@keyframes rwdcur148333 {
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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 12 25, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 12 25, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGj0lEQVR4nO2dT2wUVRzHP1OLIBJbCSHE9IQEYgMG+s8QErpFSRtvmB6JFxMTT8IVIR7gLhej3jyY6IHgFdLQbmmaKFBqlKCtbYxKTK0oYCoCtX0eZt/s/N+Z3Z3Zmd3fJ9ns7ry3M29/3/n93u+9fX0FQRAEQRAEQRAEQRAEQRAEIf8YjW5AHXkBeK70ehn4q4FtqRq7ICpm/awQ1O4strUi7fY3B+7fDK0829mjqP8X9TNolGuUP3eiG+5sKZdcuFZzoxpFe+UqKTA6AF0rplFNY2pjvwT84PMJs/xEt/lOi9G1AudvJ9vWhPEVZLazx3qtvaZ0bE9iLdFG1UY2Dft9qdQZWkcHOHroAWM/lz939NADAMbMOgcTa2fCtAUVWELsfk2LYQDzibTiwjXz7gbTwHe2mF4zOqBrKNdzuW6JsekOxk7O6bdfJdLOFHDceS5vgEffwaZ9fnXrTTkE2Yxs3fVlQ3v7C2+YymVnrvH1EKtz37TPFMUkShZWLaYRz982DVzylrHpDsamO8phzE+MMheADQm2MRXC+hADUJYopqckkWVpngX+se52e4etRbB33uD2jLeA/xJqW2p4QlZJjH3ALX0cSDN8Wdc8+oGZQ4xNd5RLmixEuXF/mSAPSFuUrcCfQLlj93rF+8CnwC8JtiPTKEDx3jvKep3WNUcHFCe67dfclcK1c4EC1P57M5VEqadYpiCjA2ndBA0lcBwSgAHwzfO97L83o4/ZjbSXcvpcP+M5synBB4VpeLenqAP3b9qPxz5nzEfTUUvHrMAcs+iBpH1y0pY6VzwHwCsPb4XV8/D15r1BRbnOumptfKAoEQRREF+IMGwi5VaUuH2Il+1bme3sqTh176LuYujzlc6Z23BW7fT7bmDO7g32GeIKJCJGs1CtIHN2j4jhHWmKkeQ0T2LUHrJikoYYefa+mrOsCOffCzwEFtM0VF47+FQmCZOiksAlUXIlSJIhq6GZzt2Ldxp5+apJapGDAvj3ifnzhGFEu0lPXZyKVO/zqW+BcljKc5/hJglBHJ5hGEZkQepVL6/eAQmGrJNfTCR16qYm9bRXCCfRhXKnLk7FClmCeEjmyMZS0pjEnBPJ1SLyXAoSlRc/uwTA4vERwD89LqXOmZn3ym3ICrrt46a8WRvDZM5DlFIoBQpFW0BCkIlbOSESE0SPpiXLikduQ1azkoSHGABLH76b+ORi3PifhykV8ZCMkWSn7ljInbVsJquIh2QMESRjZG4cUi156LCj0CIekp+/dGsRQVYb3YDItIgg4iEZQzxEqBIRJGOkJkizpKVJ0zTjkISIsnWUu05NvzW0vCCln3cDjVwo3rAOFgt9jjJ3HVt51aKkKogOW9ve6ErzsoGEiVEo3qBY6NNGdmAXSVOcugtnL8GZkZra1LKdeoAYJmcvUSz08ePi76yurrK6aqbN8wtLzC8seUQqTt01X8QTo4uNG3e6D7akIKFigMewGzYEDyx9xKgUrp7G9MJfefx4EXjbXthKfYixeHxEx/8wo5m7IGEuuKizGACPX52aBeDK5DKcHv4EKAK/ASutJAhU0dnOLywFF8YTAmBzSNkK0N6SISsCcYWLsn6gHegOKNN7DHc2xEPsg8RaM64kB5y7d+3wPT40OeN4BpgY7A0Kh9swDb4KoMOVC+05TzIdsvy2z0jxT6p901uAicFe67Wuo9NkQrzFLsaVyWV7kd5d5+9MC1Ii7u7b9bqmKhb6PKLolLd/xx6uL805FgEOTc54FgYqpTwLBV1iADzRLxouiF/I0Yuj/dBeoxdSJ4glipv+Hf7bF/ut0jQMwzF0L2VW7utYNFyQEPw6Vn0sld3sggxvRwugVHCTAjKEZ4BH7oOSZYWwtrbm+1hfX+fjgx8BMH64h7W1tcBz2HWyeccwsBN4GVcqnGUPaTg3/1gILZ85Nk7vl0eYHOp3ZFx2POvMz12G08OXgaeAdXd9EaQCh8e9/2nh6hFrC3RLlEor/H06co8YIIKEYQDq6pEBBieuOwoGJ67TO9TPzLFxx/HxyWUfl4iHCBKOAajJq39QGNzuKCgUb9Bry8DGvR7gjzPD8iCCRKGtzZxI1HNXZ31SbvsM8bnL5rM2vvt9yNRMallW2NgiC/VqwHA9otQPJC0PMQD105uvh1ZaX7f6uUpfzADU4vER2toi3VO1BHaDM45p+0pjIIPTw3HqC3Ug7r7BTbvPsCAIgiAIgiAIgiAIgiAIgiDkgP8BPH5IrFRWgH8AAAAASUVORK5CYII=) 12 25, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 12 25, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGrUlEQVR4nO2dT2wUVRzHP7PSBJRYJEqIabhIIDYlgf4zhIRu+RMab5DGE/HiyVu9IsQDnJWTetODCTEhePEAqbZbNo0KlBokaGsbg6mmQhVIKkWW7niYfbMzszOzM7s7szO7v0+y2d15b2de33d+f97bt68gCIIgCIIgCIIgCIIgCIIgpB+t2Q1oIK8CL5Ze3wP+aWJbasYqiB6yflLwancS21qVDdY3+x7e9K08u6VXp/F/qFuHBrlG+XNj3bC0uVxy8VrdjWoWG6pXiYHRQehaNTrV6EzV2a8Dv7h8wigf6zbeKTG6VuH8nWjbGjGugsxu6TVfK6spHdsdWUtUp6pONjr251Kp3bWODnL0wCPG75Y/d/TAIwDGjTr7I2tnxGS8Ckwhdh1RYmjAfCStuHjNuLvB6OClzYbVjA6qGrrjuVy3xPh0J+Pvzam330fSzhiw3XkOa4AnP8HGPW51G03ZBVk62bzryx1dGS8q3VQqg7nC1ULM4L5xjyGKQZAsrFaMTjx/x+jgkrWMT3cyPt1ZdmNuYpS5CHRE2MZY8IshGqCbohiWEkWWpXgB+Ne8260BW4lgDd7gtIx3gGcRtS02KlxWSYw9wG11HIjTfZnXPPqRkUOMT3eWS1rMRTlx/jFeFhC3KFuBv4FyYK+0ig+Az4HfI2xHotEBnfff1c3XcV1zdFBnrNt6zZ0xXDsV6IC+98FMNVEaKZYhyOhgXDdBU/Ech3igAfz4Uh97H8yoY9ZO6qGcPjeu8+zZlOCCjtHxTkvR9z28aT0e+pwhHy1HPYFZB2PMogaS1slJS+pc9RwAbzy+7Vevgh+e7/EqSnXWVW/jPUUJIIgO4YXwwyJSakUJG0Mq2baV2S29VafuHTRcDHW+0jlT685qnX7fBcxZrcE6Q1yFSMRoFWoVZM5qESGsI04xopzmiYz6XVZI4hAjzdZXd5YV4Pw9wGNgMc6OSmuAj2WSMCqqCVwSJVWCROmymprprFxaaublayaqRQ46wNpT4+sJTQt2k566lA9U70L+FlB2S2mOGU6iEMRmGZqmBRakUfXSah0QocsauzAR1albmtjTXsGfSBfKnbqUD+WyBLGQxJGMpaQhCTknkqpF5KkUJCivfXEZgMWTI4B7elxKnRMz75Val+V124dNeZM2hkmchei6jq6Djk7GIyFIxK0cEZEJciF/y8ywJMsKTmpdVqsShYVoAH99PBb55GJY/5+GKRWxkIQRZVC3LeROWjaTVMRCEoYIkjASNw6plTQE7CC0iYWk55dubSJIodkNCEybCCIWkjDEQoQaEUESRmyCtEpaGjUtMw6JiCBbRznr1PVdQ9sLUvp617OTs7kb5sFctt9W5qxjKa9ZlFgFUW7r5RNdcV7WEz8xsrkb5LL9qpNtWEVS5PIrcPYynBnxu+QONm16xtraKrAKFJ0V2jaoe4hhcPYyuWw/vy7+RaFQoFAw0ub5hWXmF5YrRMrlV4wX/mK8Bdxlbe0PXuk6AWx3q9SWgviKARUd29HhPbB0EcPtvDuALw/nZ+HcFbi/9Bng+hvAdooh2uLJEeX//Xy8sQsSxoKLBogBsNHl2H7ga+fBdhIEagi28wvL3oXVhVDYT3LuCpw+dgpjAx3bllJt6bICEFa4ausHngDa5JGKrSC7cWjQFAuxDhLrzbiiHHDu2ukadxmemrE9A0wO9fm5w/8Ahr/5jm+n7pWPZjp6KBYWMH6DCSTcZbltnxHjT6pd01uAyaE+87Wqo9JkXKzlcH7WfuD0MeO5WFgBnlqLEi1IibC7bzfqmnou218hikp5B7bv5vrynG0R4PDUTJiFgR9i7NpniyFNF8TN5ajF0W4oq1ELqSPEFMXJwHb37Yu9xCgWi2QyFeF6EvjTebDpgvjgdpupY7HsZufV8VaUALru06RSHVv8cEl5QbIsX9bX110fxWKRT/d/AsDEwV7W19d9z5MpCdLxHCp+ePq0JFtI07l5f8G3fOb4BH1fHWJqeMCWcXlRWEeNQTwnIEWQKhycqPxPC1cPmVugm6JUC+QOd+WJCOKNBuhXDw0yNHndVjA0eZ2+4QFmjtt/+j0xdc+MF7UigvijAfrU1ftkh7bZCrK5G/RZMrCJgBZgjkE8EEGCkMkYE4lq7uqsS8ptnSE+d8V4Vp3vfO8T1GPLsvzGFkmoVwea4xGkvidxWYgG6L+9/aZvpWLR/AKt2h+mAfriyRG3AZdX/VrROGObtq82BtJKWVTQ+kIDCLtvcMvuMywIgiAIgiAIgiAIgiAIgiAIKeB/1sRPsEYAjKYAAAAASUVORK5CYII=) 12 25, auto;}
}
div.testarea{
animation:rwdcur148333 0.23333333333333s linear infinite forwards;
}
