@keyframes rwdcur153615 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 22 3, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5klEQVRoge2Ya2wUVRTH/3ceO7PbbbuFUkhbYGmVhxWqLd1NNbLQLkp8U00FE+VLjRipiJGgEIgQExRIAGnwgyBpgvgKwUa+KOVREJRieZfSiG0D9hEkhbKhndndmeOHAiF0l+7MTrIx2d+33bnn/M//3r177xngfw6zOqHs8X9IjF5gYDNuf6UQYa+m05bwn/sPW61nnYFin1PixVq7ZKt4orAAA6mEfrkfHDE4ukUcPX0eIH2pomk1aGpQLNO1BE9ZluQtvyJ7/fT7zVOUMTCNnMoUsiuTya5MovT+R+ncpTZylD5Nkqe81krp+Feg2OeSeHFfQb57+pPrx2PryB0Rh0lMxDstb2PX0iPovRn4Tg1cfwMtTeF45bl4E8i8sCPTlTa9asusqMUDgEohbJpcg3mrZoAxzJNSXdut0OfjCZa9/nNgbMb3e5bjzZTFINCwMWdzz+DrvM9Rd+hIIZ87IV3rbP8lnhpMG5A9ZRvB2ItLNlTgPfdH0KDHFBeGhtacVow8moPe3r4ifkzOTq378g2zdZhaQql41kyeF95f98kifFuyC2HSDMU3C61YsPUppKWk2JggN2PKnDQzdQAmDTCBryspKcCXM7fgCnWZEl4ur8X8d/0A4JDS1ApTSWD0J+Qpy5Zz87vKSopSs9cTDuIPs7rQQQhNCmBaSyHaO3teZqPddXp3e4/RPIZWwAasFAXBOWnJCOykn4xqDeEUNaP003FIczjAi9xqMzliNiB5y9dyjFt4YPtm7Mj5xoxWRFaLG/FstQcAnsfD0xxG42M2wMAWvlpZhtnjX0GAbhnViYoGHZ3PXcQzpR5OHpHVh2Kf00h8TAZkr1+1iaJrbvXjCKA/4hh7jxOV3XOj5nCp6ci/NBGMhh7+B/RjGFfhAgDBxotzYqr8NjEZ0EJaKccY0vvTIbCh+97ZkQFtwRjsmX8mao5gn47LVWHYd2dHfD51bB4AgHTd0L6MaXDo5MGTSjD46wdvfYW12jLw94Q5OzKgVmWA1BgPsh9d4IPC3c8iE7Hi9DLULN0LADoEdsGIAUOXOdnr/zcjNTXz9T0l2CRsAxfmIa6aAP2YrmBwMmyhQ20RYx1XUxGqHAXGGJAjIVTbgoeYG7VtNfBVVQNAh3K8foKRegCDf6NaGLOvBwLB1hV92MithG2weJCOLwA88ERjd+aKaBu6BrDu0hqMXTMdvqpq6ESLlXBoqtHiB/MaRPLMXsQYbX4kz81daOsAEQ6rjfU+2etvz80a5W7/4XjEuJSraQhWZoKCej6zsSaAuUB0VtHCr6Gp4aKZ4gETVwm1cV8NiFZcaOu4BkKX2ljvu/Ms0zX8lUY9daBNCYdHKSE2VWncXxhP8QAgDD9kKErj/s8wpXjD/Q1J1oiMB0Tdc9VuaggDOG9G+37MNxQRuqlxY0ZHHc6Tqbkalrg7onsJZkZvaLzcY1ZK3cVSA1Jv5FkuYBOx5OZCK6XuYtm6EuHazw2/uevLd+Ov7L9xwn4SN/g+VPZUoLvpBl7a9DH4GFpOo1j6YivF64/am/Eyh1v9BJzYZ6mmpTvrls6QstkO/CMAnQQwDsjTgBwdQnYA9rkCBqwUhMUG7DygFjUDRUOfqQBE5FkpB8DiTZwIkgYSTdJAokkaSDRJA4kmaSDRJA0kmqSBRJM0kGiSBhLNf5b8m1EaeDTbAAAAAElFTkSuQmCC) 22 3, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 22 3, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 22 3, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 22 3, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 22 3, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 22 3, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 22 3, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 22 3, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 22 3, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 22 3, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 22 3, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 22 3, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 22 3, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 22 3, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 22 3, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 22 3, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 22 3, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 22 3, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 22 3, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 22 3, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 22 3, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7UlEQVRoge2YfUwbZRzHv9crvSutpYxRxsuQF0UHG8QNwiiwMmQZiRrJQnTRualxus0piKLJ3OKImaIxW1CiJo7M/edCopmicbKhHQhmZmYBVnXI28YYFMJLoe21vbvHP5yDhBba65nGpJ8/n+f39r3nnud+zwH/cyi5AxYUsa9RNHkEArXl9hAHmrSo3MJHP3XxF+XOJ5uAYhO0ApjTGlq9I/N+I9w2JyLtDpAIBeajI9F79WcoCGopJdfYbgYnV15ZKM2HwWhibhiLWGL7+jviZO8mHBNPOGYN4Zh44lCnkoG+NrJ1cyQxmpjTcuYOegWKTdALYFozU7Jyj7qyIDaf92pnUFL4fU8ZDt9qxbRt6ov5eddT3ZfBB5tfEWwAQWBPRTOrc+vTKn0WDwBWniCmqRVvJD8ICNROrZZpkiM/HYyzsYjtAbCl+flGOGreAQhZ0SfjyiAymt5GW1trztpUOurGsHAumBokP4GiQvYEgPXvbd4FzdO1gCD65WflgdwnP0VaUgYgUAfW38ekSK0BkCgg38SUeJx09ZFna5H3yQVY+ZWf/GKmrVNoTKlABKVT6WKpq2Xl0EmpA5AogBaos5uy81Dy+pewctJORPbESbxUWAYAkQ4ns0NSEAS4B0rzkRCfyo7m5ZTe9cHNOEz0WqTmhV0EHrjuxp/FORgZG6yI0lNnrePiWKBxAloBJ6M6omMjtC/ProL13IVAcy3BOjKKo6ocRFA66HR0nZQYfgswmph3KVGxr6HhDBKbzVJyeWXm489RlVUIAA9nZSMyUH//V0Cg9lWUVCJ500FY+aC/P4viinjoFxsy121XROnY2WITtIG4+yXAWMS61BqVvjppGyY8Tq82Y2oCfusGnzF0WhX+SteDUEtPrPEeC3YTNQAoeaIq96vy2/glwGYTChQeBRxRLAzKpd3HjNaBF1JnsYvz3WwOiU4cNgzi/Cq71/m19/4j3j5NAtqXfhn3dnt+s7u5H/Z/ewxCzYsAveA2o3XgwDoX1FH+fQu+yubhphdsDUrgZk0FDvWcAQARQEBHm99qOzu47cND1yYf621E9M5HAQC8guD9NR6ISnAA3P7EGZkEarNmIVAEMXod+q98hle7TmF46NpQZwdHd/d4ev8TAQAwNydsm56edr+lvY64Q6/g2D1zGIgVQWjyIYDR5Xz1lBoAQAhO9vPAbN0zqC5Pxt69lSAKsYqmOd8baBkCbqcLTMxBSqAaMtMzFZZ+C0CTi51ml8lYxA4mxCSlHG/x/o6LGhWeyB4HT5N0FU9dFinoAXTTNPd4uxl/SCkekNBKdJldjQDetPRbJgkw2ml2mf6dIxGrV/S/ZHYNUEoullFzGzo7uJxgigck9kKdHVz9vJOL7+rgEhePJ6YalvFaWOx2M/gfWxHQu+4Lye20t9uUNiLZp/0E7ZGaalmCvhEtJpX47kzj0lLkTHUHWQU4Y9Vexw2GWNjq98uZ6g5K2SLRZLKl5ZuU4ksNiPu+D+pfLaBn5jC2pxwtuls4XvccBHtQN1ivyPpjK3+jhtCRgtc5wUZDE2dHW6u8OeVbAQCaGDuqBjSYYoE+GqAoIM8FsByQMKPEboUagPdmUCqyCpiaUGPjcBQAoMyrhV/dRkDIuolDQVhAqAkLCDVhAaEmLCDUhAWEmrCAUBMWEGrCAkJNWECo+RuzO6sJ6ESbQwAAAABJRU5ErkJggg==) 22 3, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 22 3, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 22 3, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE80lEQVRoge2YWWxUVRjHf3PvrO10OqWLLZ0KiAtLKiI0paW22GhAhUoIFUkUokRFYgKCywMa44MRCIkWKZEoEpAAEWOi9kHFKkOKYoACFUqptQtpOwNdpi1De2e5c31ga9IZmeWaicn8Hu853/f//rnfueecC/9zNGonzC0xvhEQlUWirCm98UiSRaUmRSN/0nzEf1RtPdUM5JRhBsOeNL1pScG0YvCOkKEfxi8KXLqWxInzxxDhTa8obXfYkdTSVcXA1HKyBmTDKVHW2Bq3HUC3bzkarXI9uwIBj0DT2u9Ysepp+gLyXofds1INXVDBQE4ZVjAcLrhv+uwdRZPx/fZN8HnjtFzIX8qKQ7/QO9R/cMTteX7gFP5Y9YVYE4iycbfNnDH7i8ULQxYP4Oj3Y7UfpHrpPERZ86zJbNilin4swbYS459A6bHNVVzd/xYoyh1jprgvYnt5M7W1tTOSJ4mp7g75x1hqiLqFJpQYP5Jh3YE1yyk4vR9Hf/jdkJGdzpKObC60N3sZUB7oPOdpj7aOqF5hVplhns4nrqveuJ6CkwciKh6g19nHocr5pIgWPVbN+bwFWKKpA6JsobQ83dlHZhYa1nXX4HSNRCWc1nMC25NP8MPJizpZFpvdHfKZaPJEZGBqOeONucbu8lnlKZ9NEXC2XohGEwD3SIBZPhctmcX83dm2WG/VfDt8OeCMNE9ELeTy699NNevM781MxXH650i1xuDocrC1cBIpogWjRXw/mhxhG8gpM3yoDQird1XtJ7ch9OcyUvpqd/LB8rkAC60PkhRpfNgGRFmz+sWKpczYUYljMOb95zayzFOuFkruny+YLcbB60eS8AnLgK3E6NEn663vFBbhdPuCznEKJpSZpUHHANIyzLSlTUYRxn65u1saWVOsB9Aqin5BWJXfICwD0pBcZAwIDCelkjNOO2b8aqaZZX/IlB78PWSO9uEAK45f4le/Keh4ni0fAGVAiWhdhjW5t8FXPzQi/VRRtQW5aC2Itz9eVzPNLK7zELDceRcG+LjHj3dUfE66Fudjq1i572uAANCougGAzjppfmt7c++c3V+SMbcSAL8gsOWiDy9IgDecPH0dsKFHRBY0ZKWncPyFr6is3ktre3N7Z50kXm7wnftPDAB4huTHXS6Xd8PZQcZXvM2mQT1HegL4RWUb0P1vsVblVu9/Xt8C7or1vOoq4LmXluEXAmtlUcqPpJabRHwWyi4zvKaVNVUPT5km1Dc1IovKUYfdU2YrMbbdk22buCe1LbiQKZmSM148ojI5SdacksEKNMiitMxhpyma4iGKs5DT7tkObKxvauxVoNth95TdHBPJuGN8j93T6hWlzIBJyu+sk2bEUjxEeZjrrJM2uUeknK46KXf088xJWaGDRq1xhx1/92Ei6vVQRH2hCHabyhXuDjnfqcR09QhJzDei0UzLC31XH583QU2pW6hqoDsQfJPKuSudwUWvqyl1i7HbapTIotJbU/P9xOLN+5h++S9M7ScQpQGcs57h0ysOtq5+BZNP/TZS9cfWvYXJiqSTg46l+ESGLNfoOqyupmpvAGDEco3qgmRcCjT1g0aAOVmg80NeQMuCGhMQ3Q0uFKoaUJwmHrriAeBRABnoujnqAXRqygEqL+J4kDAQbxIG4k3CQLxJGIg3CQPxJmEg3iQMxJuEgXiTMBBv/gEVQbxd+rT0HgAAAABJRU5ErkJggg==) 22 3, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 22 3, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 22 3, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 22 3, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 22 3, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 22 3, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 22 3, auto;}
}
div.testarea{
animation:rwdcur153615 1.6s linear infinite forwards;
}
