@keyframes rwdcur14270 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe2VwYraUBSGv3vVjF0YmkVTKxRaCNOVUGR29RG6EPo08wQFn6GvUHDRN2hmV2ahuxLoqiVEwTJZVKuTOwtJiMmN9raZ6cZ/Ezxyz/n8/3sinHTSSf9ZQlccj8cqiiKCIGA+nxPHMWEYZt93u12m06n2rKmauuJwOMT3/VI9DEOiKBJRFNUxuxqg0+loIer61UcBHMcBqp2oU1JXtG0bx3EyJ1zXxfM8RqORehAAy7IeDEKb6Wq1UgDtdlsAzGYzFccxvu+TbsdkMqnlPmgdWCwW2XCAfr8v7ssJLcByuSzVihB1OWDUxGtJFW6T7HO3KbFzHXoNsfd82RSctyTv5uvKOVoHqmSL3dBU4TbhJhfEj1u19/y2VXzdJHx8clYZlxHAfUAYRTCwZNbkRkGwSSrPv33UUHA8DiMH0mbAXvY6ffp1K6DsRFHGEeQhDmlgSVWM4/LnpnTYKIL3j1vqap3sNYVdHMe2I3WkKCMHzluSN2cya5rq2MWsGg4V/4ZV2g3dDbpaJ/QaInPCFkBTZk6E2wQKTuhk5MCzhqDXEMZO5LenKCMH3MEFXH/J2HWXCvbfmKkTA0uq69/ltTUCkN4rXMhB6BVsEqGD0MkM4PUFwF9DeC2pii8vYwdSuQDfPxtDFGUEIJ72Crf2MACUt+OfAOTzFyTkV+fDH507BHEHJc8EcGvO+HEAAAAASUVORK5CYII=) 4 6, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe3VsW7aUBTG8f81tFQdvNVREZEYUFkYqipbeYVu2TJ07VQpC1JfASH1BbpmS6c+ApQpysRC5CFSFFA9VR7aWol9MlggY+6l3NilC98EF9vnx7nnyrDPPvv85yjd4ng8FoBOp7NcC8Nw5ZpGo6G91zaObnE0GgEwmUyWa67rLguXVdwIMCHKLLwREASBEbETgO/7WkQYhrITwC4RRgDAYDBQvV5P/UuEdqg8z5MgCFZ+6/f7AtDtdoH0iLquW3goN3Ygm3wnyigOUNUt5v/9Ih/nVzivj3AkIvan4hw2tQ9Nbq6RHzPuz89I/CnPvw2NWC3AlMSfLj87QALoEM5hkwSoHp9wf37Gr3eICWEFCC4v8LKFSkBYAeaxQAbx9P0HY2slimQbxNZDCDCLhXksBJcXK9uhi6rVFKSdUAd1qscnOK32+nU2gK8valKvpLe8rCiat783diD7Pbm5ptJqr11vDQDIIrw3Rzitdno6Wm3UQV07E4uO5GM1A1d3Ca+eOMxioV5RazMB+sE0FbcGFEGUBngMQqJIStmCPOLTz7vVh94OgSF/TpFtEVaA71HC29rfT+6zz1+UDqGLFWAWSyGErgvWW1AUkY8VYHH+Id2ObZJ/gRUCPCb5F1g+D46wCKvkmZIKAAAAAElFTkSuQmCC) 4 6, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2VsY7TQBCG/7VzOg4hSykIXAgSRUSqpDhdQ3gFSjpaXoCSd4jEC9DSQRQJ3oDgKoqQXAVtEemsnM8pjNZIXJR4hyKyL3Y2PtuxjiZ/tTvy7nwz++8aOOigg/6zmCpo2zYZhhHNhRDwPA++76Pf74NzjsFgoFxbCoBlWVStVqGCaLfbpSQOVVEFfd+PxiGEYRhoNBqlJgcATRUcDofwfR+e50EIUXbO2wFc11VCCCHoTgA453cGofTAfD4HAPR6PQYApmkScOMHIQQZhlG6HyJ1Op2tKk3TJMuyyLZtEkJQWZ1QHoHjOFuxbrfLNo+jrA7k2uT63VsCAMkncMcjXAaEF871zj0eMERdelxZ18qXMva9sgO7VHn9Zr2o2ULt7BynenZ+ZyWV8VwA7FF9C2L65ETpheaRRmHVaRC5ALSnzzJBvDrRKXRIEmIvgCwQXx4e08tjDXWdIQtELhPSYhFVKi+moKsZVp8/recbxpwFhF9LiR8LiVlACC+ss5L4QyhuwtjCHZ041RnqOsPzIw1ZOlEYAAD0ZoulQbz/vWRJiFIB0iDC90HVicIA8mKaCeL+1+9RquRxJKX8Ge0SXc0gsT5/FUTAJ3Tvw8dYlpvHal3rt79BcQDJJ9CAVIhkrHZ2DoxHMYjiAD9H0Tbqh3VbWrOFGrABsQdAEiKr0iDymZBPIohwfJuSt2MvAHc8ikFkUfKKJvUPeHsNWwK3q8gAAAAASUVORK5CYII=) 4 6, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2Vy27aQBSG/7HJRRCqgh2Li0goi+xQpe76Xu62i27LM/A2KOuERaQIkYvV1B3Pqm5Q1RpPF8aOY8+ApzjKhl+yZI3P4Xya858DsNNOO72yiOhwPB7zwWAAwzDQ7XbRaDTyiYQIc1VVER0yxnJnMURZhdcCUEqFwc1ms9TiUoDZbFZ2HTUAz/OEwdPplA+Hw5dvge/70oSyIYQArusCACaTCQEA27b5S0EIf8SyLE4pffbNtm1uWRZM00Q8omVAaEUDR6MRoZSCMYb5fF5KcUByAzKdtw55Wyc4Nk2Qkz6Ctwb2210sq1WQWh1a7xRarw/daoG0O0medlSX1hF6QKaH5coKjOF4lfwHiCAAhM5dEqsDIE0DODhA+MvnMgglgOu/IZKuFYVY3YQMQgngJuAA1kOEtboShBJAFuKj+5vgmwNcOLm4xdcvyeimIbIqPAXAkwduAr5qh1zVT59J6NwhdG6xpC7494ftAbIQm1QEQrkFMURHLzbB/NF/5omtANKFk5HcIH2xyBkzrf9uQVGFV5fQvB/RuwBCCeAnj56iEI/vezwLsRWAGzw5fxPEeeuQe4yB399iHYSyCd0gBCoa3hDgw77G02aM399VSG5tk5M+wqvL7QGyEFljdnQi3Zi1Cyc3Okr/hkcEuXs/24uKyG7ibE9DRyfR1hRIyQNxsbTijZj2RHZjyooDwD9cXAs680EnawAAAABJRU5ErkJggg==) 4 6, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur14270 1.3333333333333s linear infinite forwards;
}
