@keyframes rwdcur260707 {
0%,1.8230769230769%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA/ElEQVRYhe2UMQrCMBSGvwouIuLiIXofBxGPICJODuLiiTqriJ5AXDyEirorcWirNbzU1LRbPvhJSV7y/+WFgMfj8Xj+pwVMgC1wBVQyboBxsl4ZA+CemJp0BXpVmC9+GOua5R0WFHFWR5R4SPhVIxuFspd1AJN5EaQQNddDXbEOEITsctbeyqlZifO2AYhvdVvvsWRqqDkDHZcArnfgAdT1ySJ34OYYQNxfJMDBMcDeNUCUfijLZmh1kaHMmhafN18pFQvh9RPWLkDDNQBA32SWlRCqW4Z5ylwwyNO0TPOUHpl2GHSh5D/XaQIjYA2cgGcyLoEhJfXc46mcF3h0fzj4ude2AAAAAElFTkSuQmCC) 18 18, auto;}
1.9230769230769%,3.7461538461538% {cursor:url(data:image/png;base64,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) 18 18, auto;}
3.8461538461538%,5.6692307692308% {cursor:url(data:image/png;base64,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) 18 18, auto;}
5.7692307692308%,7.5923076923077% {cursor:url(data:image/png;base64,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) 18 18, auto;}
7.6923076923077%,9.5153846153846% {cursor:url(data:image/png;base64,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) 18 18, auto;}
9.6153846153846%,11.438461538462% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11.538461538462%,13.361538461538% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABe0lEQVRYhe2Wv0oDQRCHv42KECTvkfeJIiLYWEpAKytfJDaptUkhGIKFbyAW5iEkqMVZKWOxd7nJOnt/vCSN+cGSzc7ufL/bvR0ONvrv2oqM94BzYBd4WZ+dHC4iIsBg3eCBggtwByRp660NrAxIJla0G9vAUETazrlfQREhHf8ExjJFrCSuy3xxlTkL457jQf5BVdDD94HbWOI6sky0sk4IVxoCyc19U3zEFJCISNsMql1xzl3LlFNzXjfvyzQCihxBCzixzh/QcICxlUTDrf9FcK353Q+Fvw3ZFTxOfalbkvcLYgdlBkwTAbwDfOjkIbwgNgP2qppI0kVh8bkogZTF+lUMFOmR4m0ui02aGnjDeNoa7dVKWvp2KjUtRF/ATjjYMibG9N7QgLm+joHnhgaemhoYZZ141V5UMG8UmVZZHdSL+Ic6YJb7ujqKwXQzTC31Y+bKABS1y2XCMx1SXhdmrPAzDnxt7wMP+CLznf5OgDOWdOYbbbRy/QCYvEFKBdXuIAAAAABJRU5ErkJggg==) 18 18, auto;}
13.461538461538%,15.284615384615% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15.384615384615%,17.207692307692% {cursor:url(data:image/png;base64,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) 18 18, auto;}
17.307692307692%,19.130769230769% {cursor:url(data:image/png;base64,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) 18 18, auto;}
19.230769230769%,21.053846153846% {cursor:url(data:image/png;base64,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) 18 18, auto;}
21.153846153846%,22.976923076923% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23.076923076923%,24.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25%,26.823076923077% {cursor:url(data:image/png;base64,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) 18 18, auto;}
26.923076923077%,28.746153846154% {cursor:url(data:image/png;base64,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) 18 18, auto;}
28.846153846154%,30.669230769231% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30.769230769231%,32.592307692308% {cursor:url(data:image/png;base64,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) 18 18, auto;}
32.692307692308%,34.515384615385% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhe2Wz0pCQRSHv7Ei0BDpLXwfi4ggCJcRtKpFtOkxbOM6Ny6CRFr0BtEiH6IkW9iqOC1mro3jGb3Xq7bxB4NzZ87M93P+nHthrX/WRqS9BpwD28Dr6uz8wUVEBGisGtzw4ALcA0NXaisDewYkEUtajU2gKSJFY8xEp4jg2r+AjvQQbRJTZTQ4TcxYu+VYkP2jXqeF7wGt2MRZpJkoJJUQ7qkJDO8e8uIjpoChiBTVTm9VjDG30qOuxlUZABVgID0qkRh1CwrAsbb/gA8H6GiTmCo4OEDFPaeC+xrd/VDY2+BfwRvXlrZczYJHTSjwIxuDd00D4MW7Vt/PYmLoBoXJpwx8+uAJuA/2jUAf2NGAheC5BZSwh7PknhPVnYl5tAuczDl2pCeUZU+5BQJ08xr4QFvu9OVNm3Tm9fCUNxN+A1thY3gGpmmQ04A6PouBl5wGnvMaaCeV+GtjXEFcOxKWWmW8gzgtDyh9fUB932TVYQzmF8XUQr+mrhXAtHK5SHiiA2bnhT5L/I4Em9vPgEdskvlxv13glAXt+VprLV2/enM2Slz5FdQAAAAASUVORK5CYII=) 18 18, auto;}
34.615384615385%,36.438461538462% {cursor:url(data:image/png;base64,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) 18 18, auto;}
36.538461538462%,38.361538461538% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38.461538461538%,40.284615384615% {cursor:url(data:image/png;base64,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) 18 18, auto;}
40.384615384615%,42.207692307692% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42.307692307692%,44.130769230769% {cursor:url(data:image/png;base64,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) 18 18, auto;}
44.230769230769%,46.053846153846% {cursor:url(data:image/png;base64,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) 18 18, auto;}
46.153846153846%,47.976923076923% {cursor:url(data:image/png;base64,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) 18 18, auto;}
48.076923076923%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,51.823076923077% {cursor:url(data:image/png;base64,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) 18 18, auto;}
51.923076923077%,53.746153846154% {cursor:url(data:image/png;base64,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) 18 18, auto;}
53.846153846154%,55.669230769231% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55.769230769231%,57.592307692308% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57.692307692308%,59.515384615385% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59.615384615385%,61.438461538462% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61.538461538462%,63.361538461538% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63.461538461538%,65.284615384615% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65.384615384615%,67.207692307692% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67.307692307692%,69.130769230769% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69.230769230769%,71.053846153846% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71.153846153846%,72.976923076923% {cursor:url(data:image/png;base64,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) 18 18, auto;}
73.076923076923%,74.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
75%,76.823076923077% {cursor:url(data:image/png;base64,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) 18 18, auto;}
76.923076923077%,78.746153846154% {cursor:url(data:image/png;base64,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) 18 18, auto;}
78.846153846154%,80.669230769231% {cursor:url(data:image/png;base64,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) 18 18, auto;}
80.769230769231%,82.592307692308% {cursor:url(data:image/png;base64,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) 18 18, auto;}
82.692307692308%,84.515384615385% {cursor:url(data:image/png;base64,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) 18 18, auto;}
84.615384615385%,86.438461538462% {cursor:url(data:image/png;base64,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) 18 18, auto;}
86.538461538462%,88.361538461538% {cursor:url(data:image/png;base64,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) 18 18, auto;}
88.461538461538%,90.284615384615% {cursor:url(data:image/png;base64,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) 18 18, auto;}
90.384615384615%,92.207692307692% {cursor:url(data:image/png;base64,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) 18 18, auto;}
92.307692307692%,94.130769230769% {cursor:url(data:image/png;base64,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) 18 18, auto;}
94.230769230769%,96.053846153846% {cursor:url(data:image/png;base64,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) 18 18, auto;}
96.153846153846%,97.976923076923% {cursor:url(data:image/png;base64,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) 18 18, auto;}
98.076923076923%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur260707 4.3333333333333s linear infinite forwards;
}
