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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjklEQVRYhcWXz6ocRRTGf1VTtp1xuLiwtq7EBxA3EsSFfwJCFiIRJW5EJCCIogUx3oUImsTYmEUWEoOIorgIUUQQQnAR3eUBXPkAYmUhw9hp+/atctGnZqo7M/deBUnBoXumq+r7zneqTp1S7NPqM9aYCaUGg6JQoAFD/8xbALoIHZEuRNp2N7azd252e82vNn1YnL7PFEaVugct6M2oHtygRgRiRqC3NkIbAk3TxWZr+2Y4MIHmrC2MZqoUJVAChVI9gcy0WJo4sALvYqQFGqANkaYL1Ife9u2+BP7+0E4nmlLBFCiFRCFEDGC08z9tUi5U9jGgTRYjDVBHaHYD9d0nfbORgIBPFb2xUqAECu38VQE5limQvA9Ap53/bkSkIVLHnkQ9JrEk0Jy1hZkwUzAT8Cmignb+mkx6nGEYlo6zCkELtNr5KzLmcEZiEaHe2WWRwqGgX3ClUTOlegIZ+FQ7fzVU9oWkgihxYY8QnFh6DrV2/vtQ2UeBmsgiwiJE6ls7cb61fTMYgMKocrng+mcOfhyYiRIXAGJl3wXuGoVgB+iU8xeFyCuADpV9Rjv/S6jsYRQdkaAVoTSqBWpVn7GmMGwp2FKKmYDNtPPXMvCpdv68gJ9juBMSgaX8wC3l/BkhUQMLUeIRYB5FiWYnzrWZUCoo1WqlJyMpoWAaK3ta/psBW3vYDLgnVvaUdv5SmkPGLjEUFMVEFVqn/a2WyabQzv8QKvuSyH5eOf8BPYlPlfOv7gGcW06iDJV9Vjt/nT6nGHkWKa0uM508EZalyP6xcv4NIfGtcv45Ab13DYlpZocyz4vRu1EKo1WeXofeG+X8RxLzMlb2S+X8i8AsVvZn5fwTIxI5+DJ3iAoXgUIW5PW0hhSYPpmoZVJJi0pnjJMqZazsj8r5p4TEr8r5hzaAFyNL86TcYeRQ0zmwXtMhH2jEoxsCPIuV/UM5/0BGIAdNYyaZUysH1YrA+OPtnVfkDGBiZX9Tzt8vJGp5Hx9S+fiNGOMz/cBNvJ/K++/K+Qf/yzzjw4Q1v/M8vzzrgSYj0cqaeDjrn4/fiKFHA1L10sVV59uAxRbAPAtHne2ONhuzu9apmBOIKxKSMD4Tr7aV82+OgBP4ApgLiRvifS154nkZ0yrn3wuVfY3+qL4cKvt45mAwqYRSw1yePE/vDcPcn76ZRFy26NOxsl9lGTO18bydkOg0Q+AOaENlj2nnP4l9nE+JCrVY7v2fSQVRIiWrOlb2fQDxvtXOfxMqeyTHipFOhyjAcVVGiccAjZDYllQ8kH5kC2CRpe2/QmVfz8KWlGxjlKI10upuV0BGcZa0eQkppZISIu06AnNgLmoRV4rV4v2T+VqK9GW7AmjP2dlEaoGsJpjS1wVX5FxPh1Mhp+PaFir7FsOK6GuRvlco9mHcDcyLk77etySjL0ZSoXmC4f1g2eJwq7ba+c9lzJHl+llTkh2oKE2mnb8sk77MhqJUO/+F9DmaVGC/ojS1/cry5H1SZEMIjmYhOHhZPiKx58WE4aEzUIDhtv53F5PU7ujVLLU7ejnN2/99Pf8HM+MC2rjzSskAAAAASUVORK5CYII=) 16 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFEElEQVRYhaWXT4hcRRDGf1XzfPt2Mjsue8zBQzAeNBIULyo5xiBGUMSDBtSLghdNUERF8SIIggcvogchUYME/HMxhCi5xFMMAYUQSDA3CWJgCbPPt7Nv33Z5eNUzPbOzmwQbiu1901311VfdVdXCbYxr19DFRbJOBxVBAfWfghkhBMLqKs3SEuFWdcqtLKoq8iwjVyUDMhEyNz4CEEEAjRl101BfvUq9Z8//AFCWZHNzFCIUIuRA7gAUyKaWBzMaoAFqs1aahuH8PPVtA1hbo+h06IpQwCQAVS5stS8E9tKyMHQgwxCorlyhmsXGTAB1TVeVrsgYAFCocs6NHGBGCIBGlTO+5gFg6ECqEKiuX6fauXPyfGwC4MZ7brwLdFU570qfiCywOQRNIrUqp33P/WZUDqKcBjEBwGnvibTixs+54cKN56ocm8WcGzwEDKOociYE9ppRAtXGBmWeU8b1Iy/Kksxjnnp+LgSeBHoegmNu5I3kJkByAFU57mueA7IQ2K/KH85EUKUZDmmKguEEA+vr9FTpi9AHeqqcT4x3VfkSwIz3gTumwhCc+jX84KnyqbNRAqUzcZ8ZgxAoV1YYLC0RFGB1lTw9bC5AywTQM+Md/7YALLr0p+ROYEGEXggccTaiDhgf5nzHDvIRA1Pe9536Z5yJY+75h0BPhMNmHJ3BQO0yBCpgxYzSmXjWWTjloRiEwODyZW7o8jKa3PEoI7TRuAjvAV0zvhHhpYSFlIle4vEOZzXqinpjMst27SLX+fmRJxntCf81BJ72+Rce88KMz0V4xcPxswgHE8OLCYAIogAKD8XXQB4CB1S5IEIuQtbpkKlqm1r9VGcpSp/P+f+FGT+I8JSD+F2ER2YYT8/RnLPLVMgy2oyqmuT1NLPp1OJReMw464Z7Zvwlwr0zjGfJvlRPql9hDCD9uNV8pNSMSyLcDfTNKEXYxWSGTB3aUqcIGj/c6hgpMONvvzWZGf+IcE/yO1PzbRWmxWG7eUw28e/QDRc+vyTCQ8nacDN9Zq0nszY0U/OGzfe8AgZm/CnCXQ7irAiPMVmYmsRoOgcIGsKkd567TwBNCBwR4d2tjAM3HMRvIjwIVGZ8J8Lzvr4R4aMQeJm2TpwMgYejPTOarGlosqxFKtJucnTRKG44HrIYtprxCW/M+EmEg2Z8ZcZnIryWUJ7qasxaOyEQtNcbfYjG6xB43JPHMGGhwguLy41EBs7EURFecCY+AHDva1V+DIF90Y4ZTVVRqy+q8SrGuJZHzysvv2+54UEis0B8LMKbvu/VKX3R0ToE6lE1/Pff9kMS56GfhePRc2fibREOTxtNxYESGxCgcu8fxVs0M4Z1PdUPeDfUT7qhHm01PO11Peb3XJVP2GKEwOskh1WV75360kGVGxsM8pxqAgCMynIPxi0ZbTPyiyt/kXFaTjMbTF7XoSrf+p59kUUzqhAYrKxQxsfLBIDlZXRhYQSi6yCK6L0qJ13pIcY3IN6K2JKd8DX7GV/ZyozKjLKuqbrd8TthU1fsj5Gugyi8P4xFJjalp7YJwX4PQU0b8yr+XV+nnH6kzHwXDAZk8/N0VUePkhTAdLGJI2bP0UmPtyoEhuvrk55vCwDg4kXYvZtupzN6FRW0nUyM/6anGX6/EwB1CAzLkmqrB+tNH6dlSZbn5KoUSdMy83GagKjNqNfXqWd5fVsA4lheRrvd9oXsHdT08xza9NqsrdH0+6OUvu34D3k/vb/zt3cAAAAAAElFTkSuQmCC) 16 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur162057 1.75s linear infinite forwards;
}
