@keyframes rwdcur93730 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe2WX2hbdRTHP/emuf2zm6TWLXilHRpb2m2MZUMUq4gvvoqydgeqDgZjKMy+iMqcoMN/+OdlOF/2pMiKP92G00dFKMjc05pZOoorY6yTn7Zb1zTpluYm9/rQBLqaZM0dZIJ+X8/5fs+Xc889vwP/dRhBiVrEKmL2h/BOO0rlg+o0BSWe79g0MRXr7u5OT00BPUF1zKDEkFecieYXCHuFP4Nq3DG0SF+NmK1FXtAi3bU0qnZgYvfL8Z9fevvNWmRHqclqsWm7M3Pmvke/SlvRC1okUbeBv9rie6+13vu+FmmrZaIStIjdvjTPNz27mLynD6C/Wm7Nv0CL2I5S2XoNAIztGT62zl0cmm9upyt7JRJU546gReyGF/0f9SLwKq4HWqQvF2o5WDBDUdtdPOQodbZhBrQIs63r/ZnWOLmmFvrmJllXuNFcfj9u2QNfv/r5w98Pf1p1aQTE5g03rzLSO8Sx3uexinmAJ8rBu96BRs7AgdIMvLtyBv7daMQm+8cn0CItwIdFw9wX8r02Hy4Z8Jqj1PF6xbVI1FFqoV4D3wIDRcMkE47Qnk+XQ4NrNaFFOjNhezTiZhML4QhRN7PTUepkpVxzFTEJDMxbMd575C3eeewQX27aDYAPn6ylOEAmbI+6ZjihenZxOboRD+NEtZtg9T2QBEhtSHK9pQOAsfgO5q0YBjywcia0SJMW2axFbrkrtYgdcbOJHzc+za/39zPSO4SJD/DkWgxcAejKToPvA9Ceu07EzVA0zBvlN12LDC+ZlgtMLJmWq0WGywKOUtm0FWXL3ARt7iLJ2VQ59HslA6uv4l88jIsPpS8mXjn3GdN2F8nZFCHfAzhaKv4scDjdHGN8/Va2Xh0nfnP2sBa57Cj1HUAsv7Azcu38iQ9OHwSgaJgjId87c9sOOErlTPznSiZ46o/R8hAeBw6U0gZ94Mi2/fyQeIYj2/YvNxgGV+icNPEfBPYAj4d870VHKW8tHcBR6jctsoXlfd0JpBylUitSLB+DgrlMLZhN+BgY+NYqnUvAF5WK1jRQIueAn6pwTpn4A/vGjzIW3872mbHykJ26XbFKCPQWaJGPfHjdAPxlkY8dpd5omIGSiQ5gB3DWUWouqM5dx9+LnEb4MIRvWwAAAABJRU5ErkJggg==) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe2WT2gcdRTHPzOb3clutsnapmN+NqtVoRZSSxVRiCAtCtZbi8ir1IOHEqlSixVFSBWkCl5i0IMST16C/hCst3rxD7SpIFJCSqDNKZrqb9ls2jXRSWY2O+vBRuJmdmWS1Ij0e5p9v8f7fn7z3rAPbmqDZUUFjQjALqAbGFVaF6LyPnn5w9ueHjj6y1oA7AjzbmAEuAicqYExIgNGZEXupmBudi3mUPcGrt98BOi9kt3GVDbP7tIYbYsewHGl9ftrNaxX/a12LZm/e/8J9D2HeO++40tnR+MWP9vXf+DyM0cycQC6AaayeUIrAUAx7TKfaKVq2XfFBSi03Xp6Or31sWY5LXW/R2vA7tIY3+T3UUy79JrzpKsLAN/HBXhq8MXIIV+uFQlGZAA4ATCfaCVdXSDEwqb2sNL6fFyIf9KKyQZeAV4CLiXDyiJw7kaZ/yf0VwuMyF7gIBAAnymtY/d81QBGpA8YWgpe7/mTSuvPbziAEWnx7VRlJr2FoXufI1UNeH7sA5yqX757+ONb1svobF//UM2y3EeG3jq4PG4DO5wwYHTrHn51ckxnXMY395BZnM8Zkc3rYW5E2kvpLX2T7XccMCI76gEmfDvFnulROvwynd40PVfH8RLpstL66noAKK1nO+dnPto+++MXSuuJ5WcbPwNLDxv1FdxUo42o95qTO52peC6W9aVT9UVpHXv5MCIorZvmRG1E7b6dGim1drpntj9BYCf3+wmneZUIjT37wslyqqP23ZFXp6K2qYYAQK8TBgzvPMy3+X18lX8UarX9ccyNCMlq5dTbD/ZTdnLdwN44ABMADxR/ILdwjZ6ZcbxkJnIpNSK5qLjSmrKTu3L40jC3z/0EcKERQOQM/CyHTtnUTgL4dgonDP72d2xEXJPpuqi8gmsyXSXlFXqU1sU6OJs/b35BaV1uBBDZm23609eBO4HHnTDoqN8FKlbLsbnUJvfNh97gt1S2s2K1HKuvobQOldZfNzOHlSvZ8gKTwGTUWWjZWT/h8HuyDT/hEFp2tplJMzWczmZywmCwyyvwzrnXcL0iThgMrhZg1TIiGJGd/7rx/05/ADopKaVgcsB+AAAAAElFTkSuQmCC) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2WSWgVWRSGvxreEF9pJMahJNmoYIiKRBQRVOzuTWiaXvTC64AkKNGFMSAOAfdiI+4Sh3Qjjii3V620nZU0iOAcFYcoYhANFiY45r2kXqWGXpg8nrEcUk8jQv5NUXXOf/+/6py650IBsIQYXwgfQIko/HM6lpJGf8ZI66m04WaEKeW/UdZSI4hXeop6xtaSxtnyH7H1pOEq2hlLiIooBvQInF+0wOePOevpGjOZS1MWsuPKLoBfgXt5RuNABdBpSvli2AYsIQxgGnDblNLPCzkAcc8h/wrYedx6R401xf3+wfu/gDpTyjdDdUJLYAlR66H2ADdfJsZ7lhAz8sKns2qcDbdaWN1+nA23WrC1BMA/A9zfgCZfUWmbWEVX0USA5UBLmNZ7BiwhDB/l0H/lP/D7/EZ64mPp1Yr+HIybUnYkfGdR0rWvVnVfp8jtu5r0sotMKTsGUjYB7J27kaOVNeyev33QxApLiJKhemElmKYScGXyAp6lpnC3pJJ5btuy/ARTyovAAksITCmH8stcRaPTKAPAVWN0GmVM6usGKAPe6YewEtx+FS9m1f0TVD9qZWnnOSbYz5tD8sLEAdr0wOOnJ2dRAp/yN4+Z9fwOjhqDvCYdROg+YAkxo1cvOpiJpZaW2C+atcDfbErphuWGcbNq/EHCd/AUFS3I9e9GU8p9n2WgUAw07U5gHvAYaDKl/PtraH3/yJXAEmKcp6i1ShD0qgQnTCl7R8JA7jd8mjIfpmNGacLLYvRnaoAlI2FAhbdjdWrGKj1SWcPJmSsxnJ7FlhDDHlQfQ2v9LvXklv3Joc9zJbi2dnN3OpYqjXsOY/vT52cf2TciXyBXgqmZp9Pze2AkxEcxCvjILLi8bmurFrjVSddeM+vogeNfy8CHTkQV6ViqunluPbaePBZ18cPbDgY3azfNHrYBoKPYec2a9mN4ih7puA1Q1X1jzqS+rruRyJYQ+qeO2l96txwWLtQ1Npxq2BNcqGtsKGSdyG/gKrqZ1RK4im4WYqAgWEKM+2bio/hS+B8Rthq51TjeNgAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur93730 2s linear infinite forwards;
}
