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0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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39.0625%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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60.9375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1UlEQVRYhc2WvS9DURiHnzZSg0hjqAl/AGIRIYYyGAyNiAgGW5NOLOQmWESESBoimPwD4iMlYuygBh8Rm9gMGA0NjaXRMDRvr3t67z0aH/c+2+l9857ze87JmwaAJ0wa0dDXF/5w+55OvwR0Pb4SrGTzv6BKt7maeHt7wbVhIjFvqdcZCbpt/h84nk6Sq4m7u5ZdG55fzlnWicQ84GwiaPfjf1J2KjW5LrGOq+trAOLxNqDchOcGqvQlVoZHpgE4Ptp0rWvoXAegUDgEIJt9t63z3EDpPpzuPto7CkB9fYNtA9VESyxtWb883wKws9YBwNBQMwA3N28B8IEB7Rs4O90FIBQKATAwOGlbpyb/Lv434IRhjAEwNVUNwLhRvOtwpLWiPv41IBOss6P4evP5PAAHe6uAmVzYmB227ROJPADmPFDxjwF1UsmJxYSKmkiS6upUPDdQmoTt7TUfAD09tQBMTMz86kZbWysAZDI5wM+TUJLLiX9qQvpE83UAZMhZvntuoOwfkbyF/f0lwEwg6Iyo9ZJ88eIRMO9e8J8BQUykUncA3N/3A3ByknVtGIsVE7+mimun5IJ/DQhiQkgmm1zrDePRsnZKLvjfgIpqREWXWMVzA5+VnZq8yAWiHgAAAABJRU5ErkJggg==) 0 0, auto;}
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65.625%,67.0875% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2klEQVRYhc2WO0sDQRRGT4KkEQkWKbWwVLEJoig+CguLICKiFnZCKgVBF8RGRBQhYKNY+AdElCiSMoWx8IGkEzsLH5WCQcUmKLEI13UnuzuKj8zX3Zk7d+53ZpjdAHCDrRo06ukJF/zm0+nHgK7GZwW/s/lfqEK3uep4Y2Pet2A8PufI1xEJ+m3+H/LsTpyrjttal3wLHp3MOuJ4fA7wJhF0G/xPlXSlOtc5FtV1rLuOb640AzA21gSUkig7gQp9ilOhUMh1PBxpdMSP9+cAvL3tApDLvbquM4eA7uwHh6YA2N9b/VJhITJqFeNk8gKAgYH6AkA2+xIAkwh4qbN72He+IZb+UQPmEhDnhwdbgH37+/onALCsEcC+5Q8PkwBEo8467YM7vg2YSyCRmAagpblIIJ/PA3B3dwvYzlVls85YXkKvfHMIqC+VdHx6dua6UHUUiVx9KU9V2Ql8fJmi0coCQFdXFQDj4zO/utHa2jIAmcwzYPJLKM6l45+SkDqd+WoAMjw75stOoOSPSO7C9vYiYDsQ6Yio+eJ84fgasM9eZB4BkZCQ7/jlZS8AqVTOt2AsVnT8lCzGXs5F5hIQCQlRIlHrm29Z147Yy7nIfAKqVCKqdI5VlZ3AOzcOoQ14H7TdAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur135931 3.2s linear infinite forwards;
}
