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0%,22.976923076923%,100% {cursor:url(data:image/png;base64,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) 6 1, auto;}
23.076923076923%,24.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
25%,26.823076923077% {cursor:url(data:image/png;base64,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) 6 1, auto;}
26.923076923077%,28.746153846154% {cursor:url(data:image/png;base64,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) 6 1, auto;}
28.846153846154%,30.669230769231% {cursor:url(data:image/png;base64,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) 6 1, auto;}
30.769230769231%,32.592307692308% {cursor:url(data:image/png;base64,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) 6 1, auto;}
32.692307692308%,34.515384615385% {cursor:url(data:image/png;base64,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) 6 1, auto;}
34.615384615385%,36.438461538462% {cursor:url(data:image/png;base64,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) 6 1, auto;}
36.538461538462%,38.361538461538% {cursor:url(data:image/png;base64,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) 6 1, auto;}
38.461538461538%,40.284615384615% {cursor:url(data:image/png;base64,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) 6 1, auto;}
40.384615384615%,42.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACvUlEQVRYhe2WwU7bQBCGP8eJiAAp4dbccuBQJB6B5+ijtE/CE/TKgQMCJC6ISy4VQj20RCoigiouIYqNvTZ27Hh6IHadNsEkTqse+KXV7tg7nt8zszMLL4OMxxug+kKdwkiMioiI4ziJ/HaZJEqzjIsIIpI+eHx8TJabQH1ZBGZBEjSbTRERMU0z9Qj/IBwpgd3dXRERGQ6HAkin05FWq7W0cMwKQYqVlRUAKpUKAGEYYhhG8rpwOHIJ3N7eTshKKTzPS8Q6f9sD/X4fIE1IXdfZ2NgoYnMC5bwNjuOka03TqNfraTiAj+O5AViAPy+BXA8kx0/TNCqVCvV6nUajAcD19TWtVgvAAJosEI5cDwRBkK5rtRqrq6upHIYh3W43ETd58sKPeQjkeiBLQNd1SqVSmg+WZWWTdKGEzCVwfHycrg3DQESIogjDMHAcB8uy5rU5lcCLq5uIEMcxo9GIKIqIoqgQgTLjug9QKpUMEUHTtGeVkj6R7RWLYiIEcRwjIuzs7BT+8DwEGpqm4bpu+vDs7Gzq5uyfx3GcjqIELGBrfX0d27ZzFbLx930fpVRhAj7QAbZqtRoPDw+MRqM/NmaTLwgClFL0+/1sHVgISSFKSGBZFp7nsba2RrVaRdd1NE1Lj5/v+7iuy/39PVdXV+zt7RUikE1CH2g0m00GgwGmaeK6LsPhkDAMCYIAz/NwHIe7uzva7Tb7+/uJ7geW1AssYGt7exvbtrEsC6UUSils28Y0TQzD4PLykqOjI9rtdlbv+3ieC9MOfJWnxvL1/PyccrlMGIYopRgMBtzc3HBycsLBwUGy/wPwBfjEnH1gFoEJEoeHh/R6PXq9Ht1ul4uLC05PT7PGO8Dn8Tx3CJ5Dlac73++X0WS8B95R8F74fM395Ylpdz8L+EbBP88jkJCY1mp9Fsz8V7ziv8JPf0+anMdnH6IAAAAASUVORK5CYII=) 6 1, auto;}
42.307692307692%,44.130769230769% {cursor:url(data:image/png;base64,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) 6 1, auto;}
44.230769230769%,46.053846153846% {cursor:url(data:image/png;base64,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) 6 1, auto;}
46.153846153846%,47.976923076923% {cursor:url(data:image/png;base64,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) 6 1, auto;}
48.076923076923%,49.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
50%,51.823076923077% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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53.846153846154%,55.669230769231% {cursor:url(data:image/png;base64,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) 6 1, auto;}
55.769230769231%,67.207692307692% {cursor:url(data:image/png;base64,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) 6 1, auto;}
67.307692307692%,69.130769230769% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhe2WzU7bQBRGj4kXlogUlkVCKAsWRcoj8Bx9lPIgvAYLFgiQ2KCssqgi1EVLpCKhEOKSoPhvHOw49nSRzMihaSF1QlnwSaP5ZM/knpk7nlx4meS0fQCsF84pLBVUKuWfrRpmJmjej0Yj2e/3FcTHVUHooFtbW7/BeJ638t3QQQ8ODrTf3t6WUkqZJIkEZLvdlo1Go9BurD03IE1T7SuVCgCmaQIQxzF3d3fq9Q6wsXSATqej/SQLMB6PAXAch9vbW/V6g1XsgO/72idJMgMQBAGu6y4aczGAx8fHGYA0TcmyTIMomJUBRFGkvQqmUqH6lQLEcax9/kAuS28f4OzsTHvbtrXPnf6lAPyXPxsAk8mtN6FZW7OllBiG8WoAMynIsgwpJXt7e68KsGkYBmEY6of1en3uYCmlblmW6VYUwAV2y+XyzK33J2VZRpqmjMdjoihCCFEYIAJugN1KpYLneXM/N7XqNE2J4xghBA8PD3S73UIA5rRXELiuy3A4ZH19HcuyKJVKGIaBlFKvOgxD+v0+19fXHB4eFgLIH8II2KxWqwwGAxzHIQxDRqMRSZIQxzHD4ZAgCLi/v6fVanF0dKTm7jNJZfQ0wCIATH9kt1ar4fs+rusihEAIge/7OI6DbdtcXV1xenpKq9XKz+tM+4U074O3gCrwvdlsYpomSZIghGAwGNButzk/P+f4+FiN3we+AV+An8sAmIE4OTmh1+vR6/XodrtcXl5ycXGRD34DfJ32C6fgb7KY1HlPC1DVPgOfKFgZP3fnqp2YV++5wA8Krvwll77F/Hov4h9P/rve9ab0CwPxsgFVU5E1AAAAAElFTkSuQmCC) 6 1, auto;}
69.230769230769%,71.053846153846% {cursor:url(data:image/png;base64,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) 6 1, auto;}
71.153846153846%,72.976923076923% {cursor:url(data:image/png;base64,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) 6 1, auto;}
73.076923076923%,74.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
75%,76.823076923077% {cursor:url(data:image/png;base64,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) 6 1, auto;}
76.923076923077%,78.746153846154% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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84.615384615385%,86.438461538462% {cursor:url(data:image/png;base64,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) 6 1, auto;}
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}
div.testarea{
animation:rwdcur95517 4.3333333333333s linear infinite forwards;
}
