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4.1666666666667%,6.8444444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.9444444444444%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe2VW2wUVQCGv5kdOttud3ZLW+hFKGW9FLeF2BpAkhKHVAJUiQQDokYFg0gkPmgIkhh81AcfkBiMgYjxEtIEC4ggJYGVewMFSmQWSilU2rTdCu3S7m539jLHBzAhCrsVDGrS/+lkzsn/fXPmcmAkIxlGxDrEfwJq6OrUByIj1iFE0xRxO8zQ1e13un4HSeXvsKRUEv7Dqg2JiQhaPWs9qJEYnL6E/7A90+uLRv8E/hQ4KCussBLMAPYAq70+8+o9Cdwqne3ItRpKqnOgMp/EHoOLjeo1r8/MvznvBGLZQGBcRTwr2GtjXJmFFU8yGJTpaVMWlO2N7UjFSLddS91jkzBeAwlMxxhk5cYPhq4uAhaqmnlGyeCj8dM0pIoanOEKKNmJbEZwBaL02ULfs7fHdj8CCYdmwVg7PLIJx9kPyHQfWpb3sufV3gNBJVf0LtJqPFD1GSgKOMohPg+alkDcoqjGJRu/9J/y+syquwHkNAIrWk+ocDAEedMBPyWT4jjmnlBybPk4XRaMyYTgTjj9BWz2wvonCNR30HfgV2xmkrwFRZWGrr5+N0DK7Xm7VHnKmW+95iorlSgeB6PdcOEodEvY9eVIHZfgxZOwdSm0ngTXYvwN54n2WdWha3Ls+smBCZG28GNY1omN7clEmpu9cwxd3TrwvlOIM+uF6KwXot4jxCfPCnF4ixANnwvRdUWIL98V4sgOIQa6RPxQuTB0dftw+9N+s16fuaTNJeZlt2zQpEgWzD0OoTj0H4fCmXD9KORb0NdJ3+qFBNozAPqGK5DyEfyRt4qVI6PC/cvs3QFo3AWRUVA+DbQycHnBMRF6rpAZaSKvIEgkLP/2ZsGoPRvbk0PputO9hAAIi+wbUSfYPVBYA1NmwdmPwYpB8wvgb4Qn50LtWKTaCnIKrNmSzOPD6U4pYOhq1q1hr2Pq6Kss+wqmPAfHtgHPw5UL0KWDww110yCrFip2o1WXoDrF7vsSMHR1vuRQBg1dvQG8FznQ4U5uqIafVkJmHTzsgeZ9cPEgZDrBmg7n6yDUglT0DrnFCc3Q1bp7EjB0u5YxQVszaW2pXDbD1Ioni5fGzyzSbGohPJMNT38NgTfg3BouH/oRxsRJJGVobgNHJcSuMziYAbDlngS8vuhArH1gU+BUGLm2HNe8iTB7JazrgvJ6iFyDoEkyZhENy/TvX5VobdjbgyRB92bI2cVDpSaSzE5DVzNSCaQ7jE55apyV6qMaFGbB5TAMVREdOkbYHwgFLinfIvgOmAxccOSL/SXzC2GCk+Tuc7Q0qn1en5mbipHyP+D1mVWX3SLp7uyXNXeStjMqanYn8ai0LRZWPkSofu/PAwBHDF39xpWXhCyFeMcQoX6bBaQ8CdMKAAwFpeqhoLK0G2UOUJow5Vlen7nv5qx5+9I52uJJ9DaHGDQiTWarshyEP13/PxZDz7C3vJIbN3R11QOD/lVCLfjX4CMZyf82vwMWpMSq8H5s8AAAAABJRU5ErkJggg==) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,13.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,34.622222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.722222222222%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,48.511111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48.611111111111%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaUlEQVRYhe2WXWxTVQDHf7dde9qu6zZKumUjgyIwymUDV4IbEtmFEBZhmhniZwy8YIxBE7NEUCMhMTiNUeIHIjEwIsRIfGAC2RZiUuaMJkARhrcMGAPLslVgW7vP3sLu9YEpCmzrxoM+7P94kvv//e4595xzYTKTSSLGFoz/DXQ0GVURrvFyTCNCnlhwD+x+46oi5quKCKqKMKypRp2qiPXjlbhvkpkBVREZzWXitYFKyTC2YBjvO43Ip15DVUQwWY70IJLnVgojzaOT++JMcAvQDbgWRzNMtP8Q0wfPdpfIAe34aB0pY0FURSwEvUkO3NTvGm/0Fg0h/G+B/xnoPwkN79AXbKPbcBNv6f9iLHhSAmJW+lfmdHOLStc+OaDVDsPLps4YKhSFM2BJEXT+Bof3E49cJXzWWg891cCRsbrHFFAVsTFNdixyWPRF4SAZQK2qiDlWp1E+5SG7i4JiyPBDw1Lo/Z3WMzbA2CYHtJ+SgcMIu2AYnp2S69zuKU4jtSMMsFxVbCbLdNf5RJ/0SkqiFxJNcLocWtrg1XbmbV+H8Loaby/bAwoAO2fP6EzBLCHNycNbLFktdv2md4NC1ooyDB3IqYHul2DhdrhwAr7bhdvWRea0oV2qIqqSERhxF6iKCHqLEkX2VfmQ9xy0OuGXSiivB7MFBntgoAd8j8DpL+G6Ga58BM50jOwMtKaw3hq0DgB+OaBdmMgMVEevmyHcB4lMePRpKPVB3Wpo2AHRMEw9CLmzoGARlG2ErTqs8CIpH2NbU2yat1x3mq2cVxWRPRGBPbEOc0HzgetQsxN6T8CyIKyZD3klMLcUFhwAyQzuEjhbD1XFENWANCj4HPw7yJwu4fTon410Qo55EKmK6J3pTzhEYZ5J8q0AKQiePXC5FYyDsGAz3LgIkRiIHKivBE8XzH8XCkvhRDlafTOXTlqb5YDmG7fAsERV5rSh5fYs++IMRy9Dt8CcvxlK1kJTAJY9D1+/DJ5CeGoTg1vSsU/Jh9Vz4dZlOHSGUKMAQ5PkY//uHm0J/o4c0N7sbjNXXFO1ilCj4Go0H3wKHKuG0G5wWiB2mIvffgihpVwJ2Y9HLrQk9CNHIaETt7ixphqbkKz38JISGJZoz69L1ABMe9YCNjt01MJKC5yrgAw3KVYIvXEeIz70elfYfKg3Eodrg8RcrrZEv3RMDiT0u3uTFrgTyXJp28UftX3LwCfB7N3grkSz2DB0vpEDmiQHtJ+B3VGrBy1V0FnTfmqke2HMu+CvqIqYBVSB8Xh6juEQD78Aj20Fuw3OrGMgFOmL96R8cucJ/Wh/U9R/6dfuoBzQnhypN2kBS65zcdaqzLXO5hZMTgfMbYOBBqjei9F/jo5mUfvPt7x9e948pZY6Rv3Qk/4fUBURdFfkFGX5U0GYIZaAtn5av/+DeDcJwCcHtNZk+8YtMCyx3up1bchO61xisRpEb5iJRUzv5dcl3h4veEICwxIuoBT4ANgH7JUDWvtEBSYzmf88fwJXprpKumJI0gAAAABJRU5ErkJggg==) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,69.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
69.444444444444%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,76.288888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76.388888888889%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur227823 1.2s linear infinite forwards;
}
