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2.5%,4.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7klEQVRoge2Xb2hVZRzHv8/5d88Ox+vu9d65O+ac3t3Lhq0XKpK+kBUoGb1IyBRplQgzlJpQl2mgGTIDISIDQ2PIaIqQzjDDF1oETsOYpXPElNVmXDYZcZlz956/z/PrReuSJdXuru7N/cDhvDnP7/f9Pr/z/J7nAUqUKFGiRIkSJR4/uVyu3LIsc7Z1SNMdYFmWads2ZFkOK4rSxjlfUUicYjHtxJIk1cuy/Kwsy2lZlm9JktRJRO8QUfhRCCw6nudVCyE+J6IniChMRJ8QkUVEXxFRExFps63xX+Gca0R0hog+tyyr6tatW0/29PTczGaznIjuENF7RFRLRLP2W/0nRPSO53n3enp69m/btk1vamra3N7e7g0NDRHn3CGiy0T0AhEZj1pLobPUpygKdF1vMU3zhcbGxrPHjx8/0dLSIs6fP6/Ztr0KwDEAHxBRNREVUfKDFGpgAMDdWCxWEQ6H2xljtfX19e9fu3bt9pYtW5BKpdDf318O4HUAXwN4mYgeScst1MBdAIPBYBDRaLTGNM0Pa2pqfmtsbGzP5XITnZ2d2L59Ozo6OjA+Pp4koiMAOojoKSJSiqi/YAM5AH2BQEBUVlYqpmmuVlW1LZlMXlywYMHJbDbrX758Ga2trdi9ezdu3rxp+L7/IoBOAG8SUeWsGmCMCQA3VFW1q6qqIMuyFgwGXysvL2+qr68/EolE+oUQyGazOHr0KLZu3YrOzk5pZGQkyTnfjz+q8QwR6bNiYIp+AHcrKirAGIOqqpFAIPDuwoULjUQi8YGu6xMAIIRAb28vWltb0dbWhkuXLhmWZT0H4DMAe6Za7qwYGAEwHAqFEAgE4LouFEVJyrLcVldX1xuLxU799eNsNouuri40Nzfj0KFDGB0drQLwNoDjAJ4vdN8o2ABjbBzA97quIxKJwHEcuK4raZq21jCM1qVLl34UCoX6/z4unU5j165dWL9+PU6dOqXdu3dv1ZSJT4UQycdmAIAA8KMsy/aiRYvgui5c14XneZqiKC/OmTNnVTwef1eW5dzDBl+9ehWpVAr79u1Db29v0HGcV4joS8dxXrIs6393qplu97cZY5lIJALP8+A4DhzHgRAioihKazKZnKiqqjqpKIp42ODh4WEcPnwYqVQK586dUzjnSQBrptNqZ2pgBMBgNBqFJElwXTdvgojqZFlua25uPrZp06a+ZcuWIRAI/COA67q4c+cOJEkCAJ+IvjQMw/6/Ama6qUwA6A8Gg6vnzZuHTCYDIoIQAlOzuHrdunUbk8lkx40bN/Z3dXWVX7hwAaOjo/kAmqZh7dq1WLlyJYjoOhF9Mx0BM62ADeCaJEkikUjkK/DnenAcR3Nd97VIJKKtWbPmi4MHD2Lv3r1oaGjIB6irq8PmzZsRDodzRPRxWVnZ5GMzwBgDgOsAJuLxOIQQcBwHtm3nn4GBAZNz/gaA7+bPn3+lpaVFnD59Gjt27EBlZSV27tyJ5cuXC8bYOSLqnq6GGZ/ZiSgNYLiiogKGYeQr8OdaGBgYgG3bNQCeBvCWJElHGxoaxg8cOIDu7m5s2LABqqpeJ6L3pzv7RTHAOR/nnP8wd+7c/H7wVxNDQ0PIZDISgHr8cQhMAXg1GAxeWbFihW2a5i9EtEcI0VdI/mIYcDnnVzVNE7W1tfA874G1kMlkMDw8DM55tRCimjE2yRg7S0QbiahdCLGHiC6WlZU9tNU+cgO6rsP3/T4hhBuPx8EYe6AClmVhcHAQjuMEfd9/Ip9YktKc8wOc8xO6rruF5i/KvdX3/du+749Fo1GYpvlABVRVhW3b8DxP8X2/8f79+/mcuq4Lw5jZrbMolwvO+TiAH0KhUPWSJUukaDSKRCKBxYsX59+MsZzv++VTOQue8b/DihVobGxsF4D9k5OTiqqqUFVVKIqSY4z9yhj7HsAZAFfC4fBvxcoJFKkCAMA5/5Yx1m0YhsYYG2OM/UxEPxFRP2NsjIhy0Wi0WOnyFK0C6XRaAmBIkiQAuIwxPxaLFSt8iRIlSpQo8VB+BwgU+9AnL4RyAAAAAElFTkSuQmCC) 13 13, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGrElEQVRoge2Yb0wU6R3Hv88wzDK7srssi4DAgiAmCFExjZqz6YuTXI6kNYrEM3VtCHtRE2vBNuZiijanttoXhhhz2Esar4mRF5wtsXetlzu9VnO9VKxCUCwF9FjcsMu63V3IuTAzz8yvb4SI559dWEhf7CeZFztPvr/n931+z29mngVSpEiRIsX/C4ODg0sGBwfFxZxTSGYwSZJKTSbTFp/Pt2gmkm1gVJKkbaIo7gwEAlIyY7+MpBpIT08Pi6J4SxTF42lpaVsfP3684JVIqgGn02nEYrEvNU3joii2CoJQn8z4i0JjY2PGoUOHznR3d1M0Gh2LRCI/DofDSV2oBaempubNPXv2/Pfu3bs0MTHhj0ajOyORyIL0xGtXhogkIkooqMVi6b127VrXyZMnEQqF8gRBaBUEYctCmIintCsB/ICI4t4GeXl5UavV+nFHR4dx7NgxBAKBPMbYaUEQ6iKRyKK+J0BETiI6S0Q1iVSirq5uhd1u/w8A2rt3L/X399P4+Pg30WjUvag9QUQgop8SUTcRfS9eXUNDg1RZWXkGAAGgffv2UV9fH42Pj/vD4XDdwmX8AohoLRF5A4HAvxsaGlbFq6utrV0nCMIkABJFkRobG6m/v5+i0ehkKBT6YTAYnPd2ireUAwD+npOTs3LTpk0fHTx4MC4TRUVFAwUFBTcAgHOOzs5OnDhxAo8ePcpgjH0IoN7v9y98TzzdRjuISLl165Z+5MiRvzU3N8dlorq6+l1JkibxdCvZbDbavXs39fb2UjAY/Mbv9//E5/PNuSfiEjLGAOCfAIaKi4uF7Ozs75vN5tbm5uaVr9MWFBR8bjabh6d/j4+P48KFC2hra4PX6y0BcBxA/fDw8JwqkYjzUQB/dTqdKCgoEC0Wy5uyLJ9uamoqeZXIarWOLl269FMAxrP3z58/j7a2Nvh8PhcRnQawdWhoKGETcRtgjHEAnzDG1PLycgiCIFoslrdNJtPZ/fv3L32Zrr29nVsslstmszn07H1VVXHx4kW0trZibGysEMAZAFsWzMBT7gDocblcsNls4JyLJpPpbUEQPvJ4PI6XicrLy3tsNtsNUZy9wKqqor29HadOnYLX611GRB/ev3+//t69e3HnlZABxti3RNRps9l4UVERFEWBqqqiJEk1jLEPdu3a9cJKdHR0fNvS0nJ527ZtMZPJ9J3xK1eu4Ny5c/B6vU4AHxiG8VZ3d3dcuSXc/YZhfAYgWFJSAiKCoijQNE2SJGmrIAi/3rFjh/NFOrfb/dXRo0f7PR4PzGbzrLEnT57g+vXrePjwIQDYAZTGm0/CBnRdH9B1/V/5+fnIycmBoijTJjLS0tJ2Msbe2759u/15ndVqHV21atWnTU1N8Hg8yMjImBmz2+2ora3F2rVrAeArxlhHdXW18XyMpBgwmUwxXdc7ZVmOlZWVQVXVGROc8yWMsXdzc3N/0dXVNWuZGWMqY+wvpaWlIwcOHIDb7YbdbkdmZiY2b94Mt9uNrKysUcbY+4yx0Mvmf545PXs5518zxkbLyspWCIKAWCwGXddBRNB13S7L8s+sVqsRi8V+9ex2IaIeInq/sLDwt4cPH3ZyzhEKhdDc3IzCwsIJzvnxioqKG4nkMlcDw4yxL51O54rS0lJ0dXXBMAwQEQzDwMjIiHVsbOzn+fn5CoDfTOvS0tLUycnJPxiGMZqdnX2hpaXFyRiDJElhzvkvy8vLf5doLnN6hWdlZamc88uiKEYrKyvBOYeqqpiamoKiKIhGo+jr61uiadp7oVCoLhgMzmhlWTaI6HMi8lit1hFZlh8C2A/g93PJZc7fIJzzO7qu33e5XJBlefqRCkVRMDk5idu3byMcDls1TXuHcz6rHzIzMw3DMP5MRB4Au4noT8uXL+eLbSDEOb9qs9mMqqqqWQYURcGDBw8wNDQEzvkbmqblPa/Pzs5Gbm7u1WXLln3tcrnUueYxZwOFhYVc07RPAASrqqqg6/qMCVVVEYlE0NPTA1VV8zjnbwwMDMx1qlcyr6Md53yIc95TXFwMm802k/z0NTg4CEVRRE3TfqTruvn1ERNnXocJzvkEEf1RluW3NmzYIFy6dAl2ux1r1qzBxo0bUVFRAcMwooZh+JDkP9GmYfMN0Nvbu4KIvggGgyV+vx+5ublwOBxGenp6gDF2A8BZxtid1atXTyUh3+8w7+OcpmkjAD5zOBz1DocjyBgbAPAPwzCuAhhYt25dbN5ZvoJ5VwAAbt68WcoYywMQeHpNrV+/Pq5vmRQpUqRIkWI+/A9UvxY+/HAqmQAAAABJRU5ErkJggg==) 13 13, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjUlEQVRoge2YX2hU2R3Hv+fcM5nJZDrcmdGZiTMmYwxxNdKUqcQt1mrUB6nggyyyFCkNrpSwGGFZwdItJPhQir4sfQqlD6WCCJk3sViQKYp260JqgptkI/gvdoxTzU3GmUnm3HPPrw+blbhmsiaTbJYyn5f7cM/5/b7fe/78zj1AlSpVqlSpUqXKd8v09PRaS3gFW2qH6elpLoRIMsakEGK4pqZGrYawVWVmZuaDUqn0L8dxPiaiOBHxtda0JEql0l6l1LjWelprfZWIfkFEJhGttbS3QynV5DjO4MTEBA0MDDhSyv8S0Z+I6F0i8q21vm9Fa+0noksDAwPO8ePHKZVKUTabtR3HGSGiT4io5Xs9rYiIE9EnlmWVzp07R8lkkrq6uujGjRskpSwR0T+J6JdEFFypnKZpelcqFgCAiN6fmZmxLl68SN3d3RQKhSgWi1FPTw8NDw+TbdvTRPQ3Ivp5d3d3RckDgYDXNM34SmkHABDRDqXUl+l0mnp6eujo0aNkmiYFAgE6ePAg9fX10dOnTx0iekpEfySiHxGRZ5kGfmqa5oJ9K5mnGcMwJsLhMDjnaGlpQTKZRLFYxLVr19Db24vTp0/zdDodzeVyHwD4C4CPiKhpqeuDiLZPTU3NrrSBHIDRYDCohRBgjKG1tRXNzc2wbRuZTAaXLl3CqVOncP78ec/g4OB2KeVvAfQBeI+I1r2NEcMwarTW4bLvl6tea606Ojo2CiEOjIyMCMuyIISAz+fDs2fPUCgUoLVGNpvFzZs3MTg4yGpqalzBYDDh8/n2cc4TAJ739PQ87+3ttcvlEUL8wDCMg1LKqwu9X/YInD17VgO4L4QoRiIRSCkhpYRpmmhtbX2treM4uHXrFk6ePImuri6eSqXWFQqFXwH4K4CPF9t2GWMNWuuyx5VK9+qHnPNMNBqFlBKlUglKKSQSCbS1tb3ROJ/P48qVK+js7ERXVxeuX7+esG37dwA+BRAtk+NnnPP/lBMgKjSQ5Zzf37Bhw3atNaSUICJorbF582ZYloUXL16gUCi81qlYLCKVSsFxHGzdupWvX79+EkD+DXFCCAA/NgzjWjkBlY5AEcBoIBDQbrf71ShIKeHxeHDs2DGcOXMGbW1tqK2tfa2j1hq7d++G3++fAnB1IQNKqSARNXPOM+UEVDoCEsC//X7/bDQa9WYyGWitobUGAEQiEXR2dmLXrl3o7+9HOp3GvXv3oLXGvn37cOjQIe12u+8A+AdjTH8zOOc8CqABwOoYYIxpInrIOS9u2rTJe/v2bdi2DSICEeHBgwdwuVzo6OhQ27Ztw4EDB8SFCxdw9+5dnDhxAtFo9DmAPwN4slB8rXXS5XKJVTMwRwbAw0gksg7Aa+tgfHwclmWhvr5+NBKJjB0+fHhve3t7cGhoCPv375cul6sfwOWFvv4cuzjns/iq5qyagecARhsbG3d4vV5YlgWtNYgIuVwO2WwW9fX1kwB+YxjGO7FY7EQsFtsLYADAp4yxBcXV1tYGpZTbDcN4bFlW2eQVH3lTqZQE8IXf79emab6qB6VSCfl8HmNjY3AcJw7ABHAZwK8BHAdwEsBYubiMsTjnvAHA48XyV2zgyJEjioju1NXVFRsaGqCUgpQStm1DSolsNgutdRRAEwDNGMsA6AcwxFj5X3LO+TsAgkT0cLH8FU8hzjmUUvcNw8g3Nzf7YrEY6urqEI/HkUgksGfPHs05B4DwXD61yJyfH7cNACeiskVsRQwAgFIqyxi7v3PnzvCWLVvg9Xq13+9XPp+vKIS4wxj7DMDfGWNLucFo4JxLIcTEYo1WykCOc54KBAKToVBIMsYyjLERxtio1noYQFYI8a1ffT6c86jH4xlijN1erN2S74XK8fLlyxrOOeamh/Z6vUsSPJ9QKFRDRH8A0Dc5OTm6Uhq/U4LB4LL+3qp8L0gkEmst4a15YxE3NjYKxlgTgCSAqJSyODs7m3ccJwcgR0T5r59EVCSifKFQWPaCrZRFd6HGxsYwgHcB7FZK7dBa/1Ap5VNKwXEcTUSaiNScqbzL5cq73e6cEGLSMIzPGWPXAdx59OhRcU0MzDPCAXjmLnDbiegnWuukUqpFKRVWSvGvj9HAV9XZ7Xbrurq6LOf8QwCXHz9e9Eizuga+ycaNGzljzAcg7DjOtjlD7bZtJxzHCXPOZz0ezy3DMH4P4LPx8fGVVT2PFStk8XjcByBORE2MsSkAA0+ePFnwMqrK/xP/A3K0OKT0G4zOAAAAAElFTkSuQmCC) 13 13, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFrUlEQVRoge2YX2iU2RnGn3Pmm29mPpNJJs40cfJHGZig26XETQyTCPWmrP8u4o0LIhRaikKIXg2CbROouCyl1lKGglDLInU3F6EUEijUiyBUtGDWCVshMUgIYRJjGsbJ5xjy/TvPXqwJ1d2lGWeMFzu/6/Oe8zzf+573fOcAVapUqVKlSpUq319EqQHPnj3TNE3r1jRNl1JOBAKB4tsQtlVkqQFCCFcIkZJSnvT5fH8gmSKpvQ1xW6FkA/X19ZBSmkKIvVLKNgA3AFwg2Uay5PnK5Y0W9Pl800KIhGVZ6y9evIDjOIP42shHJOsrK/Et4DhO3PO8bC6Xe3rp0qXhkZGR54VCgUqpZyQ/I9lLUn/XOr8Tz/OCJP9mmqaXyWSment7/97f389sNkvXdUlygeQnJFvetdbvhOSvbdv2RkdHvXQ6/a/W1tZsc3Mzr1y5wlwuR5IeySmSvxBCvLWyKmfTfen3+4vxeFzW1dV1HT58eNayrKXLly+jv78fY2NjcnV1dS+A3yul/kryQ5LBSgnfoBwDjwHko9EodF0PtrS09B48ePCBbdvro6OjOH/+PAYHB3Hv3r3w2traMQB/AfBbku9VsluVfJBt8LLbjJim+ZMbN25gbW1Nra6uPhwfH1+7f/9+t1JKAsD+/ftx6tQp9PX1IZFI2JqmzQD4M4DPhRAr5Roo50sUAUyHQiFEo1F4nicNw3ivq6vLbm1tnd8YlM1mcfHiRZw7dw4jIyN6Pp9/n+TvAHxG8ghJ410ZcAH8x+fzubt27YJt23BdVwuHwx3d3d3Tfr/f3BjoeR5u3bqFM2fOYGBgAHfu3NFd1/0QwDCAP5ZTVm9sQAgBAA+llIWdO3fCtm1YlgWS4Xg8/qOenp6J12OKxSKGh4dx4sQJDA0NYWZmpp7kzwH8E8AvSf5g2wy8JAdgMRaLQSm1aUII0ZRMJqPJZPIbJgAgn88jk8ng7NmzuH79ulxYWGgB8CsAY0qplOu622YgD2C2oaEBhmHAsizYtg3btqXf72/v6OgohMPh/LcFFotF3L59G0NDQ0in05icnAwC+IBkRynlVK6BdQBf6rqOjX1gWRYsy4LjOEHDMD44efLkRCqVWq+rq/vWCZaWlrCwsIBAIACSBZLjfr9fbYsBIYQL4AsA9p49e+A4zmYWLMuC67oNR44cab927drMhQsXVGdnJ4LBV8+ympoaHDt2DIlEQgH4B8nZUjRU4kCZAVBobm4GgFeyYFkWnjx50rZv3z43nU7PZzIZnD59GrW1tZvBnZ2d6Ovrg67ry0qpT/1+/9Y3QCUM3L17dxHAXDQaRSgUekW8ZVmYmpqSjuO8r+v6ck9Pj3n16lXcvHkTR48eRUNDAwYGBpBMJm2Snyul7pa6ftk3qd7e3nUADyKRSHdjYyPm5uYAAEopkMTi4iKePn2qJxKJGgAfh8Ph48ePH+/u6uoKPnr0CAcOHICU8t9KqT/pum6Xun7ZGSDpksz6fD60tLR8Yx+YpolcLgeSTQAmAZz2+XyD8Xh8+tChQ3YoFHqslPqNUqqk2t+g7AxIKZXrupNCiLXdu3cbJDcONJAEAMzPz8PzvBpN09qFELdIXiU5rpT6Gcn7JO8EAoE3Wr8il3HP8+aEECtNTU1tO3bsgGmamwaUUpiensb6+rpWU1PzQ6WU9rJ7PbAs6yFJNxgMbrltvk5Ffms9zyt4njcbiUTQ2Ni4WUKO4yASiSAWi4Gk9Dxvr1Jq8+ctEAjY5YgHKpQBwzDs58+fT4RCoR+nUinZ3t6OeDyOpqYmJJNJxGIxSClN13VNIUQQgPl/J90ib3wfeJ1CofCREOJTz/OCAKBpmv3y+eUxgAkhxBiAScMwyr4D/C8VM7CystImhPiplDIkhPivEGJJCDErhJgHkK+trS25RW47y8vL2srKyrY/blWpUqVKle8vXwFW7tZmTqCL6AAAAABJRU5ErkJggg==) 13 13, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGX0lEQVRoge2YbUxU6RXH/+c89955YbjDAMOMC65oCFZSU1ygNYQPjbHNpnHSRnGzJbZZU8WmmkZC+dAgL5mlMRuLTVPN0lBtTIRk02zdGBQ/EU1IEGaDu2rImKzjpuKKyMg44AAz96UfdiHa5WXA0TbN/JP58jzPOef/u+d55r4AaaWVVlr/F7p16xb/N+qmrKjVai24e/du1b17914rSMqKWSyWaavV+nOr1br70aNHrw0iZYUURXmiKMrniqK0yLL8y8nJSSVVuZdTygC8Xi8kSboCIMbMJ4QQv56amrKnKv9SSmmre3t7v+ru7v4oFAqpzHxcCPG7Z8+evXKIlGrXrl3Fe/fu/XxwcNCcmZnR5+bm/jo7O+t9VfWW7cDBgwf50KFDqypeUFDwZTAY/EdzczMGBgbYMIz3JEn6cyKRKHo5q4trxS3EzO8cPnz4rWQTdnR0xNetW3d5aGgo1NzcjL6+PiUej/9MCPGhruulmqa9nOP/9LfcZGdnp8HMGhF9sG/fvqSvoNfrDXo8nov9/f1obW1FT0+PEovFfsjMZ5i5UtO0lJ29ZDowQkSl0Wi0vbS0NDeZpKqqxjZs2PCRzWabCAQCaGpqQldXlxSNRksBnGHmnbqupwQiGYCQJEnjDofjbUmSTpSVla0Yc+rUKeTm5t5ev379FQC4c+cOWlpa0NHRwZFI5DtE9HcieieRSEivA2BCCPGFqqqK3W6vkSTp/YqKihULO53O6cLCwg+ZeRYAxsbG4Pf74ff7MTo6+gYRnWbm38bjcevLAIiVFly/fj1RVVVVJITYEQ6HBRF9zzTNWH5+/vCDBw/0peICgQB27NgxGQ6H34pEIsUAkEgkEAwG8fjxY2zZssWWnZ39AwBqY2Pjp21tbbNrAUhqHzLzZxaLJZ6ZmQlmVhVF+T0R7VupE52dndMej+eczWaLzY9FIhF0dXWhra0NN27cyDIM4zdE9EEsFnvjlQEIIYJCiHFVVWEYBogoT5KkJgC7ysvLl81RWFh41eFwfPr82MzMDLq7u+H3+zEwMOBIJBLvATgxNTW16ZUAENGEECLkdDphmiYMwwAzvylJ0vsAvr9crCzLEx6Pp0uW5djz45qmoaenB8eOHcO1a9eUubm5dwGcnpycLJmYmEgtADNPCyFuZmZmgoig6zp0XWdmLhFCnCgvL39zqdjz588jPz//stPpHGF+sZxhGOjv70dDQwMuXbrEs7OzbwM4A6A8pQB+v19j5gG73W5kZmZC13UYhgHDMJiZK1VVPXfy5MklHzl8Pt9Ya2tr1+7du+MWi+Vb8yMjI6ivr0d3dzd0Xd9umuZfxsbGClIGAHx9kJk5lpubC8Mw5rsAXdc5kUhU2Wy20xcuXFgU4siRI9qBAweuHD9+PFhXVwen0/mtNUIIENH8r4+IxlMNMMbMoZycHAB4HgAzMzNSNBr9iRCipbe3N3uxeIvFEioqKvq4rq7OaGxshMfjWZjLyspCdXU1fD4fhBDDRHTO4/HEUw0wzcy3nU4nFEV5AUDTNIyPj1uJqEYI8ePF4okoDuBiXl5esLa2Fk1NTdi8eTNUVYXP50NtbS3cbvcTAH8goi+S9pXsQiKKE9Ggw+HA/Dl4HiAUCkHTNJWZf3T16tWl7q63ATQ6nc7b+/fvR0tLC2pqalBfX49NmzZNA2jPysr6Z3Z2tpFygIaGBjDzsCzLmtvtXjgHmqZB13Xcv38fU1NTYObvEtGi24iINACfAPiF3W4f2rNnj9He3o6SkpJZIjoF4I/J+lk1wDcGRojoidfrBREtmNd1HdFoFA8fPgSAImYuWSYHiOgzAHsURblssVhGAdQDaHI4HEnt+zUDAIgw802Xy4WMjIwXtpCmaQiHwwCgMvP2QCCwbCIiGjVN81cAfmqa5t9sNtua3nRWBXD06FGDiIYzMjIMl8u1ACDLMioqKlBcXAz+WlsArPhZhZnHJUkatlgsq77y81r18zgRDVqt1nheXp716dOn2LhxI7Zu3YqioiLD5XJNM/Nl0zT/VFFRsWZTq9FaXihGhBDRbdu2WcvKyuB2u42MjIxpRVFuAjhjmubFysrKJ6k2upTW0oF/AfgyJydHlWX5K1mWhwB8TER9O3fufG3GF/ysJejs2bPbJUnSvgEYq66uTvp/O6200korrbTSSut/SP8G0KNm7pgROssAAAAASUVORK5CYII=) 13 13, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoUlEQVRoge2XX0hbZxjGn/fLl5zE/DPRM60xGR0xRh2FeeFuvNhkHWNIx7oZyzbWi8Euut3tQsY6RKTsQsbuhmP0ZiBoxFRaKdRcrbphVeZQFKM22BSHpmOWxdazmHO+3Si1m2nNn4ZenN/dOfA953m+97zfew6go/P809PT4+vp6TE9C232LET/iyRJzWazubWvr6/ozytJAKvVum6xWL4wGo3BYmuXJIDJZIqbzWabxWK51N/fbyumdkkCLCwsPFxdXZ3WNO0tSZI+v3z5Mi+WtqFYQk9ienpa293ddcmy/E51dfUrnPPFSCSyWgztklQAABRFWYpGo5sbGxvVRqOxb3BwsKYYuiULcOLEiUQikYhHo1EoitLIOe8Nh8MF90PJAlit1oeMsanJyUncvHkTBoPhA875R8PDwwX1Q14BLl68yLq7u3MaTNeuXctUVVX9kk6n0wMDA5ibmzMTUS/nvDUfDwfkFaCiosLsdDrLc34YY3GLxbKuKArC4TC2trYqDQZD7+jo6Ev5+ADyDJDJZBRN0/7MdZ3L5frD6XSuAMDy8jJu3LiBnZ2dFsbYl1euXHHk4yWvYzQajYrx8XGR67qGhgZta2vLm0ql3gCAjY0NVFRUGLxeb4BzvhkKhWaHhoZy0jyyArIsV8uyXJurwadx/fr1jMvl+hVABgBSqRSuXr2KlZUVGxF9xRhryVXzyABEVCmEGLFaracK9Pw/JElalyQpfnCdSCQwNjaGZDJZQ0TfRiIRdy562XogI4RoIaIRq9X6dllZWUGmD0NEyfLy8t8P37t16xZGRkbYgwcPWhljlyKRyLFPuGwVYEQEIvIT0Q8ALthsNnOB3gEAHo8nbbfbJzh/dPyrqoqpqSlMTEwAwMcAQsedD0c2sd1ul4UQn+3t7QGAg4hedTgcDlmWZ7a3t/8pJEAsFhNdXV0Zl8v1SSwWY5qmAQAURcGdO3cQCASMbrf7ZQCz4XD47tP0slVAISIAgBACACoZYxcAvFmI+QPOnDmz3tnZud7S0gKD4dEe3rt3D5FIBMlkMgCge2ho6IV8A/AD80II7O+SjYj8xQjAGLtfV1f327lz5+D3Py45OzuLmZkZqKr6GoBPBwYGnvgqZWvixyqwXwXGGPMU7B5AfX29xjn/ubW1VQmFQjjcD16vF8FgEJzzNGNsk4i0J2kdmY6IOBEdNg8hBIgo58+HbBDRoCRJr58+ffr9tbU1jI6Oorm5GefPn4fH49lRVbU3k8n81NHRkVeA9OEAnHNwzncAjBQrQDAY/GtxcfFrp9MZCIVCpwKBABobG+F2u/9WVfWSEKL/7Nmz6afpZHu/2H7pGBHB4XCkTSbT90Q0VqwA+ywD6PX5fN9VVVVVqqq6tLe316tp2nh7e/vD4whkq4B2MAvsdrtWVlY2BuCbWCyWKab7pqYmzM/PjxFRDef8RU3Tfmxra1suWNjn81XX1taqsiyLkydPTvj9/rw/d4/D3Nxc3j9WdNRNn89XQ0R3GWPzjLEPb9++vZS/vWdLtjmgMcamiei959k8kL0H7gN4Nx6Pb5bYj46Ojo6Ojo6Ojo6OzrH5Fyewli9KQv54AAAAAElFTkSuQmCC) 13 13, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8UlEQVRoge2UT2gUVxzHv++9cd5uttlNsnHZDQpJwCVGI8nBzFpLESM99FBKDymkf2hKG4stKZR4EQpK1BwKeuylIj20jT1YGmwhiRYPQiUGlCbQIGsIJtkuyThZZjO7s7Oz83pQac0fdzNa7GE+twe/7+/3+77fez/Aw8PDwy1tbW20ra0t+Cw56PNqxg1TU1MOpbS9vb29wW2OF2oAABhjGUppd0dHhyv9CzeQz+eTxWKxg1L6qhs9e94NbRVVVYuc8x2c80927tz5YyqVsreif+ETAABN037Tdb2FEPLhVrX/CwOMsTlVVf8wTXOws7MzuhWtKwOGYUTy+bzrzbEWXddzpmn+tLi4WAfgvKIocqVaVwYopfsYY+dt2+4WQtQIIdykeQK/339V07RMJpN5Swjx+jMnfBqFQqFlZWVl6tatW4sPHjz41nGcQ0KIim9tIwKBgE+SpF+qq6tFR0fH7UQisaMSnasJMMbUbDabHhsbiw4PD/ckk8mLjuMMOI4Td2vEMAyTUvpzNpuFpmntpVLpU0VRpHI6twb0cDh8Jx6PO6Ojo9LAwEDj6Ojol7quXyiVSu8KISJunhXn/AoAc3FxEYZhfEQISbg2QCmtkyTp8LZt216TZfmJOEKIJcvyn+Fw2Nq9ezdmZ2fR29vrGxwcfGVycvJ8sVj8GsBhIUTVVgxks9kUY+yGbdtYXl6uLxaLpxRFqTyHJElRxtgQpfR3SmmWMVaSZXlcluWatbFCiEMzMzPzp0+fFseOHRO1tbVCkiSxd+9ecfbsWXHv3r2/CoXCBSHEvqamprJP4TGxWKyPc14EIBobG4uKonzxtPi1E2gG8BmABICXhBBUCDELQN9AOxcOh1OyLMPn8+HAgQPw+/2Ynp7GuXPnMDAwEL106dL76XT6h2Qy2S+EqOhT7tq162pDQ0MGAFRVlQzDOK4oSrxSAzkAFgA4jgNKaRLAV5ZlORtoNVmW79fU1CCfzyMWiyEejyMUCkFVVYyMjODEiRPSyZMnW5eXl48DeLmSf8E5n4tGoxORSASrq6tYWlqKlEqlof3791dmgBBiAQCl1CaEDBJCkpvUynHOb8diMSuXy6FQKGDPnj3o6+vDkSNHEAwGsbCwAMMwIIRQAdwlhJQ1MD4+7gQCge8aGhpyPp8PKysrVNf1Nwkhb5Q1QAgx8XAKoJReJoQMW5a1YSFCiC1J0kx9fb1pWRZyuRw45zh69CiGhoas/v5+J5FIoKenx6yvr78M4G7Z7v/JfTkUCv0ai8XAOQdjjBJC3u7s7Fy3otd+LpsQYlJK05TSz63Nun8EY+x+NBpVOedBTdNg2zbS6bR58ODB662trVXd3d2Jpqam65IkXSCE5Co1MD4+bnZ1dZ2KxWKJurq6HZzzjOM4F4UQ6/pZ+4RMAGlKaa9lWekKai1EIpG57du3I5fLQdM0zM/PS7ZtT1RVVb3T2tr6sd/vP0MIWai0+cdcu3Zt2ufznamurp5kjL138+bNqxMTE+vi1hkghAwBGKuwjk4pTTY3NyMQCKClpQXBYBClUqkRwCqA7wHcALDREigLIeQbQkgXIeTKpjH/PsiyDAB0k62zDiGEJIT4IJVKncpkMrS2tnYpFApNBAKBUQAjjxfCf0n5tVCGR/u9HQ9vfAnAHB5O0tWte3h4eHh4eHh4eHh4eHh4VMbfHwH3J3uQxhIAAAAASUVORK5CYII=) 13 13, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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87.5%,89.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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}
div.testarea{
animation:rwdcur197161 1.3333333333333s linear infinite forwards;
}
