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0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhc2WMUgbURjHfwntLILO0kJBiouChEIjCh00moDiHKGUhhRchA4OnUQcSgcjKC0lopODKESJDg6hsRQp1KUUQTDY0slCcBNqEoe7j/A973IGhLzfkuR9X97d//fuPS5Ek+Retdca1ROfy6Fm5gs3ewP3zYOgBjPx6GJC1SvnF7qfb6o/yEjLDfjenSSPxB1JHS9iAPw7yAMwvr6i+reTaQDan/QDUD79DsDRzjXgb6LlBm49A37Jo8m42xFX/ZnZSQDGFzbVeGHO+YzEHRM5nHlNE/YZEG4nd2jr7AEgv9Ktxr9uOiZi6RMABt+9BOomiof7ntexx4CsvexzedplzSX5XZF+2Q3zW8NOYWK/BvD+pBoCmwyYmPs8CFl7v3kKc1nPun0G5Gw/K75R470TX9Tv66s9AMLVDQAuL34CzT8r9hkQPiX+A/A69xCA460BVQ9/GAH8jT2OLgOwOpRyRyKe17HHQPHwEoDRxU4AhmeeAfBnaVr9QdZckss+/1uKqb7KedatN85ojwGhtLYLwKOpMQAqpSVVr/hMVD85NfJ+8Ltw5Fm3x4CczWTKNYAU2oRgvgOaSGJBkn/MlPV1XOwxYPLrR9X9tqvGTSMdXc7TL2Ykcf3/jWm5Ad+34rfd4RpA9HkbAE/7vO81KKmcL+baC/YaEMSEYBoxDUhiwS+5YL8BE9OISVBik5YbuAFprrwDOtGrRQAAAABJRU5ErkJggg==) 16 16, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGklEQVRYhc2WP0hbURSHv4SatQjqUqVEKEjdKmJtq1hwsNEGLIKbgpSKS5VChw6dpHRwECMoLUWpdOhQ2hL/Dg6BCBJExyJ0CC1OKoS62iQO7x3CPeS9Z1DI/S3v3XfOO+/8vvvu5YaoUMnntUW/ePxTLlRJvXClDVy3bgQlaMf9c3Ejnv9zYuaza+QHEak6Ac/uxHnHUwdSXW8MgNPtDQAGVxaN/B8jEwDU3mkHIPd7D4DM6n/Am4R9BLyc34puAtDctXCpwqnpJSCYRNUJeK4C7Vx0lJkCoHVg27dwz9sxAFLTzji9s1U2zx4CMveyztcnk26kBoBIJOJbaGOxxRjHJg6B0j/w7nufE3i2VQSYOSyEwCYCWi+SNVcqLEQeDn0DSqtCyz4Cem/v7hkGoKGhEYDkz3nnOpsFIFz4CsD+vpPf1lZZA/YREH2MnwPw5cwZHx8fAXD/wSBQci7EXr535jrxZsios/x43L3rKPsdewikd/4B0D9XD0Dfq04AnkRjxgvauazz9Eq9mzFqxpv2fBuwh4Ao+3kNgOjoAAD57LwRz3sUknOClpwP/qYyZeP2EJC9mUSuCDCOSUKk9wktcSwS5x8SOfM7ruwhoPXroODerRnPNZG6284qETLiuPS+v6pOwPNU/LolXAToenQTgLv3yvca5FT2Fz33InsJiISESBPRBMSxyMu5yH4CWpqIVpBjraoTuAAYHbu0EmpugwAAAABJRU5ErkJggg==) 16 16, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhc2WPUgcQRiGn1vMdSLiTxNFFASREDAQQoiKBAvReIgIdgoSDClECKRIYSUhwhXiCUpUAnYRJAnrb2FxoKAims4IKSRJGWFJndyexd6XY8bZWw6Em7eame+bb+d9dmaYGEXKfV6ZLRRPrHixYuo5xS7gtlUWlaA77ptLKPHMj99qPodKfhSRkhMIXZ04f9QfQKru7gVga9IFYMZbVvI/j7wEoLL5IQDe9xMAjjf+AeEk7CMQ5vxu446xQFPHgnE8Pf0BiCZRcgKhpyDMeTweV/oVNfeM87umxgBITwf9/YNdY549BOTfyzmX3Q53gJvOoyRkZA+8/dQTBAZ3swDJCz8GNhHQNe4Gzju7hgGora0DwP0yX7Dg9mKL0n8ytA7kT4Uu+wjod7uuxMAEALPJ+wA4/jsAvn5bNean3gzlWr3GuH0EREuJvwCMu2vKuOwJxz8HbhI7PVXrlB9VBY2n5u/YQ2D/4A8AfXM1APS8egzAr/kJZYLjfwTyzuWct3WPKnn/4/UnBRdgDwHR5eomAI2jzwDIXKrnPhNS6Gpv2zgu74Of6WNj3B4CcjeT8rIAL1BJiKLuCXEsEufvU576nZzsIaDr/MzPtTaVcZ1IdUNwwwkZcZyfX1glJxD6Kn7d4mQBOtorAGh9YF5rlFO5X/R/L7KXgEhIiHQiOgFxLApzLrKfgC6diK4ox7pKTuAamo+0O0ME8okAAAAASUVORK5CYII=) 16 16, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGElEQVRYhc2WQUhUQRyHv33Y3nKRXC8pYhCIiFAQEaWIeBC3FhHBSyRIFB0kCDp06CTRwUPsLihBCIIHD2KxbZuHDgsKJWLdNOiwVMeCpXv7tsPbf8v8m7ePhWDnO828mTdvft+bmfditEj+dletWXv6RSXWynheqxP433REddCJU5m00V79+sPsz3ujf5SRthsInZ0kv3wjkNQ9OQ3Am/t5AO7kTwFwbnQVgJe37gHQdf4SAJUvhwAcvP4NhJtwz0BY8rMDb60DiAFNaXkdiDbRdgOhuyAseTweN+qJ5LD1/vHHiwCUloP63v6utZ87BuTdyz6X1Q7BatfJoxAzsgae7EwFDbO7NYCVz34MXDKgkX0+Nj4PQE9PLwD5V7mmAxbXBo361bltoLErNO4ZkLNdkmvSM0sAPFsZAcDznwLw6WTD2j/7aK5emra2u2dAuNm5CTTWgiBmPP8Y+PdreHRkjnP6w5mgMGF/jjsG9vZ/AZDKJAGYenAFgO+5JeMGz98CGslln1+YXDD6/W3vO2w6AXcMCOWNAgADC9cBqJbNfV8NGejnu6L1uvwffCsdWNvdMSBnM9lKDeAupglBr3qNJBYk+fNsxXxOHXcMaI4/+vVSwbiujXT3ByecmJHEjfub03YDoX/FDwe9GsDotQQAQxftc41KKueLfveCuwYEMSFoI9qAJBbCkgvuG9BoI5qoxJq2G/gDVYGzl/pnZVAAAAAASUVORK5CYII=) 16 16, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhc2WPUgcQRiGnzvMdUHEnyaRoCCI2iQQRMiBhYW/h4qlKIgkpBBBSBHE6ioJKe4ERSOSiIWIhZy/hcXhD0bEVCEIEiRJqXAk5cW7S7H3ucy4e+dhYOetdme++WbeZ2a/HR8FKjZcksnVH5pP+ArJ5y90Af9bRfkCdMcdkZDSn/pxqcZzpMTnI2IuAXHe2GWFlLW0A7A5GgPgZeyBEj8X+gtA61gTAInzEysPVh43Ep4TuLUqN+ePqrbvlLA6OA1APLwA2CSO16+B2yQ8J+B6BtycBwKBnAmLyxsAaJ4YAiAettr3D3Yc4z0ncLMfsvfynctpX/rTD0BFxWNlYGxtSnmv79x1nOBjWxCAkprnAIz3WiTenaV9YAAB1zMgzu+rnsUZwP4qdJlHQGr7Xtz59Ie6RwD4fv4BAH96GYDgwFcADlf7AGh/fXanBZhHQCS1XWp+MpkEYHXlPQCRyTbAJhZ9azk/PbXGh4drAXj4uTSbsdFxHnMI7B/8BqAjUg7Yf7VfUyPKANlzcS61/mnLoBJ30195knMB5hAQXXzaAKBqsBOA1IVa8VIuia52txzbpQL+jB879ptDQGoz0UQG4BUqCZF+B9QljkXifDaaUOfJyhwCur59SWefNpR2nUjZE+veIGTEsT0+tzwn4Hpnf1PrzwAEXxQDUPfMea35nEp90fdeZC4BkZAQ6UR0AuJY5OZcZD4BXToRXfkc6/KcwD/ad7uo8c3ATwAAAABJRU5ErkJggg==) 16 16, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACB0lEQVRYhc2WsUsbcRTHPwk2axE0i6XFoVAUOpSKCFosOoRqDnFx06U0UxEE/wRBEVqiU0tR2slJS2o1Q4ZAglEsTqUUOoSmY4TDNZrE4e4Rfr/c5XqlkN93urv37t3v+/m9e3cRQirzsrfZKW59sCNh6kXDLuB/qycoQXc8k7aUeP13Vc2npOQHETGXgDgfTTopfdMvAPi6nAHgVeaOkv/eugYgsTIGgP3r3KmDU8ePRNcJtK3Kz/nA4HGowpX8U6BF4uzLDdBOousEfHtAd/5scgGAePyekpf5vO15//3JbwBU8iMAFIpZzzxzCMjey3su3Q5Ot5+eHABgzb3+q8KxWAyA7JsSAGv7CScwn20CbP5sRMAkArr091wke+5HYng2p5yvV78DkGDHM988Avps99PbzccApDemAJhYTP7TAswjIJLZLr1Qq9WUeLSxB7QTu3L3XLT7POUejXo+xxwCheIVADPpfqD1VfuzrXa77lxmfeFTv5LXinf2aA4BUfnjIQCDS7MA1MvqrK/7FLrMHXle733ofAsq+TPPuDkEZDazZTcBUqgkREFzQhyLxPm7LVt9jitzCOj6cdFwjw6V6zqRvgfOf4OQEcet+zur6wR8/9lXH0WbABPjdwEYeuK91iCnMl/0vReZS0AkJEQ6EZ2AOBb5OReZT0CXTkRXkGNdXSdwC2ENtxMS01eAAAAAAElFTkSuQmCC) 16 16, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhc2WwUsbQRSHv4Q2VxHMSagoCNKDoFSkoKLQg2gbShA99iLNqRQi/RM8CYoKgkUq7UlLKZKmNYceghFEKp5EBA+h6dFC8BqbxMPsY5lxNkukkPmdJvNe3szvm9m3G6FJZebb643iia1ypJl60WY38L/1ICzBdDy9mtDi1d9Xej5HWn4YEXcJiPPhFyql49kUAN/fZgB4nXmo5b9P3AAwmX4KQPnyl6qDqhNEouUE7uwqyHln976WNzY+B8BBftdauJR/Avgkjr/9A+6SaDmBwDsQ5HxmdsH6O7O3rs0/Gj8BoJQfAqBwmLOu4w4BOXt5zuW2g7rtsVhM5XlOEy/fNCws+bnlIwAWv06qQDJXB1i6qEXAJQKmzOf8vpI6pbQ97h4Bs7cHaWWpH4BobQeAL58rAAwkD7S866szb/TBWsc9AiLp7XKGlYpy2DO6AfjOhZjM+46VtidS3mjYuo47BAqH1wBMr8YB/632Z11/3k3n0usLn+Janh9v7NEdAqLixywA3a+eA1At6j2+GlDo788f1vn2XvUuKOWPrXF3CEhvZq1cB0ihkxCF9QlxLBLnm2tlfR1P7hAwdX5a80ZZbd4k0tGlvhuEjDj2/99YLScQ+M3+ri9aBxgdaQPg8aB9r2FOpb+YZy9yl4BISIhMIiYBcSwKci5yn4Apk4ipMMemWk7gFuNEvjtzUq8xAAAAAElFTkSuQmCC) 16 16, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAklEQVRYhc2WsUtbURSHvwTN4hAEMwmVCIJYJ1GkUMGKQ0jSUP0HRBSdSiHgn+AkbdEOxVKQdnJySNI2g2CKQggFJy0Fh2DAKULIGk3i8HII9yY3jweF3G/Kyznv5v2++9558eGR1OZws1c98bXi87Ke3+sF/G8G3Br0xLH9hFKv35bVfvJKv5sRew1I8vnXTsvIchSAH+9SAGylBpX+L4kHACLJFwBUbv446+CsYzLRdwMdV2VKPhr+5WnhUm4WaJsopB+BThN9N2C8B0zJA4FAzwUTb94C8GzxPQCl3BwA5xfZrv32GJC9l+f8/vRnq+JsmVtyHenPfsgDsHsScQqr2SbA3r+GD2wyoLPy/TMA4wvOcTA0DcB1Zlnpkz03IfOilOxet8+APtt1nsdPAUh9LALgbxwD7afF671inwHh6NU2AOtnhwBUy1dK3d9IA53GarWacizvCBP2GDi/qAIQ2w8BEF6aB+D3xpByguy5JJdZf1eMKn163YQ9BoTitwwA4bU4APXiJ6VeNyzUnpwqwxPOu6CUK3St22NAZjMHlSbANqoJwW1OSGJBkh8eVNTfaWGPAZ2/l43Wp4zyvW5kZMy5+8WMJG6f35u+GzD+Z9+Z9DcBFl4GAZia6X6tbkllvuh7L9hrQBATgm5ENyCJBVNywX4DOroRHbfEOn038ARFG7RlMn3B4gAAAABJRU5ErkJggg==) 16 16, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYhc2WPUhbURSAvwSbsSKoU2nJIIh0sbaI0BQrGSTWUEUoXSoFUVqQguDQuXQSBeMg/oDoVDp0iLHN4BCMINLaTRFEQwNOFkLt2CZxuO8Q7k1e0keF3G9JXs55J/d8973zng+PxMeaitXi0dWcz0s9v9cFXDcNtRLMjgfmo1o8/+NCz2dPy69lxF4D0nn3oEppDkcA2HoTB2A8fkPLX47+AaB/qgeA3MlXVQdVx81E3Q2Urcqt89CLQQDO0q//qXA2dR8omdjf/AuUm6i7AddrwOxc6BzeAeAwEa5a+HbvNwCyqQcApHeTFfPsMSB7L/f5z+3PTkQZaGy566lwIBAAIDm3B8D7T/0qMJwsAswcF3xgkwGToY3F/yocfToJwPjHWQCyU5Xz7DNgzvbY2xEAurrUceTVMQCnJysA+AsfAHj+8iYAra23PC3APgPC2uMJAH47xwcH6vPdWDsA/sIoUDK2k/oCwKPeZ1odeUa4YY+B9O4vAAbmWwAI9nUD4AtOaifInkvnMuvPMxEn49KIV3/lsMeAkFlPABAcfQJAPrOgxfMuhUqTU6epTT0Lsqn9inF7DMhsJpYrAkygmxDMOWEiHQvS+VIsp/+Pgz0GTI6+F5xvCe1300jzHXX1ixnpuHR+depuwPWdfbrdXwQIPWwEoONe5bXW6lTmi7n3gr0GBDEhmEZMA9Kx4Na5YL8BE9OISa2OTepu4ArSuLgB3LQXTQAAAABJRU5ErkJggg==) 16 16, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEUlEQVRYhc2WMUibQRiGn4SaxUEEnRxKBkGkU0WyKGhxKNEEKp0tVam4Cg4dnEQcShXTQSyC2KlDaSEGm6FQi4qI0KkVwSEoOFkIrtEkDudHuC//JQQKuWdJ/nzfXe59/svlD9Eg6en2cq16cjMfamS+cKML+N88qtegE4+uJa168eLa7ufI6q9npOkGnKuT5LGEkdQxEgfg349dAF58Wrf6v03MAtDe3Q9A/vwEgOOdO8BtoukGqvaAK/ngRAKA1NvtwIm0kb1F8xpLGBNpzLzahH8GhOrkLwHo6zP1wy/mOj57Fjh+aGESqJjYP8gG9vljQO69/M5lt4MxIMk1u+s9QLWJts4nAGRXjgBY+vrcFMazZYB3Z6UQ+GRAo3e1C9ce+JsZAeBNoQWAy7ng8f4Z0Ge7oJOmV3MAZN4vA9AV/Q5AJBJpaAH+GRC2hmcAeP1zA4Cb6z9WPVzaAaqNFQoF6/pj8rbmAvwxsH9wA8DoWicA0WcxAH5NtVoDwqXPQCW5/Otd5eJWn6678MeAkNvOABB9NQZAMffBqhcdE1VOTht5PrjcOw6s+2NAzmZS+TLADLYJwXVOCJJYkOQbqbz9PQ/4Y0Bz+rv08C5jfa6NdDw2u1/MSOLK+No03YDzqXi+J1wGGBxoA6D3afBa6yWV80Xfe8FfA4KYELQRbUASC67kgv8GNNqIpl5iTdMN3ANTIr2z/itCRAAAAABJRU5ErkJggg==) 16 16, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhc2WPUgjQRSAvwQ7CxFiLRaCHFZyYqOHJxZe1MBJ6og/IF5hZ2FhJXLFcYWxEOVQtLIQhTPkLAQjUUQEbVQEwaBgpRDsjmiSKzaPZYadrIGDzFft7nv7Zt43O8MGqJDf4/XFcvHIr2ygknrBSifwv6nxS9A77l+IKPH8/ZOaz4mS72ek6gaMs5POOwYdSaHeMADP+0kAvm4sKfk7sUkA6pvbAcjengFwuvsGmE3YZ8DUeVdsUMmLz0QBmPq+5Vk4NbcK+JuougHjLjB1frwV9bwPT94oz7tnRwFIzTn36aM9z3HsMSBrL/tcvnZwDNQ1tFZUWPLlG5jf7nMCQ3tFgB83hQDYZEBH3+eCrHVyqeVdA0gd2RU69hnQz3YTb3//ABAsbALw8nQJuGt/legFIJfLld746FnHPgPC2ucJAEYOlgG42P6kxIM/vwCusbv0N886K5HXshOwx0D66AWA/oUGAJp6OgA4HKstZawD7ppL57LPHzNhpbAeN2GPASGzngCgaXgAgHxmUYnnDYXck1NF/g8eUqeecXsMyNlMPFsEmEA1IfidE9KxIJ0vx7PqOCXsMaBzfV4oXSWU57qRUKPz9YsZ6dh9vzxVN2D8K55uCRYBujrrAPjQ5j1Xv07lfNHXXrDXgCAmBN2IbkA6FkydC/Yb0NGN6Ph1rFN1A/8A5YTBmP0soKoAAAAASUVORK5CYII=) 16 16, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur228406 1.0666666666667s linear infinite forwards;
}
