@keyframes rwdcur62030 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhcWXT0gjVxzHP5lMTHTMsmCMeIgpAUOQRpagxnjwIh5cAt0iCLZ7F2973UNB6UGQHjyIlx72UoogFAqlSVm3BwtqggFRDz2EBBMlNC3pYjSbiSHTw2R2Rzcmk92VfmFgeH9+3+977/d7v98zYRzdwGNgGhgGPMDDet9rIAUcAS+BX4HLNmw3hQf4HngDKAa/N/U5nlbGTU36bMC3wDNABAgGg/T392O327FarYiiCEC1WkWWZYrFIrlcjlgsptmoAmvAN0C5HQEe4Gfgc0mSCIVCuFwubDZbqwUBUC6XyWQy7O/vc3V1BXACfIF6TC0FDAOvAIff7ycQCNDV1WWI+DZKpRKJRIKTkxOAPKr/HDUT4AFigGNiYgK/348gCB9ErqFWq3F8fMzu7q4mIoRuJ8y6sTbgd+CziYkJhoeHP5ocwGQy0dfXR0dHB9lsVgKmgBeo/nFDwArwxO/3MzIy8knI9SKcTieyLJPP552oi30JoLF4gGeSJBEIBD4puQZBEAgEAkiSBGpkefQCngNiKBT6YIczAkmSGB8fBzWsn2sCuoGnAC6X697INQwMDGi/T4FuAfV6tQWDQcNx/jGw2WyMjY2B6gePBdTYpL+//97JNei4pkTUiwe73W7YgMlkIhwO43a7URSFVCpFJBIxPF/H9Uik7o1Wq9WwgXA4zOTkpObRuFwuFEUhGo0amq87ao9IPaVqicUI3G73W3KABw8e4PP5ODs7w2w2I4oioigiCAKFQoHz83MuL99lZx3XQ+OsOiiK8l6b1+vF6/XeOUeWZTKZDAcHB+zs7LxtF1CLCarVqmEBqVSKi4uLNiSrRzw4OMj8/Dxzc3Na82sRNTE4ZFnGYrEYMhaJRFAUBZ/P13TVd2F0dFT7TQnU02OxWGzLSDQaZXt7u21yuLHbhwL1pJDL5do2ZDabWw9qAB3XKwG1gCzHYjHK5YZV051oJ3I0KIrC+vo6QAn4RUCtXn8AyGaz9y4gHo+zsbEB8CNQ0rLhClDd29ujVCoZNtZu2pZlmeXlZVCLkRV4l45TwNrV1RWJRIJarWbIYKFQaEvA1taWdmWv1TlvVER/AE/y+bzTarXS19eHydSsaodKpcL09LQh8mg0yuzsLKhR9xX1kky/h2XU0vmf3d1djo6OWu5EsVhElmVD5DMzM6AWpV+ieyPcjqN/gd+A2Ww2K1UqFRwOR9MLamhoiJ6enoZ9siyzubmprVwry//Uj2kUyH8BPwFT+XzemUwm6ezsRJKkhl5vsVjw+/032hRFIR6Ps7i4yOrqKqjb/h75XQJA3YkXgO36+nosnU4Lh4eHN7xeEAQEQeD09BRJkujt7aVUKpFOp1laWmJhYYFkMlkFvgO+Bv6+g6sl/rfH6W1oz/Mp4BGNn+eHqM86w8/z/wAchmdcqs9yQwAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur62030 0.8s linear infinite forwards;
}
