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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEj0lEQVRYhe2WTWwUZRjHfzOzX51u2bUU2H5Ai3wEBT0ISKImhkhMPHkwIgd7ESUmJBhIjKgcUePVg8RoTDyRYMJBJfFiSFREwQBGoVBKKdBAa7eluzu7Ozsz7/t42G1h2u3aKnrin7yZvPu88/x/87wzz7twX/d1XwuUiOwRkbMiUhQRJVWp2vysiGxfSD5jAcZPAMeAdN4POJEvMFByKSpFJh5jWSzKo7ZNZ1Mc4CbwomEYP90TABH5FHjlcqlsnsgVuFAs1V1XDBTPtqbZ1JKksymugc8Nw3jtXwHUzF89mS+w++IV/HyODZkMyxPxWWtdpfERWiyL3V3tdFfXfNYIoiFArew/nMwXzF2nzoRi9SCmAKa0v7uL7kRcT/rB0+lo5EfDmG3XEMDT+tZQ2c289Mcl/HxuVnzbihVEzTspSlqj5A5Ai2XxRmc7SxOxyZhpLgb0zBzmXOYisj1qGJkjo9m65gCnc4XwPVpC84JSHJu4TdQw0tmKt6+e35wAvsjbl0tlDp/vI5iYIJiYQBccRKnpNbncbfyaqa8FPaOepsBvhSKTfkBTxOpdCIAJrPt2fBJBMG0b07YhGkF8H390FF37EsY9vwpA+OnNu6bfT+aJGsZaIDLvCkQNI/Zrwakbs1IpsEz80VHGfB9PhffeDLMw4LoAiVhHR2ymZ6MKmFNPN5esVIqcUlQQTGF6zFQhUEQNA+15sczOXfMCwBdhcSxaJxCgHQftOLj9/QAMldyGoO2xKL4IQTZrlgevzLsC7qaWZOhH7TjoStVMlctgmTiOQ8QyueZWuFqp1E3WEY8hIm4klUaXw120LkBq6zP4Iv07Mm0h87vljdwEwB8fA8AwDSzD4LrncbVSmR7X3Aobmm1KSg8GuUld+PlkqBfUBcgd/06PVLzDS6JRNvasnGUuSmHZzVWQ4WE8Fe4vlmFMjxeWLqanKcE32YlP6nnNtQX6obVrPva0zr+zsotIa2soqErF0Pz64EDdJCnLYusDKYqB+rO3Y9lXgNf9/od/XwER0ZFU2vtiZKx3ld3ER5sfC8fd8F57w8PccMJQAAd6uuhMxHn3yrW9VssiD/DSW7eF1jQ6CyJA8mqpfKinKbHj+O0ce06fIZiYwB8bQ7SadUPL5i0sTzaTsiwO9HSxrtnmQrF0dH2y+U1gEsiLSHD3oTTnZwgEgLumvX3vQNk98lR6EV8+uYXnN22sNqI6Kpz+hYjAwQdXsMpu4kKxdPSRpUveAkq1EdQ7ERvJBJJAx/6Boe2OH4yKiPQ5RXlv6Ib0/n5JHj91Tp47d14ODl6XEc8TEZGyUrnXLw68DKwFOuLd3UnqtOH5KgIkrVSqw7Tt1YeGb+3LVry+ilJlT2sREfG0lopS5WzF6/t6bPwD4GFgtZVKZYBFmZ275jSfbz1MwAZsqzmZUEUnVgMzzUQCAF3t95rq1nmR1tZStG1Jqdx/yaXO/4CFAkxBRIBEpK0tFmSzMatlkYnWpio6WM1JVNEJAA9wa9egkfk/lQnE7PUbEoAd71mZpPqe2EACmHXi/dcy/2/De6q/AFZvOXV4zgwnAAAAAElFTkSuQmCC) 16 16, auto;}
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%,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%,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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElUlEQVRYhe2WTWwUZRjHf/M9u93tbpd+Q1KQguAHKhgSvBEuevBIQ6K9iBIVQ9TE4AcH40GjCQcPSsCPxBMnSRBNwGhINAjRKIkBKUgLbQrF7rZl2+7s7szO+3jYtnS73ZYiFxP+ySQz8z7v+//NM+/zzMA93dM9LVEiskdEzopITkRCKSucuj4rIl1LWU9bgvETwHdAMh0EHB5K8/tkjtFSidWOw+pohCeXJVkTjQBcB7ZrmvbLXQEQkc+A53pynr6vb4Dz58+jWRaa41TFbn9gPTtaGllXF1XAl5qmvfCfAKbMnz85lmXPb39QGh2dGdMdFyyzao6VbODAhvVsqY8DfL4QxIIAU2n/+eRYVn/5xA/zxuixWPWiloVmGBzavJEt9XGVDoKtzbb907zzFwIIRL4+l/P0V06dQcJwodAZhRMTaIYBwO6eXi56eT1pmkdredUEEJEuS9NaPxkcotB7mSCTJn+llyCdrowrFiuup80BgvEsH10dxNK0ZKbovz6fX02AQOStczmP748fn7lnROsQFVIc6EcVCmWAIKiAMVOpinV+vX6ddBAQMY3uJQEA644Oj8w7oDkOwegIYT4/i7hU3pRzZMYTnL45gaVpawFzrmctAN3SNPvU+ERNOs0wKI2NlqsgKIGuo7mVZRlPNrCtMUl/oQjg2i2tVYTVNXQLTE/7t9Jrt7VTt3IVzY6NoZWLpxQqsmGIrxTF8SwARizOqkiElREXS9dAIBeGWJqGCktm685d+o0vDqlFAQIRmmyLbDzOqsc2YRuVyQpFWB5xuA+NiGWgp5I1s9Xq2AQilDIZPd/Xe1uvAKDwVKqBzk2PV5mLEtodGwcNpUE+CFELdJQW20JECmYiicp7lU8634TE1m0EIpeeaWuaSfdsLbMtnFk9bBoiFJkXYEM0iheqvlL2ppo4c3pxgOzJH9Vw0T+cMk02xys7XShCTK+epjTwlKIQqgqQbQ0Jlkccvs2MHpwOXRQAUPevXfOpr9R4d2sTiVnNxVnk8xEgeEoxEYbowEPRKLlSONzd3vIN4He8/+HiACKi7MZm/6sb6e7lrsO+lStmxtoduyJWnz/rALy0oo1m1+ad3v7XjHi9D/j9b++tiFnocUwgdsXLH1gZcXf05DzeuzpIw6xsTGvuBowbBrtXtNHhOvyV8448GKt7A7gJjAOl2wUAcM1EMnlhaOjjDtfpulYo8uekx4mRsZoQj8TqeDrVQLNr87eXP/Jwc9Ne5XkeMAoUFvGrkg7EgPY3L1/tmgxK/4iIDHoFOZYekf0D1+TdvgHZP3BNjg6PyJgfiIhIPgyzL/ZcfhboBNqdjo4YtXvOojKBmJFItOvRaOfBwaFXM0X/QjEM875SIiLiKyXFMMxniv6FY+mRD4B1QKeRSLQCsdadu2qa3+4/oQnYQNSoi0XD3KQ9dU/X3XJ7V4WColxiCvDNVMqzGpu8/KWLBeaU3p0AQPl1mIBrNjbapUzGNuL1OkrpYW4SI16vwonxEuVNVgD8qfOa5ncqHTBjj250gai7ujMKTB8u5Uwt+Kd11yQiSI32+7/Rv1SqAEALul3dAAAAAElFTkSuQmCC) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,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;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe2WXWwUVRTHf3dmdnd2drfdllKWCqmWAlWLER/BkBgejPLkA40m8lKQmGiMmBhE3jX6YkwIhEhIjEafJPE7jTHEFzUgQRPbQvlsaLul3Ra23Z3dnZ2Z48O2jbMflCIvJvyTm8z9OOf/P/fce+bCAzzAA6wQIvKGiJwXkbyIeFKBt9A/LyJ9K/GnVkC8DfgeSM66LgOZWwzlbLKex7pImPVmhC2JGL0xC2AC2K2U+vW+CBCRT4D+8UJJOzk5xZn5XN11F/84y87t23lt3Vp6Y5YPnFRKvfKfBCyQ7xstljg2lmbe9bhaKGLoWs3aa+k0hQvDhFpX8dHzz/LcqhaAE3cSUeslSL4N6B8tlvjw+hjzrgdAV9TE9fyGduXZGV7//At+nLkF0D/lODvuSUBZ5KvxQkk7NpaumeuKmngigTEvmw30D/wwwN95W0saxteNuBoKEJG+kFKpc7n8UuTViFRl0M1kggHMznDoyighpZKZkvNWPb6GAsoih8YLJQYq21gXHZHw0i7MlV38shMMwvO4PDTEdLlM1ND3rEgA0HMul8dX1G3VuDk0WEMe6XgIgM8mpwkptQkwqjkbCdBCSoUv2YWG6hZFiC/cyOUpz84A4Nl5NMtaIgc4m50HMMNrUmYNUSMBgJbz6590XSlCKEJKkfU8sr+crhhZFtFHNmAkmgLrM65LSCl8zzVSe/cHOI1GAsoixLWgPl0pIkqhq0r4o8USM0ODWFuewM/VL04Am0yTsghuJqMVrl65qxQAFDda0aVOBIWlaUvkvoKhyUlUKFRxFI+jxeN1HW2IRRGRotGcxC/YwUjrGTQ/s5OyyMiOZNMSebiq8v2ZrUSsmcG0Lgr5d9u1qgXb86+62dv+/O+/LS8ge/pnf6rkfJkMGWyNx2rIAW4uHDo9kcCbn68bOcDuxx5lsxXlu8zs8YWhwMFqlAJ/86aNRx3fn9vV2kJM1wOTZT9YAat3YRGhZAsvpVaTd72pPR1rvgGczvc+WF6AiPjhtnbn08npPe1mmH2p9sD8nOsG+noigXertmAd6e2hK2py+MroAT3R5ADO6LsHA2vu9Dc0gPg1u3Ds4aj54nihxInJKfKex4xT5szERI1BOZ1Gb2khlGzhSG8PTyebGMrbpx6Px94GbgNzQED9cr9j02hOJofT6Y87zUjfVNHhb9vmp9tZBq6N1jXYmlrL4a71dEVNLtmFU1vaVx/0bdsGZoHiMnw10IA40PHO5et9ubJ7U0RkzC7K0RsT0j84Ii/8NSz9gyNy9MaETDmOiIgUPC/76oXLLwPdQEekszNO45qzLAwgrjc3d2iW1X18LP1mpuQMlzyv4Pi+iIg4vi8lzytkSs7wt9Mz7wM9QLfe3JwC4qm9+xuS3+2b0ADCgKXH4paXz4UXxrTFG+AXiz6VK+YDjtHaaofaVtuFkYtFqq7evQiASjoMwDTa2sJuJhPWE00avq95+Rx6osn35udcKoesCDgL342fTvcIDTDiTz5lApa5odsCFptJZafu+NK6bxARpOpZ9r/DPy8+DTjsyR/yAAAAAElFTkSuQmCC) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur217452 1.2s linear infinite forwards;
}
