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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACh0lEQVRYhe2Vz0sUYRyHPxsiEiKBIuLBk4coiegQFUJUaxkL62GN1qAlYTHES+D+F6Is/gLFk7DlxYWV3bU0t+wgHSMipFNBiBhBh0Vkke/TZTaGrdlkl7VDPvAyM+/Md96Hz/vOvNIJ/zu+0o5YLNYGdEp6Oz4+fvgvBBolfQcKwGtgHViLx+PbxyLgSGwANwG52lfgpZm9AHIzMzN7tRSIAWOSfgmYmftoZvbezJ4B8fn5+UKlAnUe/VlJYx73PklakZTy+Xxbc3NzVungkkcCkjQ6OvpFUkdJArvA1ampqc/VDOrmVJl7WfcacGgDNkdGRjqPQ2DVdf5U0qEj0gFsDg8Pn62pAJCTVJB0IOkxcF9SwZFoBzaHhoa6aiYwMTGRB94Az+PxeH5ycjIJhCQdONPSCryKRqOXaiIgScCqpOXi9fT0dBroA/adJFqAjcHBwcu1ElgBVtx9s7Oza0BAUt5J4gywHolEukvrQ6FQUygUKrtgPT/DvxGNRq8Bq2bWZGYys7yZ9SUSiZxL4AHQmkwm417vKZtAORYWFrbMrAf44STRCGTC4fDt4jNAyEnLk4oTKBKJRC4C62bW4iRxYGb3zCwHfDOzU0BzKpXa/1N9xQkUWVxcfGdmN4A9J4kGYFnSDHBaUoMkv1d91QKSlEgkPpjZdWDHkagHHrn+pHdrKiBJS0tL247Ervv37Zz3etVVvQbC4bCAK0CfmQWBc+7t29XOp9Ppj6X1XtvxkRgYGKgHngAPga6SAUtbr6TfBKpOoEh/f3+7mfmBHsBvZm0lU5HLZDK3aibgJhgMStIFwA/cAbqBOknN2Ww2X3OBUgKBQD3QLWk7m83uHMeYJ5xwZH4CbEgY99VmtJ0AAAAASUVORK5CYII=) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUUlEQVRYhe2VT0tUURjGnysSESIRFhTRolUraSERBVGi9meKlBqZBEcX4r6ZDxD0AWZgQBRdjZtaZFhjY6kluIioFhHSB2jhoiJCJEKa59eiOzEM6VVTN80Dh3vPee973t95zznvlWqq6X9XsJYhnU43AiclvcxkMj93HSCVStUFQfAZ2AMs2H4GzOVyuQ+7AiBJ6XT6HpAABMi2bC/ZnrE9a3tudHT0004CJIF8JUD5WSqV5N9aLJVKE7Yz+Xx+ZbMA9RH2p0EQGKiTpCAIBCh8X5L0WNKjIAhe5PP51c0GlyIyIEmpVOoN0FKVgWXbZ4eHhxe3ErRSdRv4pljZCbejEZgfHBxs3nEAYLocWNJDST9CUxMwPzAw0FLtE4/Hj8fj8aZtAZD0GvgiyZJuA9eA7yHQAduz/f39p6t8bgId2wKQzWYNzABvc7ncx6GhoTngMrASQuwHZnt7e89VuN2QFNsWAEkCngAT5f7IyMgC0A58C89EAzDd09PT1t3dfUxSC9DR1dUVOf+GAGzPAA8qx8bGxl7Zbrf9NYTYZ7sgKQvUAU2STkXNHXkNo5RMJpttP7fdFBanPw24Ozk5eWc9/w1lYD2Nj4+/t33B9nK5Yla0K1H+W85AMpnca7sVuG77qu0jVauXbQOHC4XCmv+LqFL8V/X19TUAKUldtpvDPa9evcLxS5LG15rrn89AIpE4ZLvV9kXbbcDRcgbCdn9qaurWjgFUq7Oz84TtjvCangdWgYPFYtG7AlCpWCxWL+kM8K5YLC7vZKyaaqppy/oF+eDS9xti1RcAAAAASUVORK5CYII=) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZUlEQVRYhe2VzUtUYRTGnxGJWYWQq2jRxyIX0aKFCymzyD4m1Izrxi8YCEFayfUfUfED0o0kLaJEmKkmRalFSIi0aNWijZuIaBEiIt7n1+YODJYzMeOYC5/NfbmXc87vPudwXulYxzqKCsPwRBiG5w+jVmIfAEnaAHaAJWARWB4ZGfl5KAAxxBNJjwABsm1gzfYSkLO9Ojk5uVM1gOHh4YfAizxADCHb+fOm7fdRFOWApzMzM2W5U1Pk25KkP/4wkUhI0q6kNUmLiUQiU25xqYgDkhSG4QrQUugAsG37+vj4+MdyixaqmAOSlM0fgPwzKWl+cHCwoeoAwJuC4quKWwKcBt4NDAxcqhSgaAskaWhoaAM4A1yzXWf7OZC0rSiKfgCt09PTn8oFKNUCAa+Ab8CHsbGxDNABbMWu1AMr6XS6cW9cEATNQRAkDwLgtaSXo6OjlqSJiYm3QBuwGQ9nne3Fvr6+pj2hPUDLQQAsAc8K301NTS0D94BfMcRJINfd3d0iSUEQ1Eh6ANwvlb/kDBRTOp1uBHJRFNXFS2rLdmcURTvAiu2v8/PzF6oGIEn9/f1XbOds18cQ27bXbTfFu+PiwsLCl/3iS7aglGZnZ9eBG8D3uB1JoCm/vCTdLRZfMYAkzc3NfbbdGd+ehUtLpeagohb09PSctd0OdNhuBmr3XFgCtoFTmUxm6285ynagt7e3HggktcWW1+YLF7ogKSnp5n55Kh5CSerq6koCV223ArdtXwZqCmAmstns46oB7FV7e3s9cAu4A9yStJvNZs9Vo9Y/KZVKNaRSqdr/BnCsYx1p/QbkhuyBYAmtkwAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur213964 0.4s linear infinite forwards;
}