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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 6 1, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACT0lEQVRYhcVWPW/TQBh+jlwTp0ICKfWHSstAhdhYygR/AWXqxMjf4E8wITHwC2Bi71SJjQV161iGOBFCFOE72+e8HeLYZ/uc2ClOHunk0+u7933eTxuoQfDtkMTlEdW97xTB+QMCQABIXI06JXHPKO2zfP/QfKRTAmyoERgw05FuCehGWW8XBCzN6B6DjDwKYreTWuBNDln9CQDgOvYoYoR/AJ5z/7+ExkzAMuuOGOGE+wCAC+XS71Q+vgOZtSmYszzyCrlcgmHMfYy5j09q8/SYu2A/F8eabyFyO0LbK7Z5NswR0BITUq5cJ6BDbWxeQxhGmXYZedkkbLLeJ3dMgbga0Xx6CHHjkE6kMXmqv/JK2fQiPqDj2DYe4uLyiIZPf2YCGT0uFF4TRIbUvFYOCRDO+SyT9ZRDAJDwaZZXXm45qz/BH+W2IiBR1HGmXPqStquOhE8zIjoJiJndKufl9S71DADexE6jO0w9IiCtgaE9YzLyWnmtQ2j7qNSSx7GN+4mDnnIKcsIAGQEAsPoTFsTtQr+ELOzzengWHyBgDCIVFUlYRQIAsL/ns+u4fSR0o/qACsAQsjz3JlQGUdSyA6pkciy9L4d/gaGZwAn32Y+WXXCjqdFnwq+S56siUcHF4gOzdqVVX0A6dOqXOm0W5q/Kpc+qvq3eKvN0G624syDwMrvX6DP2MfFIgPCX5pBgEFjk+oM+TEpIh031hToF+Pdu//OWBLDG++2TMOS+25/+CgbbNQcAUE9WVv4WImClz114v0TTvu8CUsrdGW+CW+EuN5kXG7tuAAAAAElFTkSuQmCC) 6 1, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQklEQVRYhcWXv4sTQRTHP3M7MTGlmEU4DySl7VlZXilXWYo2FhZ3XcDGs4yCCjaixQk2Chb3J8jZ2Po3XGO3EQ5B3E12lmexm/2R3Uk2P/buCwMvb3Zmvu/Nd95MwIKv5pYcR32x9TeKE+MKIIC8iu3GsFXlHOfsCc0mwUJApXaQsy+MQKCaXXQhgTCXdh84MK48CJvRgq5yjiVbKwA+aA+AfeOKj/BHhJ+t3xtJUyUBm/B8hFM9AmAn7Mn5lsIXiLS3MplqDRREWMzGFP+U4q/jEWkPZ42jWkmgQEYyMvmtGW9Ip5UE/Jw9sZwIf9OSHI8n6ZQHuUpYpymzvd4WvI9uyGtnmyPjSp5IXQhte2f4UAgPBTOonFcfR3154pyljnNzsyC8lWHuC9KF1pecbyioNjhPs31NbrxCS4pO/WZuFxmbewu+/1j8/mjJPS9PuJtNuGjxdMxngUQDL7SnBsatk9jlYQZgnoEZznR0SAkAvNWeemx6K66SF2EnM8PDxOiCakP0rjSyUAc+6ZHaXzcT0s1s1QaugX4eE5McOa6WCUBc75eG6lg6En/0pvgbmGatROBUj9Sd8PpyBAqRXclM/TLJQhK9flQmZ8NO2Kun5mivnLK46Mw5Ad/SMdbL6FdrpBzj4szTRLQHzvcVrqUF0c/CMW5c700/LjpmVzB354vFDBdGD5YHySxWenAo2/2wZPRrIS651uihxoNkPcxGe5HRT2FOrNFD4xmAacW7nOinMD8u508uQBAEl7d4HfwHnNQs+Qmw86YAAAAASUVORK5CYII=) 6 1, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 6 1, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 6 1, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 6 1, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 6 1, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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70%,73.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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90%,93.233333333333% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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}
div.testarea{
animation:rwdcur255348 1s linear infinite forwards;
}