@keyframes rwdcur74238 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe2WO4gkVRSGv3Pr1d3rgsnsLKvrI/EBjiBrIoaCyWIkBoKhLIiJ7mhkuCCCM6uJiZFopoixoIiBmIoDBoKosP2Yqump6nd3vY7Bre7doWt3e0UT3QOXom8V9//Of849NNyN/3tIzZ7+y+dvBpD0nqSB4pYgGZACc9AZyAyYAlOFmcDshudC0Dm47x5sBGHqNqeHO9x79me8DGQKDEFj4AgkBHpAF+gKtIG2oG0o20J+DbK2PWf84s4qoTsC8HOl+H0H5/wBmoAeg0RACPS0EgftQNmBvA1pGxYdZdFVFj2rmYbQf+bWELUAMhUYQPHDDu7TBzbrQ4WuQlfQLhRdyDqw6MHiUEkPIY0gOxLyvnW9SAzlwCF67KmbQtQC6OC65cVnOzgvHUBP0EOh6EHWg7QHaahkoVrReClo0JFrz5n46CxAZw3CB56thahtwuLrHRgqDIDEuuFcOaj59G/HStetfd0HEiAWdADFwG4PX3iCYiKUU6VcCKQGMgfNHShcpHShdKB02ep+Q7R9EdQBlsuwFX5+Qqoe4EghhjKBPIFiaLezGMoZsHAgddDchbwSLjxQD0r3+rF6+gZxB62p+E0AhCK24vlQKUbWsXJoIDVo5kLuI4ULhQ9lJc6NC5TToA5SAYisV7wWoOhX4omSj6GcVAnNXMi9Styz4uoDy+Wh+KtjhXts9mLtV3U2A8hiK16MhGICzCvr0gDJfSgCKH0gWIkrAYKHsHQDVE9ZADXYC7epA4lSjKAYA3MHTauMsoYV16ASD9AKQlYOXC8BNEAMJXYVNQC1cyAfC8VEKnEPyYKKrAHaBFpAC+UUQguhhWoLpWXfiw/AVvgOE3xGuCTiEMu6XC3A0nZNXch8yCsAbQJNlCaqLYQmqP0NDVCfUjzmWIBftq/y0OEuRyJEIoQ1TVg7iFTXp6aIULd/sxARvj97lTnwfPdNvjj3AanAK53LJ3RreyB69IJtuCyAfGk7RNuvItoACdAqY/AoxWWOwxRhKjCpMo0EpgIf33+VS53LvH9+fzMHNk7zNvHRfftMRJka+3fhvT92l7Pglg4IoNG55yC3NYcmW+GnRGfesPXWAPDIxWOGYSzCCBiKMBRlaGAgyuvXdtl9cI+JgZlRXn5kb02stgkB2ep8i71OfnXVWFkObmW7YYwwFEhEiAX6BiKjHDnw2sN77P/5FpGnRL4Q+RveghVE+NWJe63ig3qoOMwxTBEmAkOEgSixUY6N0neg7yh9V7n4+B5f/vo2cWBIGuuT8FYAAHIm/MRON8BWzJDjsKgabizCWGBgIDFK7EDiKLELiScknuHChQ/58afLTJr+usBtAJahAOHWFVQ8prgMRUgEjkXoi9KvMj92IHGVoSuMPMPMc1j4Lmng8dt3l9Z0NwVYQfxDcSe6d+M/Hn8BWAPyvhOhEWQAAAAASUVORK5CYII=) 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,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) 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,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) 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,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2WvYskRRTAf6+qu+fjPDC43RO5ExEEEfdA2ESMxFCNxNjIxEi5+w8OjG4FEzNBMBPByEDQyzQRFW4j5UCDm53v7Z6e7/56BlU7u8f2naNidPegGLpmqN/vvVdVPfA4HvWQmjn9n9ffTiDpXaOJElQgOZABK9AlyBJYAAuFpcDyzOda0BUEHx1uJWHqJhf9PZ586g5hDrIAUtAYGIEMgB7QBboCHaAjaAeqjlDcg7zj1pm9vbdJ6B8JRIVS/rGHvXqIJqDHIENgAPTUw0GPoDqCogNZB9ZHyrqrrHuOmQ1g/MrDJWoFZCEwgfKHPYL9Q5d1X6Gr0BW0C2UX8iNY92DdV7I+ZEPIR0IxdlUvE0M1sQxfePmBErUCOjktefnFHvadQ+gJ2hfKHuQ9yHqQDZR8oA4anwANOg3cOvMIXTbQZZPBM6/WStRuwvLbPUgVJkDiqmFvHtb89F/HhhvUfj0GEiAWdALlxE2nb71EOReqhVKtBTIDuUULC2WAVAFUFqqAne53DC+/AWqBk2HYGXx5H6peYKQQQ5VAkUCZuuk8hmoJrC1kFi0CKDy4DEFDqILTZfXiGbhFazr+AAGhjB28SJVy6ipWpQYyg+YBFBFSBlBGUHk4ZwcoF0Et4gVEzne8VqAce3iiFDOo5j6hZQBF6OGhg2sEnIwQJdosKzzhshdXflW7nUAeO3g5Fco5sPKlyxpIEUHZgCoCGhu40kAIEU6qAaoXnIAa3IHbtgKJUk6hnAEri2Y+o7zp4Nrw8AbqJWRTgdMWQBPEUOFGWSNQew9c/OaQci4eHiJ5w5s1QVtAG2ijXEBoI7RRbaO03fcSuYJJxJyIKQGJWGI5j6sVGO1f49LPd1zmeQSFF9AW0EJpodpGaIG6Z2iCRlQSssIJTLDEIoxEGIowqNmEtQKsDMPn99m5+5PveXNTUvVQkaaHO7BKSCYRMwImftmR8WAj9AV6NbT6qzi3UESMrrzGpc5t33NQWog2EWmgNP2Oj6gkYklIiiER4di4TIcCfQM9o3StcmSqc6zaTbj7+y+nDyKoKoiwO/istmC1Sajy6ZWPmYuyMO7vwrrm4q8TEECHT78Ohev56PK7LqPdD3wLGkBIISFLDDMRpkAqQipKauDW1QNu3LvOjWcPmBtYGmW9bQsA2Tn6HnecIn/U8JdOCARUErDCMENIBRIRYoGxgaFRRhbef+6AW39eZxgqw0gYRluego3E4Ov7zrVKBBqiYllhWCDMBVKEiSixUY6NMrYwtso4UN588YCvfrtB3DAkzfM34cMEAGR38Lm73QDXMUOBZY2wEJiJMBOYGEiMEltIrBIHkIRCEhr29z/hx18/ZN6KzgP+RuAkFGCwcxOVkAUBqQiJwLEIY1HGPvNjC0mgpIEwDQ3L0LKOArJGyN3b7528kDbcbQU2Ev81VBWpey0+jkc2/gJcXgHyYFhMPQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENklEQVRYhe2Wy4scVRSHv3NvVfVrZudMQJEguAnYs0jEhbjLMrrTf0EQFcToXxBwFcGFW0F0KeLGjaC4Ehc+kMwuKCKKmunu6erqR3U97j0ubs04piumA1lpDhyKvtWc33ce996CB/Z/N2lZ0/sRWFURkbb4/7DoTi/SPw/ookQepAJKYA2ag+TAClgp5AL5mWch6BpEBFXVu0G0AqxuDemfu4H7dQgFkDfCy+Cc+ErCMxc0B80FvwZfhDjL5w/uCtEKkNSK+3mIffSQ+tshLEEWwAKYKyyCsDbuV+By8GvFF+DLEKc8guLpf4doBZAmM/fVEPvkIe6jYRDOgLmgC/BLcItGOFd8LvgStBS0CnFcasAJ4wsX7wjRCqAzYA6SgftwiH3hEPfWEJ2DzxrhJbiV4nPwhaAlaGWgEnAmxFkmoAa8YXT+mVaI1l3gPhtCpjADUoEZ2GuHbaz3bLfvjvZdMAFSYCroDNwsLGfPPYFbCn6l+EKgNFBZtLbgIsRH4C34iL0/Pmd07gqoBU7ccHsX2gHGClPwKdQpuCwsV1PwOVBYKC1aR1A3wi4GjcFHf4fV3TPiFsVsSG2uAObVQ9xYqMZQHSvVNKz7zMDSonmMFl2k7CJVH6oBuAH4AbAD7AZ9dlHdDSC6i7CzodVageqVA+J3b7B+dkjdTDyA5hHUMdQJ4mJwCWgCnHiMkpyGDYIWJJRf1W5XgWoK2ZUhu58e4uaCrpq/lZ0m6x7UfdABEFzZAXYQBoiGTFUHKANU+6j2ge52AC5V3BzGFw946LsbaBGHjKou1D3wPaAP9IMAA+T0d/BgXZAOXjrU0qGQzoZWawvqheCWwNoyevwp9n78BkTAdUG7TSYdlC7SlF81AYlBI5CQVykJFYYaqESoW7RaAYK4QcsIqoTxI5fDC+0BXZQAItIBTVAJ/UctXiwlodczLIWE66QUodoW4Ky41EnIvCmp0jsj3kUJWatEVESsEfLmfBsbYQ2sTyG2BNDKNpOegOuAht4pPURDX5UuJ5PvJWKNZYWEC7I5bEYSLsxctIHY/NRoBdi/+X1rYfaP3mtdv5PdMspSlJUJnwvFlhUQQEcPXw4TT/C9ow8Y7b/WtKADxNQSk2NYiDAHMhEyUTIDM1Fe/u0qV89fZ2kgN0rRsudatyEge79/AcRAgtJsH22Gjagpu2GBkAmkIkwFJgZGRhlbeOmx67z9yxuMYmWUCKNky6P4FOLokzBkhHNAJQGNUbGsMawQlgIZwkyUqVGOjTKxMLHKJFKuXLjOxzffZNoxpN0tT8KzEPtH7yMNQOiYocZSNAO3EGEhMDOQGmVqIbXKNII0FtLYcOnSO3z9w+sse8mmwF0ATkwBjvauoRKzIiITIRU4FmEiyqTJ/NhCGilZJMxjQx5biiSi7MT89OWLG7rbApxC3Ce7F90H9h+3vwBEZQ1zmJIeTAAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhe2WTYtjRRSGn1P3s51p3Ng9IKIILhTsiDSzEJeCm1EQ9DcIgyDi6B9QcDWC6MKVMIgrQdy4ERR3ulI0sxsQFCad9L1J5yad5OZ+Hhd1u6fH3G7TMC7EOXAIVCXnfeo9VZWC+/F/D/n7gKqqyMrwPau/zhdUVZnsP0OI4tYgBZADS9AUJAUWwEIhFUhPfGaCLsH94OZaEKZtMI06PHjpN7wCZAFMQcfAECQCBkAf6Av0gJ6gPah7Qnkbip6tM3t1B0DPDeCXSv1HB/NIF01AD0BiIAIG2oiD7kG9B2UP8h5ke0rWV7KB1cwjGD13NkQrgCwEJlD/2MHZ7dpV7yv0FfqC9qHqQ7EH2QCyfSXfhzyGYiiUI+t6lRjqiUP85LOnQrQC6OSO5fUXHcxrXRgIui9UAygGkA8gj5QiUis6PhI06KFr68x9NA3QNCR69PlWiNZNWH27A1OFCZBYN8x7Xf6N0+G2zZoXu9Sf7sBY0AlUEwhEmL78NNVcqBdKnQnkBgoHLR2oXKR2oXagdtnqf0d86QqoAxylYSv68m6tNoD6kx3M1ZvUQyhiKIZ2vBhDOYF65sDcs/YuQyTfQPIHoLgAxUWoLtof6CZwJ5XNFa1WBxgKxZsdvI+7pK/sUB1ax+qpgdyghQulj1QuVD7UHqgHnEysoDpI40BbC1sBqhGUCSxf2mHzm5uMLndswdSF0mvEPSuuPnCUHop/XFa4CDgg1n5VZz2AYgxlolSHwnC3w0M/d0EE8gApfagCqH0gOBZXAgQP4cgNUL1gAdRgu72uA4lSHUI1A5YO8ROX7YqK0Ipr0IgHaAMhxw7caQGEIIYam9W6AOVMqOZWXHMPKfyGLAQNbWEClLAR9lH1QTxQF8Tu7Vx8CgwlUIhQtmi1OzAHlgbNXSh8KAM7oRtAiGJBRAJQHxW7etShFocc2+sJDplABuQiFOsCnBS3PQ+biRBl44R4aC1XFxWXApclQtpYPTTCElgeQ6wJoIXT7HT/RM9B2UA0BLH2H+38WlyWOCwQFgLz5rjFAguBVLSBWP07aAXYvvVLqzHb0Wet46fFvlHmoiyMfS5kazoggMYPvwDlBmBzK/qcePutpgUB4FGKR4phJsIhMBVhKsrUwESUN25f49pj15kbSI2Stdy7rVcxIFt732OPk98cNZpLxwPcxnbDDGEqkIgwFhgZiI0ydODq49f58M93iD0l9oXYX5U7DcBCRF/fda5VfFAPFYclhgXCXGCKMBFlbJQDo4wcGDnKyFWuPHWdr269yzgwJOHqTXgWAIBsRzfs7QbYjhlKHLJmw81EmAlMDCRGGTuQOMrYhcQTEs+wu/sRP/36NvMNf1XgHwCOQgGirfdR8VjgMhUhETgQYSTKqFn5gQOJq0xd4dAzpJ5D5rvkgcfvP7y+onueF8aZj8tzxj172dyP/378BYca+zZT1EaWAAAAAElFTkSuQmCC) 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;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur74238 2.1333333333333s linear infinite forwards;
}
