@keyframes rwdcur29786 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRYhb2Xu25cVRSGv32ZM1ePrfE4TEY4TJMoDhRJgxBCwqSgSoMQj8HlHaiQeAgoaYJElSqFFUUCRYiCCpBx0DiI8Xg8F/vMuey9F4X9AvtIzu73/r+z/n8draX29/eJOSKgC+m0uvnHEkLLl/XnOeZQBJSKegoAMxqNoi91t4tHu5+svt74MP20/VLt1rU9WZd6HEBiGaIARMCKf/Pmg+yrwZfuI/3OuqX2/N2bPzfesg1zvEjV35H62NgLO9vcvzPsfJDWM0pmmLd7yfBe8rAzUfNFyuH0nKMYK3SMuFboW7uN0e37/X4NS41ztmhyY2/Lbvfse70Od2M/KAoARXDiSVsZay6wCG3atKWOUdJrJjKMDWKUBSIwOcnSP04Wbs0FBktCmzCDInPOe4o4+cgKiMBsIq/+fZEuHQlTmsx/Kjk9XpKu3XSVcRTkGgGUgtzr8cUTNSmeG/zRBvaJodAleanG5xnj2DaMywBQFmrZ/6y9HL7fpjcS+p93aLQSAnqaO7W81gwA1Ixi+047bKJYEdgYNTCJJwSVBcHFvhcN4EphKis8CzSOjWYDl2QAsfYDFSwwRpEWORkpDRQJCqUUUEW+AgACeHUlJwSEIFJRvgKA0qCNRqHxBAoc3oWK8lUr4EChUOhLAB+qOhAfQhQIlyUXhBwHpb/UrwARDwBIEIRAwJFTYFyFSeTqxFsQICi5ih9kOFzpkYoWRAMIIMmlAQHIKF9vCB2BmjYYEkpgvSxwzr++NrRWMyi3GDDAIaSnOa50IBJvZxWAgFAeC4IG2hSHnuADRtMyWpJrBRBAaxovfzhr/PXLjNM/Fek3Du8Fa6RXM3SuFQCBRPlR7aEb+ndT6rcL5FGgZi1Wy7BdZxDbDdEWdHfk1uYD1bPkdFky+KJDr9+l2dT9dl1GsfNA3FSsofOGbvV7TWswWErWLFnaFO99w2q24uTjK6BrYtx2uskGW5RAyjlnbkVeyiwteBXbjlEAIRAWE/5xR3bWZZOCDjkKNw5hvlLPTs/Vr7E/hNi9gMl/8vv4JHtWm5rQZAf3tF7Mj8zB+Mx8v8rVODYDUbuhAkTp+frMZT5P91a/lfX1d93HZ1nr22luD0IgXPtQCrCY157mPzaDhOSGy+oHrlZ9Pf8fz26cb0P/gL4AAAAASUVORK5CYII=) 16 16, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgElEQVRYhb2Xy24cRRSGv1Pd09Mz47nYmfhGLg4yEQETkIVQhFDkBSsWERuegDfgFXiIPAEL9iyREBuyAJEsooCEiCAXkgwTz3h63NOXqjosbNjXIKfX1ed89dc5f52Sg4MDQj/xfhCb6iYeK3HyU+XNSAEJjgTRzs5O0A/q1TQ7xWdru9MvO+nxrTUfb3U7jUVpZVQ7agmkCAJQBVF3efPK4ovhR/WH0bvloPu3XL/Ub+63ElNOjuWBV2wIgAnjhUtb8d4HVzffT6+1eP7JEcXbpN0Vs3/xnH6+0dU91bB4QQBGMBc2k6s7VwbD6FrMIp1x7o0+vdUOnZS3Vle4biQwZshiEcwiL9O/pmPzovOSmIjzaZdGEoOQxBE9wJ8ZgILNSjd9mk1sXhesssXweAUTCc6rd06LwBMgDlnsPTwfuSfHvx/Nsjs27R01ye5maFninOZFLYeqENIJQQAiMMsYlT/6WTyI1odRn34vZVaX1JZRVsjDUD8IAgDwXvLNG708+lS4GK2w/luX42yO9RwWNeNQMwoGaDajYu+97SLff8mWJvTHCSICiFcVH2pEwT6QpobNcz06poWLIqQRoQpKaPktCeC94mpHiWUBWFFUPSf5wyGCAUSgqi01FovivBLqfv8LQIHKOSwOh6e27vQIXhEACrZ2eDwOR11Z1HuWlSFcAYXKOhwnKlTVqQKvDkCpvKXCUeOoqhqvy44jS9aA9R6PP1XA/qfAMhqEA/iTVvSAw1HVdmn5YQknVFUMQlMj+jgkt/Dv7pfgCL8LFGOdN83SkMwLyKsTBTS8oZYCcM4n02eLJH7geDyxmKk93bgigdNQMMBpsaUPvx8nrSinN22x020gUtOIWUsbOtRc/gi5kIKJO23dbu/pWnGzov1xm+3d86wM2iQN3e6m7J7pbSgCw6FceO1yq9e8IWS35mSrNWoEgXYS6zAsfSgAmKZI2pfUNOKYmTzjfv0nk/Ec9d6gxBI6aYfxQhw38ivDLX8h28AiPF6MOZ4XWKd5aTnUs5yKPfjKRY8G7d7h6882iEcteCp455kX8utRLvdDPSn4bXg4qareqn8nidyb5S8LGnca1vjWz6Msuf0ii77zij27qRiQOH5072729ea03J08kV50tPLtpJF+NV1EP1SOwgR2QbARgfjDSfzNfObHzq7HRMk9W5nnqhCaHOAf9dPIU37h3nAAAAAASUVORK5CYII=) 16 16, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhb2Xz2tcVRTHP/f9mpdkMpnOJJPYJjUZmhKw0kJUbCo0qMsuRBduu3IhiODKP8CNKzdu3bgRQRGFCoKgDYgVNa1YaSskrSGZZpo47828mftm3o97XSQpLnsDyYULd3W+3/v93nPuOWJ5eRnjpVXFIVsY8u0wU9Z2PxWh0ighzEM5xthaW54nX5sqy3efGi4mwvZuhz3rh2ZHrASxeGDKwZ6dnTUjoFS1Minfrp5KXy1ZzsmJknvhxIi6NOzpahSLP/qp6JgoYaSA1qDSrHb5+dNng8kW1azExdNz7GwFtcZW+0pLyu/asd6EJ2dgbMHFF05Mv/Pey1O32eA045RYAgJgs+J/8vvU3U//wUQBywRcCBgbdSvgFR0sStSAOeBZYJGll+oUCkYhzQgA3L3TSr669lN27dZNQAINoAm0s0c7XSllbhTP+A3shln45Rer/fK5AlzwgDYQATvyt18bu2kGrvvkMY0t6MWitbWWhnN6EjgLnAGeBsrdQapCzzNLRGMLop7qvHJlvnNu6SRQBMrAOFDp+ENeaFtmBIyzYKLqZm9dvZTUaiPspZs+2FmS5JlpNTQm4DiCWm0CKAAKyIAcyMlzbRrO3AJLCPZufgCePt55ro6BgH1wEkACDIA+kJCmx0FAHNxe74NLIAYGhyJg/hvCPjD7wL39HZOmZkUIDqEAGuJo8D/wCOiClCTJMVigtSaK+ijiPWAiICIMeiSJuQLGFigFnagPfUHN9cD2gB5BSx4PgVxpZJygJDhpl8q4yyDo0Q4l2XE8wkFf4bg2riMIHvUoaIdOO6bT7h+KgPEbKJVdKtUitdIosjug3Y6JOn1imZAr80porEAQJt6NX+771VMuha5FPqQQAgoF27cF/pETULkqf/zRSnnhmSIfvP865ZkZQDO/EBRv3GqX17Z2j64l0xqGfDHsTWi/dH6E8sw8e+3YGShOl+r1sZrWZjYYKzDqMzxZL3q79YC9ZjRiryv61+/HaVkY/sdGBIQAG126vLjgr9V3+P7vmyxPdnm4GXB/bce691fTUUpj20fUlmtgenYsfPONF2Vodysffv4ta+tbJN0Y2UtoNiwsy0xU4zRsNJNGqym3ixTw1wUb97YJWz263awVJ6JhaoHRaCaAVpBmcRwstraD8w9Wm6A0eS5aQc/5+mHH+SzNRXRkoxmAV7DDH683r9/5c+M5K84Ty/FXZer+3O47KzK1GkfeEwohlBwUvtloWOuea4eptjYyZbW0xmQkfLz+A58otiZzrzXeAAAAAElFTkSuQmCC) 16 16, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACm0lEQVRYhb2XvW7kRgzHf5yRtNrvc85n5LML7imu8APkRfJ0qZIi5T1CkCpViiBIcIHX9q53pRkOmUKGEaSTAIsAARUC9RP5H3Iot7e3jDF3iIFmUfm1OcmdBKAm52KoyKhwVONeBwSu1+XDF/v8veDBkQ7C6e4p/vDHffzZwV4VQIBVbd/ulvpdDN6KQBWDxSjdX8fwMRc5j4kXxgIM5gHcJAgxBmIdw3pT72KQ0T80vgQAItSLmtW6ZtHW7PZLvFmH3z4d6D7lGQCAqo60q4b1puXtzZZ6vWW9OgIzALg7qkbqlarKdJ1CY5bVRgkQJmsA3JxSjJyUnBQJkszGnYDJABKERVux3rTsrtZ8+fUV79+/s+vrdnSsSSUQhFgFmkVFuxxE+O5my3I5Pty0EgiIyIsHEYKAmc8E8D9znFIcnw3AHXde3IqjWijzZUBwd8wMM0PV6FOhlJkAHH8BKGrkXOgueT4AfBBcUUO10PeZyzmjOroNTM3AUPehERW6LnN66sl5JgAcihU0D95fMk+naQDTZgH+rPyhFXeXjJwSquM1MG0aOv8RoNJ3GT+lSRqYmIFnEZaCqpD6TKnSpFMwOQNuYMUwHXRgvU5qxZM1AM/dELDnh/G3gYkAQYRmUbHZtSxXDTef71m+ecP2lwsPxzIDQBRWm5artxu2+yVfffMZy/0u7HZ/w5/d6wOYDcMn9crlnDkczjxeaI6PaZ5bsarzdOywYjzen3m4O9F7Gw6HNDrWaAAHtDiXcyYnJQg8hMBjt6DrG4bV5RUBYChB1oL78LkQAilVxsi1bBKAAMWcPpWgwREgxmha5H4WAIBO4+93p/on8MaRLobqn96rH9XG7YXTAaz5mFL1qyPJQQF1wskdxq7n/wIzKZ38+2a0xAAAAABJRU5ErkJggg==) 16 16, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACe0lEQVRYhb2Wu25UMRCGv3/sZS8JmwsEIQqo6HiIVEhUvAWvxKuAoKakpqEAISQuCmHDJrvn2B6Ksxugw0bEhSVL54w//eN/ZnR8fEzNcgcJi+YzQTTziYnYJX1NRSupKhyx7vPh8oNx9/Bwp38cg+bRmCOVz2ejp1+W8VltvHoAfDIbdY/2JqsnMZpJAtnqbB2fs6yNBlb9g7AYmCGZu1NyYXc+LUe3Z6VPXg1QrcDA4Ndwx124O/cf3CHM9nj95i1eydACgDsUB3w43Di6znRvToyi7+sIqgEcSi507j44wuHrpwUsxLfTxO5O+M8ATsnuyb2AGwg+fjhhmTu81EZrTAEuQEiG5KyWHYv1itGosgi0AgxZFpKQIMTAxEZI6+pY1TYE8E05ZAOyd7jD3Xv7TKf14dpSMFAwaCHG48h0PkYSW33+djUpsCEABhVyLqRUyLm+ELUB+LA5Bd8A9H1uCtWcgssMADk5qW/wYCvA1gXbU0oZ765YgS2IgJQyqUtXCSB8o4B7IfWJss6/Pcv/DrB5AA7IBwd0ufpyaLah86vvilIgNVjwHwA28qNL2UNQ9SzwDwDbNaTBghGDXV0zki43AH4sLjj7NmK9LoRQB9GkgGnTCRkYQrChDDe8wmoAAcHANIgg4ODmDke3ZrV9qA0AYdKfqTMzLKjJCS0KRInZdjAtDufLjpSdfDVjuVspbjkXioMQcRzZ350wny9JlRANQ6m6Vec/xpYJYRjJvp+eQzdtmgeqAYpTzi7KQrkro2hmgot3J3aOLKVr1TasT4G0WvvkxclF2TXyofCJROqtvLfKy9sAoBAmL1MYv8KJ4FEQkZ22NKOfaXohj0/TRgwAAAAASUVORK5CYII=) 16 16, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhb2Xy24cRRSGv6rq6blmHN/tJAoGLAMxjrhIVoQQZAGIBQskIsEbILZseQYeALFhyZYVC1igKCBhEBERsiwiJOM4znjieGY8M32tqsOOfbUU9wP856v/P+dUl7p58yZVPuuEdp2FVzc72wuLLb1zd3Cnd2KHWoXpmLW1tQrlpSFFduPD95c+e+/dK59v37j0zqXVdu+HH3t/xXUtTxdApKFd8snaSvnFR7de+mCgkvnMufnrL67q3qPhzuFRPlABLuiw6oAvr7ts8Onz693ty+uz8a4c8+2d30nT/I0XNmZeEwkyIBxA+eJl3PTa8uoMi5cukM2WfJP+xv39k+7MXGMlVC8cAOmAj6eTjEjVWOxeYNyFaVFGtZpphWqGAmgPVkQ4fDAA6rx5dZ23Ly6yutyx3vnEOfFPE8AL0aGnNrz/dx8wbJgtvnzrY7Y2VpPRadb3QeWrNKGO9lFxb+/2v2SjEdDl9Wc2qV9YOj09zQ9NFLYIwgGUGqL0mdJwdDQEDrh7sAuMz0orQxO4icIBAK2Uj5qQ55YBA76/9yejx2fWi9iQHVAZQGmIGjXS0jIsM6auxIsQxyZYqxqAUpjYkOWWcV4gSqG0BgKPD0SVAABjIC9KTKFx3mOtw4WOQFUAUGgDaVpCrrDek+Yltjw3AI82kCQFPhGsdSTTgqJw5wUAWiumSY5NPaWzTCb5eQIolImZTguKzFF4x3ickefnFgFoo5lMcqJUY51lMs4o8nNyQERACdNJhskM5f8OnGMEoMmTknoqOGsZT6o5UGkReS947/GFRReeWBvKwlIU4T1QDUC89t6Tp5ZOWmOzdYVGPdaIBOuFRyC+K953lDYYMcxNWqiGUIzLi3g/JwIhF1IwgDi7Lr640mrXaTUjejLi4eQJ7UfNOe+bV5WKfgnRCwZQuCWN7XTbDeK2Z392wK9n/3D5eLlFsrIgEgU5EJyZVmitNXEUYZuW49aIflnQO0miLHctCOuDUAc0qEwpLMqTY5mWBc0nhpVaxwomSZ16yj+lurarovaus4Ife+oPDdeGq2w9u3LS7TQOAvUqTIGJ75n63FeFH2s5lVeeM7Nxq9WhU+/sZPvuj9ApqPA4VRZd2ysl3osx+XytPt+qNR/3+urrB335WWkV9DardhegMkv9p8Mzv5s6+a7Wp9E/87dRYfkD/AfMqMVxtVqfZAAAAABJRU5ErkJggg==) 16 16, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur29786 4s linear infinite forwards;
}
