ryAHF5Io4ncz+XpAwclnaC8qa7THoRq/CyUqO5E9Qr/S37pcQbCV7vnQxcpicxti3fHedVU3H0P7rrFfhV5ftkAAAAAElFTkSuQmCC) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur4568 0.83333333333333s linear infinite forwards;
}
