@keyframes rwdcur65856 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhdWWP0hCURSHP6MtQhqagvYiWhTHXBwinAQnR0EopEmpaIiIKDAIQgjcg8CwRZpcJCII3aImg5SmBjFpicQGO8m7vj8+Crx923n3vOv9ffdynx5cEgp5u3bjpVLL42a+MbcL+GscV6smzuV2bfsTiR1D7WREXwOSXE0cS83YTnh29GKoxYiVCf0MqMmtEp9sRQ31+kHetO/8OABAPL4IDJoYuYFxty/cXERtn6+sPgLQer0HoNO5BKDZ/DR9Tx8DTnvvnV5wNbH0x1K9ulB4ACASme8CVKvvHtDJwLDIHl+dzpk+d8v/MyA0Gs9A/5TLqXd7VvQ1IDdYwO83He9sbBvqp+s10767SqXX/21KRR8D6k0lK5YEKmqiYftURm7g58vk8010AYLBSQCSyc0//aFs9hCAcrkN6HwTSnJZ8W9NyDxLH1MAlGkbxkduYOAfkZyFfH4f6CcQnIyo/ZJ877YO9Pde0M+AICbkO16rLQNQLDZtJwyHe4nfCr3aKrmgrwFBTAiZzKxtfzpdN9RWyQX9DaioRlScEquM3MAXIr+dQsxxEYIAAAAASUVORK5CYII=) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhdWWQSiDYRjHfxMOJDk4KQc3Wi4rGrHLDg4rLE6OymmctsJFkqitFCK7K7UaajntspPSdpPbDsSFw0IusjjM4+t7ffs+X9T3+p/29D7v877/3/P07vPhUuFw+7vdej7/6HNTr8HtBf5ajrdVHafTq7b5c3MrptiJiL4ExLnqeCbeZVvwMHVnioVIPRL6EVCdBwfXTes9I3uuDjjaGgBgdrYf+E7CcwKNbje0d/p/lPf4cAlAtXoMQKXyZpnnOYGvfjj1vqm52RT7I3lTfLbfa3nA8FQGMGYhGu0DoFR68YEGBFzPgFttL01//rq2XP8/BMYn5gE4PdkB4GC5BTCmvFSq5QUC5n0LGzID1nX1JXBRLAIQjycBuL+/BSA4NAkYzkXiVHpuOB+wzBfpQ0B9qeTGqVTCcqPqSJzKtEvP6zkXeU7g6yUMBFrfAUKhNgBiscU/PWh3dxOAQuEZ0PklFOdy49+SkDqjrx0AFHg2rXtO4NsXkcxCJlP7NxQHIiciar44Xzu/AYzei/QjIBIS2ewVAOXyGAC5XMW2YCRSc/yUrcX1nIv0JSASEqJksts2P5G4McX1nIv0J6BKJaLKybEqzwl8AMBdoDiOGDpNAAAAAElFTkSuQmCC) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhc2WvUtCURiHH6NcIqKhsYbGiJagaMgaHBqCSqKPOWgIGyKUoCEigsChIGnwL7AMK3BsyIKksE3aanBtEJMWK2q4vMk56b1cEu55tveec4/n95yXc/XhkmCw89tu/Oqq7HOzXovbDTQbx93qiROJHdv5KyvbSu1kxFwDklxPPDqyZ7tg7n5LqcVIIxPmGdCTOyUOTCwAcHN9Unf8IZ8HYHl5EPhrwnMDrW5faPP7lTp3dw7A3PwGAJcXRwB8VKsAfH1Z46XSZ931PDfwex5OZ68n15meWVNq3YT0QijUD8Dj47sPDDDgugeERondYq6BvrFjpe7sHgCgkAkCEI0uAbUuPzu1ztqpV3TMNZA8GAZgcf0BgPJrAYCekUOgllwQYy+3q8pz6X59vmCOAf2mkh0nD2brvqgnEmOQt52n47mB35twaKj9G2B8vAOAcHizqT8Uj+8DkM1WAJNvQkkuO/6vCVknUO0CIEtFGffcwJ9/RNILqZT1NZQEgpMRfb4k380VgdrZC+YZEMREOv0EwPPzJACZTMl2wakpK/Fb2qobJRfMNSCICSEW67WdH4kUlbpRcsF8Azq6ER2nxDqeG/gB8MGnTrlk5AoAAAAASUVORK5CYII=) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhc2Wv0uCQRjHP0Y5FBEtTtHQGNEiFA1lg0ODUElUu+BkUEQQNUREEEi4SFB/QWXY0uiQLaHoFm0tRlODWLRYYoM8xZ3vD14KvO/23D33vM/3c8fd68OjwuGBptN8LlfzeanX5bWB/5Zrt7rjs7N9x/x4fE+J3YiYS0Cc646nJg8dC94XdpVYiNiRMI+A7tzNsWhmdgWAu9sLZbxYKgEQi40D7SQ6TqDb64Iev99yPBAYAmBpeROAq8tjABqNawCq1S/LdeYQcNt7O+d2knypUyw9AhCNjjYByuUPH5hEQNfI9IkSPxfWLfPmF9b+1IC5BHSNRXJKfLrTC/yectlrr2fFXALnqQkAVjeKANReH5T5RuPFct1nva7EchMKKV3mENBvKun4PLVouVB3JE7d8nR1nMDPyxQM9jUBQqF+ABKJ7X/9UDp9BEA+/w6YfBOKc+n4rySkzkx9EIA878p8xwm0/RHJWchkWjebOBC5EdHzxfnBfQX43XuReQREQiKbbb3jT09zANzcVB0LRiItx2/ZVmznXGQuAZGQECWTw475W1sVJbZzLjKfgC6diC43x7o6TuAbbsqbpLQScrAAAAAASUVORK5CYII=) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhdWWP0sDMRiHn4p2UERcXBQHN0VcCoqDdungUPDPJDgqnSooKIoOIiIIRRQsgv0E1UpV6NjBuoil3cTJDtYPUFRcxFKH+iqX9u48FC4+Wy659/J7EpLz4JBAoK1i1Z9OP3mc1GtwOoG/xna2auJYbNNyfCi0YWjbGdHXgCRXEw8PbVsWvL5ZN7TFiJkJ/Qyoye0S25HN5QCYnR0Aak24bqDR6QtNXq9l//jEPACnJ7sAlMtnAJRK73XH62NAXfuZpU4AekYOAXi8WXBUWEzJHsrm7gCYmuqrAOTzrx7QyYAd/cE0ALepgOG5rLmKuhfM+D8GBDFxtNYMfO/ylZV7ADo6ugC4OD/4UT19DcT3BgGYXswCsDXXa+gvl/cN7avL47p15CQUUyr6GFBPKplxfG/y88lD3X5BkqqYJRdcN/B1M/l8LRUAv78VgHB49U8/FI3uAJDJvAA6n4SSXGb8WxNSZ/StHYAML4Z+1w3U/BHJXkgkqreYJBDsjKjjJfnWdRH4XntBPwOCmEgmq/d4oTAGQCpVsiwYDFYTPyerbbPkgr4GBDEhRCLdluOXl4uGtllyQX8DKqoRFbvEKq4b+ADuFJ9GXiQALAAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhdWWv0tCURTHP0a1REhDLUFBY0RLUDSUi0ODULk2Cg5hW0LQEBFBEFGQNPQX9AsrcHTIIqPQLdoKcnSRkhbrYYOc5N30Xa3g3T7b4R6P9/u5l8vz0CR+v7fstJ5MvniamdfS7Ab+Gu1u1cT7+6uO/eHwiq3WGTHXgCRXE4+PrTsOvLldttVipJ4J8wyoyXWJddxlMgCEQsPAdxOuG2jVNQxM7AHwdDUPQFt7e0OD30slACzrFIBC4aNmn+sGvs5DPfu5xV5bo7d7CID7hL+hwdMzCwCcHG0B1bsQDA4CkM2+ecAAA9o7oDIUSAJVE5L0/GzXVjfK/zMgXKfTQPWW5/OzP5pjroGD7VEA8vn+muuWtWOrLy8Oa/bJ7RdTKuYYUF8q2XFPz3PNH6qJJKmuT8V1A18v4chIRxnA5+sEIBJZ+tM/isU2AEilioDJL6Eklx3/1oTMmSx1AZCiaFt33cC3LyK5C8fHlS8hSSDojKj9knztJgdUz14wz4AgJuLxBwAeH6cASCQKjgMDgUri13ilrpdcMNeAICaEzc0+x/5oNGer6yUXzDegohpR0SVWcd3AJxWsnlJoeIJxAAAAAElFTkSuQmCC) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhc2Wv0tCURiGH6MtIhpyKdqLCEIoWqrBIUIohGhoNITCtsSiISKCoKGIJv+CIrDF0SGNlMK7RS0Z1OgiJS2W1HD5invMe7tU3PMul++e75zzvc/5wfHhUsFgx7tdeybz5HMzXovbAv5ajtWqjpPJTdv8aHTDEjsR0ZeAOFcdj45s2w5YuFy3xEKkGQn9CKjO51e6Le3350uuJrgqFgGIRAaBRhKeE2h122EonAPgOh20zXut1QCo108BqFTevs3znMDnejitfUfXgCV2IiASErIXwuF+AAzjxQcaEPi3AqZnlpmeWfaugJ/K8RQcrM0CEAiY8dTiLQAX+TzwtcsTiTsA/P4eVwXoS+BobxiActmMDcP8bi30AVCv71vyc2fHAIxNzFn+y+4XUqr0IaDeVFKx3//wbUfVkTh1ylPlOYHPmzAQaHsHGB9vByAWW/3TiQ4PdwDIZquARjdhwykQ51Lxb0nIOGO1TgCyVC3tnhNoeBHJXjg5Md9+4kDkRETNF+dbhUfga+1F+hEQCYlU6gaAUmkSgHS6YjtgKGQ6fk6ZcTPnIn0JiISEaHe31zY/Hn+0xM2ci/QnoEolosrJsSrPCXwABpqh+eH4ph0AAAAASUVORK5CYII=) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur65856 6.4s linear infinite forwards;
}