@keyframes rwdcur138352 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGc0lEQVRYhb2XbYxUZxXHf+feeduZ2dkXZrewu9CyL7ApWEEpbbCgtNI0pqkJuJY0kbSgUSuaGNOgtTGp+k2NH7SGpCZE20ZNFj40pdW+SKgLghKCC+wudqEL7Du7O/syMzu7c+89friXmZ2ZXcDW+CQ3N/c5z3P+//PynPNc4X84VKkD4sCgN7UJaACuAGngnAiZhXuMjwEWV6Xx5neXHqtsPiQDe9r5FxACHI9MHRDzsMLFeuRjEHgaqAUOPvIqUzZQYcIDcXh+B1uBTg+0EvABFtAnRYi+j0oAOAXUXsr+etPy4H6yDiwL5GQOEBJhFJi8lZL/KgSqoEq1Ko/iWvP+0OX977W1uHJLIWgCsBwYW7DPUOVZVR4s1lngAVXW47rspAjOQmBgC/AQruVPAmeAzB+73TjaCjE/fO9h9gFf8eTXFqh3vGdxAqoYuFlbC6RVuSDCvCcOe+BbcTP6ZSC98w9oxxRk1A3s4d3a5BkwDfTf1O0Zc7AYHBaEwFt0ztuY9ogsHO3Ai0CP92ze3QJfrIXG8gZ6n9EK4HMA/bzUh3sSUGWDKntUiS5GoCAnVQkBq7zPePMhOQEQEqXeD4bA4DzYwIWnOQCsBU73W7/qHx349tEPx+HtPkhkIatwflb4bpPyrW0cAH4vwvAtCXgkaoEfHvo733nnOmyugbPjcHKmcOmuGmVLA7x7Fd6ZgB3VcGYKGoKu0vEsXM0KPpQ9DbA8Anu3sFqEvtsRML5/FLt9VPjqSuUznj/+1AV/TrgKrUXKR0SUlAohUUxgQ9RNyrcmhJ9tUAImpJ2G0bYN/fUiWEsSmDu3XnMfpoMZT6NZE53zoRkT8TmAYFTMYt+IgApG+RwSncceiYIjYDoYlRlAcCZCSJmFv+XSLtwE7hUheRPCKARfpxKycuDic3CmQ2ALUpbFrJt2KYuilgk3qfocJJh1yYm6JGwDsgao4L/nxa3AWWAU8uBQXAl9ilGTxB6KIaa6YAqouO+MV+pUcBKhvANV0HQA/9prOOkoVt8ynJl8WZTA7o6SmC3mASwD50YU8TmoLRixDBKycJIBNBXASflR20DnXMtyngplIeDgJGNgmRhVGaTMRkzF37L/60uBQ1EOZJ5t0AJpwIEsoAaUOUgc9HpR9a5yMB/OouMGEgZ8DjpmwJyBTkDwuaFbNrzSZhRzkLiiV0yYz4MZG238bSNYx2uw3/CD5ckSBvYRP/hAGhRNmIgfKFN0SFDlKWBehPY7ImB82sa4O4s1GIJMnoDOGNid1ZAFWa2QcXLekGbF3DaH0+tH6sA54V+oshMIqBJYUNrzeMUTzlkTuyNYAA6gA4JzxY9OGPi+lEYabQi6vUWHBafLAy3aN/dC3XnczL9HtfRCUuCBE69NFwj922wAsu+7PbbulzZWEmLdKYb+ZpF6xcwr+pRN/Ekoq4OrZ8C5ZFK+z6byE9CSv5CEcPvM0h7IjbBN/V6o3wdUukRSvZB4CwYPRyhfD75Ndm55xaMQqIb67SkqHnfnousgUAXdP33wIu4dobEYZmkCaZPpbpjpASZdS6deMsGB2EaItaaIPJBf3vrNFFYaTmyJkPiFu370dzDwKgz9vAugGXisGKbkiPy1OaJl22H2FOg1s0BmrLVZ9TyEV6S4cTLC5LuQ7TAJ7rAJNkH6LFj/MItVAmDeaxOu8rH5zakCzJJT0N+2izUPTTK2OkbPbwtbuCSVzYkJkr0BLv6m3J2rV+6qmWf0zQBOSmCZu3bFF+aY6vXxyacSfHAsxtjxAC2PpdCjr7SK0LMkgbHuINWrwoxcDJZYoRnh9E9cBP9ypW5bhrs3zmD6leG/3EXkXpuVW2YZ7gxyf9sw/V0VBCM2vpBb3wZOh4DbtGOAHzd+QxebLx7hVpv7nxlnpDdMz8tRWr+WZNV901w+VUl21mDMO5rpHjcsP7pysARv0Wt5ZVmCydmqkvk1e5OMnA8x9U9fTvHxA/mb28iFIFUNAa4fCzE/6OZ39D67RM/CsWSdbtr5ur7w5au89nY9H066gNvXpPlgKEj/jElTlUVyzmAk7QKFTOXz65J8ds00z7XXl+i7fOSJRbGWPIaXjzwhRztW5MABjv07TP+M6854uU08mrduZYXNG53lOfAf7LpGxH/7SN7216xp5+t3lA/F45G1ad675Fbepay/IwJLkVhMafE6vxj0HH78I/9//l/GfwArK3nmar7fuwAAAABJRU5ErkJggg==) 6 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGHklEQVRYhb2XW2xcVxWGv3XO3GcyM7YTO4otGztWcROLOr3QuoFSKKkIhKgX0RqKqEQookhIqfqAEAIkBAjRF9QHQKpUHiAIqFpuEqQyTaFNUS/BiSqnGOXSJE7dxknrmfHMiWfOnL14OMfxmYuTGCHWy+y99t7r/8+/1t57thCYKv1AIui+I0Ip8FvAFiAGzIjgqBIDhoF84HeAAuCIcJY1mBVqFwAD1IOAAIhgRJgWYUrkkt8KgAFqwNeUgV985jfMbn5SdC0EIiGgUvC1NRHql1skwpIqZ4CNQOHAv/h8NnGaw46sBRsIKaBKN77UY6qkrrRQhPdEeONQbV/fl18WJv7mgw/GFFVuC1J69QQIqcGKvFe0Px144JVwf1sO8Ovj+mWfKreq8oWgdhosDFpmpaBKocUJ4Eb8ApsKfODLXx7+uZAQZTwL02X40S6SwBhwJpgbA74B9AHzquyXUKbCBPLAXNDOqOIEi/qDsU5VfxcAHwQeOXyaiWsTytYs3NILT4zxaeAaYEqEGoAINVX+ANwMHAdShIo8nIJy8GuCCd3AJiADfAq4H+gOFMkAndsG4NFtULM3cdcYjwIfBu5a4OufaFL6t4EKhSZMJJBpFHgQ+A6wJIJRJf+DSRYGsnDtRihX4c/HYOcwPH4Ynp5gZ0Dw+Cn3idjjf3losisJD4zBw5NwrCqMZ5SBNHzvk+TCHyeCaSaQBcZEeCHoZ3bsY9FVGE5CLgZdCSi7UKzBwQLctA6yUVDgZAVG1kE2Dvk4/H4W3qz5if7miFKpwY9PCie+qC37tO3G/d1hNBGBx47AhTpsTcH6OFyTh40ZyCXhmX/DQg0qBvoSMLAOOhPw6jmI2/DsQmvooczQycn7Tmy+LIHqkVHFNkTf/xammMN7K+sP2AZJelipKsQMWoqjSxG0ZiNxD8lWEcugThRTiYFpDB27bjra7oBrKIjqkVF/g3kW3twGzEJyZdCz0KqNKSQx82mwFEm5YBu0Lojtp1WXD2IraEQNsa17dwB5VfLNBCLNjmUzhUSr07XQIPilE18FDJhiAonXsTeW0HISU0z4KlgKkS85y1iqRMJKWK0oV2FGMKU4phTHZyLokg2egGsjmYtYXQ7YhsjAxLfwqz8B1JvT0JCopa/2Nd5kHQb7ThdvfxSKFvZOF+/vNjir8LYN0qfYt1fRRRvvQJT49+cGg68/s3w4ha0lknWHi4x4PrsoWIM17A+5AHgH24AnDXQYpNtgfcQjtvdttGIjeY/ongrA+4CH8I9uVNmkymiw9VtrQLoMeKBvCnoevBcTaCEAXQyBWwbr4x7S42IPVfH+mcIcjWDmctjXOZh34khnHeA94EX8eyASEFom9nprCqIGGVUQ0NMC77aXW7oNkT0VpKOIpEHPp3GfzKIFgSiIDXrRJ534ydlLOKp8AP8oPyPC2QYFXtpXInqrR2a936++Dc5Tdgu4Nexhd4P5K/TsSZPur9C5pcJsDyzOw8XXoH6odR2ACK+Hd0JLCtx/2FR7PawkWBmQDR56fiVY9BaPzHa/vfg8zO21sYbTnFoPmXHI3QDxXrhwaCXmax+9TW96/oVLKlxxGzpP2WgdRh6pkL2vcczuxN87AnaX7zPHbdyXbZxpcIvgHPOJJ3Z7xG73KE0dQZWIKrtV+ViDIs3gz+WyCiD9Hrm7YXESvDd8BaxBDy1D8g7AA2cSKLSXOnmvR2LQb5ee9cn23g+Dn608CPxq1RS81PU5v1EBfhk4u6Bj3OXGiQvMzWQ4+NN1gRyQ2u6R6fWYf67x39Z6rdFl1VCFU6SwSrClWGKQX+8Pp2DVo7jZLBvqrkW1bGGlFVPxxVuatTAXW2++dw/GqBYs3EWL2pyf6anH8ux6mPnwvLbX8XeHvtLy375nR43FWRsrAjfvOU/xXJxDP+wgNeLhzLRPQ7N9++TPWvDaFmE+udDiOzcZw5mxMXXo7i+x/d6jpEY8esaqDfM6xl167qy2rF/NVn1JbL7nj6u+cDYkDTcMOew/mmkZG51KM319pcV/4pndbbEu+5S5HIm12n9F4H9FYjXwqyKwGol2QZvnRcVi5ulda38w/j/tP0jKVL7jWzlAAAAAAElFTkSuQmCC) 6 9, auto;}
}
div.testarea{
animation:rwdcur138352 2.6666666666667s linear infinite forwards;
}
