@keyframes rwdcur27597 {
0%,1.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe2WXUxTZxjH/z2f7TmHlsKxRewKRaQLq0DGgEajmGW6KSqNEI1cbAtm10av3BITrpZ4wy68WmZmojcaP4gyJRNBcHxU5jaRwGwPKiYUv+iJ0FNaaM85uzIxmwJJaecFv8v3zfP8f3nf90leYJVV3sLXTU1iprLIfy/sq6uzNdfXn2ncubPARBCBe4FANKMCf0tStNrj+aDY7f4+XxDqfVu2rNkgilN9Y2PhjAgAQI4gTHjc7v1CXp7LKoq1pXb7wYaaGtFTUTHR5ffLaRcYkaTZHZWVOescjq1xADGa5kS7ffPmqqp9tVVVdA7PS7+Pjq7I1bxVAAA+LiuT6rzeRpvLZWE4Di8iEYQjETOvadvLrdY9e8rKoucHB++lTaDb75/9avfuXEdp6dactWuh6TrsDgcYgsBjWRY/dLm+sHPcb7fu33+SigCx2Obp9vYfQdMTYBjwPI9ZRUFJbS0qtm1DdmGhkTUaP08lfEmBE6dOTf7R3/8DAFgEARRJAgYDEpqGSDgMi9GYav7y0HW9S3+D8eFh/WZr6/CRhobCVHu/8w28yXpdD5ZXV3+qKoo1KsvobmsL3hga+ubkxYsjGRFo6+2dJOfmekggPH7nTmd7V9d3P125MpxqOAAYVqIJABxrbi4uys9vehgKvXr07NmNCx0dDzImcGDv3uIDu3adZUwmL8MwiE1NTYdDoUPNra1Xl6qlUg0/cfx48aaamrOxRMKrRKNQNQ2zsZi40eP5FsCSAouO4XL4qKjoMC8IXgNFwWQ2Y01eHpweD6YTCe/PLS1H0y6QBJ4TBgMWFAUCw0DVdTAWCwyCgBKn88ghn8+ZVoHQy5c3WVWdJmUZytOnWJifh5pMQsjNBU3Tjs+czi8Xq1/WGC7G9c7OSXdW1qjFZKqUYzFxPh4Hy7JgWRYqRcFMkiUkQVz6U5Jm0iIAAB1DQxJ4/kI2z0+LRmMBq6q5C5oGA0mC5DgzGY/LvwwO3k6bAACMBALRX/v6+nWKOpelKFGWINZrgEWjKGRzXAkLXPorGPzPKayYwGtGg8G5a3fv9pIkedmsqq9UgliXZbW6mGQycn1goCftAq8ZGR+fueb39y7o+jldVWdEm+0TmuO6x9L8yX0njT6f7X8JXuW95x/ZHDtnMprn/gAAAABJRU5ErkJggg==) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUElEQVRYhe3Ub2gTdxzH8U/jLZfepbleLplrlj/9G6iFWkSkyqjQlknjlJYsg/1JHkxBHwnbkz4aq/hUKIg49mgMYWRsow+Co1vL6JihFtouC3pUc7W1SqYlGdstyd3l7vztUUVclxaa1IG+H/7uvvd7wd3vgJe96O15dmFsbMzCsiyXyWTU5wJob2pyhwcHr7h43u5zu9eWVlaUXQUs3rxZfDcSCb7Z33+JMYxwT1sbEQRBqhXkXwAAeJ3nV2KnT7/DsmxzSVVDrS5XuDsQIC63u+qQTQGzqZT8/sCAM3j4cF9JlvGYopx2my3U43aHj+zbR7ytrdKvolgVyKYAAHDY7ZmDfv/bno4OzuXxoKWrC/ezWWeT0xnqDwbDw/v313cMDMzOzMyQakA27euLFy/cT6cJMU2y0cK1a4TkckRNJJTPTp3q2ekelkoXJ+fnP5dleVVZX3+ydiAUAgQBtM9n83Z1DdYU8EU8/mBZksbr7XbcSCSADQghKFMUirkcv1PAlkWjUWYtnf6ZFApPXkPu7l0yf/nyb2eHh5trDgCAK6OjIWV19e/1W7eIeu8e+fb8+dsfHz9+pBrPrtvujaOx2BsHPJ5+i6K8EhfFL7+bmpJ2FbBVkWPH2j88efLMSjb7+9Tc3PcT09NLuwb4IBJpP9TZedXv9fZqmgYYxsM7a2vRT8bHp7ea/c8f0Xa7cO5ce/To0asmx/UaViscggBVVe08TTdbGhvjoigaleYrHsPt1N3W9tEfjx71yroO1NVB13WYpgldUfq6Gxre22p+x4CCrmecDAPGYgFN06CsVrwWCIDYbGjluE9jJ074awpYz+dv0IJgUOUyNFlGWdOg6Tr8nZ2web3+Q35/rNL8jr+BH65ff/BWX1+R0rSWh9msoJombDQNO8uiQRBQXy4HHRQ1MS9Jf9YEAABfTU7O0hwX54G8pigBomkCAeDgebCNjQ5GlssTc3ObnoiqAAAgJYqlHxcWknt4Pk4Tkn+sKAG1UBC4vXvBMEzAomnfpJaX5ZoBNpIkqfTL4mISDkeclEp5YpqBJp+vxWYYhUQyOVNzwNOQZCqV1K3WuFEs/uV2Og+yHPdTemmpWKs9KzYyMvLq0NCQ9bls/rL/df8A8qFjk25DeuEAAAAASUVORK5CYII=) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2WX2hbVRzHfzu5Nzc395o0S9MmTXqblCSrlnabFTYQ22IJmjHK2v2zD90G6pMKIvjmQ0Hckz6ICHuoKMK2IHSFCcMFdMM0gaTr3WXKbdelWTdrbJrmbs2Sm+Tc3MSnvoy1GaTZBPd5POf8+H34nnM4B+AF/3c0jw9MTEwgl8ViFkRRfi4Cbrfb8uHY2I+9VqvLwTDLc4nExjMV4Hk+f3p8vL23r+8LC0JHhzweU5fLlQyLYuaZCAAAWFtbl4cPHTpRpul2rdE4YKOosQG3u7m5rW1ZWFyUdlJg11YTKzdufG73ej+LRiKAFQU2VlYAJ5MrGpb9Zubu3R++PHdubScEnpgAAABNEHfePHz4mIFhjNlcDhSCAJ3JZOjt6vLtt9tHfAcOVC9evRprmEBodjb79r595k6Pp7+AMaiVCuhYFu6lUmDp7NxNa7X9BoaZDvP8ekMEAAAqpdIdj9U6KheLTfliEV5iWXjd5wOT3Q7zkYi2kE7P/RKLCQ0TEG7fzg7t2UOZDQZfESEolctQwRj+XloCK0VBSVH+vBgMXqtHANVacF0QLkip1ALGGDQIQSqdBiKZhHuRyK0rodB39TQHqJEAAEBsfj7rHxxUWk2mN1SMdcrSEqhra4uXBeH9ry9d+qNegS2v4eN8fOaM00JR/Q6WfTmWSHz/7fT0Yr3Nd5R3jhxxzgeDX/109uwnH5082fu0dTW34Gl4d3jYPeB2n2eam49XEHrLw3Hjg3v3/vVzKHSr4QLnJye5T0dHLzSZzQfvl8vg6emBVo7TUhg7yXw+MJdIlLarr3kLatFOEB/cT6UOzqbTUMQYHmWzoGcYYB2OVzmOe69Wfd0J7O/ufiUpSX4VIWD0eiAIAhBCkMvlQJGkbpKipsRtnvS6E1h9+HCmzWgsUwgBqCpk1tfhn9VVUAGgxet19LS0nNquvu4ErE5nZqivr2ggSU6VZTNWVagiBLReD3qaBpOieFmNZmqrj03dAqIoqpNTUzNVkgygBw8ylUKhQ4OQWUfToGcYsDKMQZUk6TLP/94QgU0EUZSDPB8uGwwBfaGQIVW1o4qQWdfUBLtJ0ptVlCeehR0T2CQej8vXbt4MaygqsAvjjIJQh8lmc1Gy/OhKNHq94QKbiPG4/Gs0Gpar1YAGYKPNZnutzDC/LSws5BvVc1tGRkZa/H6/9rk0f8F/mn8BFgRcl87E76YAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRYhe3Tb2wTdRzH8c9d/67btdfrWrr2ujJGuoWscwuNzJIom5BRMzSDkMCTPQU1EnlmwpM90MQHGhPjM3ygMdlm4gRmYjCGWciQddL0z0hl7WClHSPd2q7/663Xq4/2RMw6Uw9M5P3w8vvl+8ov3wNe9H9P8tcP4+PjZIder/OHQqXnAujQ63XvjI1ddvX39xolklXP8nLqmQL8oVDp6PCw7rjL9fErPT1nX9PpWo1abexOJCIK5CkAAFBa7crLBw+OmPr6rDan87CZ487aOztbWYMh6g2H06ID/H5/6fixY8J+lh0BTcNgs6lS+fxhI0WdPORwVGizORgKhXjRAABgMRiirx85MoKmJj2USqw/eYKKRKJmGOaNbrP51ZPDw+np69eXRAPMLSyUHHa7YOvtHQGA3+/dQ61Wg1QiAcUw1k6T6a29Fsutn+fmYqIAAKCYzcb2NTefptVqmicIJFMpqGkaKopCPByWkYnE0jWP57ZogKWVleKh9vZaJZdz5XkeAkGA0moBgkB5cxMyQfjtW7d7thEAWe+AJxyeymezUSmAA11dWE8k0FIug0ingzM+3+VGhu8K8OXMzHq+UPjUYTBsdRiNMEYiyLnd4Tsez9tfXb0abRRA7PbgZ+fPO1mr9Wg5l5PdffTo688nJpYbHf6PAPV6/8yZvW8ODb23kko99gWDP34xOXn/mQE+uHhx/7mhoW90bW0DP9y4AR2QqTU1feS6cOGTend3/At204eXLrWfGhyc4AVhwBuPw9bXhx6nU2lUqQ5sFQrTnlAou9P9uktYr0GWfXd9bW1gTRCgbWsDa7FAs2cPWvv72ZdYdqze/YYB817v42QmgwrHQSmVgiRJbG5sIB6JgJbJzo2dONEuKiCj0cwZLJatKschlUgg6PcjvrqKilQKdXc3a2tu3vEVGt6Bbrt9Y5/ZHDW1tHRlUyk9X60iVyiA53nIlUrwmYxNzTDTgXD4b3ehYYDX6xUmr1wJkHL5d38kEkmuXLYqFAodAaBGEOAFQS0kk+lfFhdviQLY7m4wWJz1+W4LwFSlWCyqSbLTpFJp5BoNhGrVppHJpgMPHz71Cv8aYLvlWKz0ayBwU6lQfE9xXIamKDNlNHaQHJf/aWHBLTpgu8VIJHttfv5molqdUgBZhmEcpEw2e//Bg6JYM3dsdHTU4HK55M9l+Iv+0/0JsyJbBpqUNnYAAAAASUVORK5CYII=) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe3UXWhbZRgH8H/OR85JTpqk+ahJjutpMUvqNlvBWrpqVYRuxF2MTYZso7qrXcwrL3YnrLILRcELb0QEyxikhTLE3ohj1GlX2qbrSEpJkyVZ2hJjtiYnLB/vSXKK8Wo3bmsmaTbB/S/f9314frxfwPP830P/c2BsbIx6xW63BsJh8kwA3Xa79ezo6PfHh4d7u2g69Xs0mnuqgGA4TF7t67MeOXr0iwM9PScHjEabx2bbvBGLtQTyEAAA6Hp9wyNJ7+/3+cQDBw++IVSrJ1+XJIvBYomuJhKFlgOiyWS5t6uLbxeEEevevTCKoj6fTr/5Wmfney+53XdrWu2dVCq1vRsA6nETwY0N/5/J5DpqNRhdLtSdTiSr1Z4XbLapD4aGfvnu4sVDuwF45A4AQHB1tfDWwADXptONWEQR8WgUDMehXCrB5nBIHYIwYtRqZ29GIn+0BAAAlj17Njo47nhVUcwUy6KiqrC7XLA7nSjlcgZRr9+6Mjs70wzgsUcAAOPj4ymlWPx2MxxGQZZhMBjACwI4vR6sVou6ojTTuzEAAOYXF/02itq0WSzoFEXIsoxqPo9aPh+/Fo9fajng68nJlMJxX/W73TUPz4MNhUBCodu/zs9/9MP09O1mAZonXfjzxMQ7Joo6MnP1auWeolz6xu+PN9v8XwEa5eNTpzqH+vrOFAkprYTDM1vAytTU1F9PBfD5hQvuE/39lzmeHwQhKBeLZKtQ+Gz43LkvG9Xu+AyfJJ+eP+8+e/r0ZYqiBtdrNcBggEWSWAvHvczodFfmlpfv71Tf8BI2yruS9Ek2mx1Mb2/DYDKhe98+OLxeKBz3oqiqHzaqbxqwEg7HMuk0CrIMBgDLsqgQAlWrhb6tbfTE4cOWlgLulkoLXL1eqhCCxNoaFubmkMlkYLDZYPZ6PU6j8cxO9U3fgRuhUEpyuZY4mu7lWNZRqVRASiXQDAOe53E/k+nWmM3+RCLxyG+zaQAAXA8E7rQJwo+0omQ1NC1xDGOt12ooEYIKIVYiy/HltbVbLQMAwEokUr4WCMypLDvJEVJp12j2OwVBz5rNoFTVw+t0E5Fk8qFd2DXAg8TjcTKztHRdYJifaEXJGu120eF0eu/J8vpCMHiz5YAHuRWL5aYXF3/LqepkO8MUHVbr2xqTaSYajZZb1XPHjB471uHz+bTPpPnz/KfzN0qtUvsIjECyAAAAAElFTkSuQmCC) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe2TX2hbVRzHv/feJPfcnOY2af7RJotNF0K2mnYUhdhhkZqXCBajTuYGTuhDwQdBBNmDYF/2MNA96MNeJoPtwcLIQ0EUHHXr2AqjSVGaZTVp2mXN1m5pc5ukaXOT3NQnfZA1mWTpBPd5POd++X3O954DvOD/DvfPhfHxcdZpNht/i8W2n4tAZ2en+RO//1JweNjpMBju34xGN/dVIBqNFl/zeg/4hofP9Hs8x4dMJouru/v+zTt3NvZFAAC0gnDPZbd/MDAy0tXldh+1KMqHbx85YjJbLPdu372bbblANJnMD3Z3dwiUDh3o64MiCNpqsXj0UE/PiNfrzWkMhng8Hq+0TAAATFZrot/lev9RJtPOEYKUJOFRLqcXOO6dQZvt9UGP5+HPs7PJZgXYvTYuTk6mwbKX2gUBtVoNPKUwOhyo8TxS+fwQR8jFY4HA4WYF9mwAAF6y2xODPt+7WUnSV3d3IVcqMHd1wWSzQc3zOivPSz/eunWtGYE9GwCAL8+dSyeXl8/rKYVFFEEpBatWQ9Tr0WE0ok2trpt/Guo2AABaSlNes/mtEseZOJ5HoVCAvLWF3Orq4vTc3BfhWKyp59nwBN9duJCuKso3Lzud5YOiiA5JAptIxKempk6dv3Il3sxwAGCe9sPvz559QyTkzUw6LS8sLU18GwotNjv8Xwk04vMTJxwOk+njDUnaSmxv//RDKLSwbwJfnT7tOuX3X86trPjU+TxqlG7KDHPm1dHRrxtlG17CRnw6NuYaPXnystHh8GVUKmRZFjsMQ0ipdBiCEIrEYrl6+aafUbC//zMtIb7lBw8gCAIODQyg1+dDqlCwu9raPmqUb1pgJZNJbOZyyGWzYBQFhBCwGg3anU4QQRg75vc76uWb/gV9vb1lj9v93tramvaP+XmAZcETgjZRxMbjx2K5WMzOzM/faJnA9Ozsao/VeruYyZh3AbeUyYDlOFBBwC7DoLS+7taJYii2tPTEu9C0AABcnZlJ6Wy2kFCrPRR53r2rKMZKpYKyokAuFkWtLGev7dHCMxEAgFgsptyIRMICpROkVCqZWLa3zDBalU6Hmiy7zZSGfn9CC89M4G+RxcXtqUjkOtVoJpmdnXWeUpvRYnGSarXwSzh8veUCfzGXSGxcDYenZZVqggNyosHwCiHk14VkstiqmXUJBoOWQCCgeS7DX/Cf5k/UkkSJXh4PUAAAAABJRU5ErkJggg==) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe2TX2hbVRzHv/feJPfcnOY2af7RJotNF0K2mnYUhdhhkZqXCBajTuYGTuhDwQdBBNmDYF/2MNA96MNeJoPtwcLIQ0EUHHXr2AqjSVGaZTVp2mXN1m5pc5ukaXOT3NQnfZA1mWTpBPd5POd++X3O954DvOD/DvfPhfHxcdZpNht/i8W2n4tAZ2en+RO//1JweNjpMBju34xGN/dVIBqNFl/zeg/4hofP9Hs8x4dMJouru/v+zTt3NvZFAAC0gnDPZbd/MDAy0tXldh+1KMqHbx85YjJbLPdu372bbblANJnMD3Z3dwiUDh3o64MiCNpqsXj0UE/PiNfrzWkMhng8Hq+0TAAATFZrot/lev9RJtPOEYKUJOFRLqcXOO6dQZvt9UGP5+HPs7PJZgXYvTYuTk6mwbKX2gUBtVoNPKUwOhyo8TxS+fwQR8jFY4HA4WYF9mwAAF6y2xODPt+7WUnSV3d3IVcqMHd1wWSzQc3zOivPSz/eunWtGYE9GwCAL8+dSyeXl8/rKYVFFEEpBatWQ9Tr0WE0ok2trpt/Guo2AABaSlNes/mtEseZOJ5HoVCAvLWF3Orq4vTc3BfhWKyp59nwBN9duJCuKso3Lzud5YOiiA5JAptIxKempk6dv3Il3sxwAGCe9sPvz559QyTkzUw6LS8sLU18GwotNjv8Xwk04vMTJxwOk+njDUnaSmxv//RDKLSwbwJfnT7tOuX3X86trPjU+TxqlG7KDHPm1dHRrxtlG17CRnw6NuYaPXnystHh8GVUKmRZFjsMQ0ipdBiCEIrEYrl6+aafUbC//zMtIb7lBw8gCAIODQyg1+dDqlCwu9raPmqUb1pgJZNJbOZyyGWzYBQFhBCwGg3anU4QQRg75vc76uWb/gV9vb1lj9v93tramvaP+XmAZcETgjZRxMbjx2K5WMzOzM/faJnA9Ozsao/VeruYyZh3AbeUyYDlOFBBwC7DoLS+7taJYii2tPTEu9C0AABcnZlJ6Wy2kFCrPRR53r2rKMZKpYKyokAuFkWtLGev7dHCMxEAgFgsptyIRMICpROkVCqZWLa3zDBalU6Hmiy7zZSGfn9CC89M4G+RxcXtqUjkOtVoJpmdnXWeUpvRYnGSarXwSzh8veUCfzGXSGxcDYenZZVqggNyosHwCiHk14VkstiqmXUJBoOWQCCgeS7DX/Cf5k/UkkSJXh4PUAAAAABJRU5ErkJggg==) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeUlEQVRYhe3Ub2gbZRzA8d/l7rlLemmSa/40ie01GZI2EEpXipZuriINpg4LzdYxRYZD515sr/SVvup70TeCb0R81dHKxpha0RedRheyYpRrV440pDHZGo+FZs1dcpf/F1/1jUJTyG4T3Pfl8fx4PjzP3QE86/8e/s8Hi4uLOq/dbuV4XnkqAK/Xa303HP5iwuUaHjQYsvFMpvhEARzHKWfOnbO+ND39sZ9hzp8eHnZ4nM77dxKJwhMBAAB4XK7s3NzcGdxmG/T5fCf0jcYbAZa12W22zL10+pHmgF/X1+W3zp7Vs6OjwTZFAeF29yiNxgnWbA6fmpxsDLndid95vqYZAACg32TKngqFwgRNWywMA4IggJ5hTPa+vtcmfL7g1Ojow28jkW3NALdjMSk0NkYNjIwEAcchLwjQarUAIwgw2GxuWqd73Xvs2I+Ru3cFTQAAAHv7+9lhozFckWWLXKtBWZah3+kEM8NALpUiSUXhvolG45oBtnd2pBc9HorCsGAFABBFAYYQiKIIxd1d6NXruZW1tZ+6Aeg6LYhns9cUUbxfEkWgjUZQJAl6q1XAisXNW5HIl91sDtDhBAAAftvakl45frzZzzAvkziOsEwGCEFIRjju0merq/e6BWBHXfjRxYvjJoqa6DMavYkHD776dGUl2e3mj7W3QyHP1vXrn8Rv3nz/w6tXR4461/EKjtI7CwvPv3ny5BLd27uwX6+/OmCxnJ8ZHxduRSKbmgM+uHKFvTw1dc3EspM79Tp4/X4YCQR6WJoOSJL09R/b2/Jh8x2/gk69YLdfKlUqk8lSCQDHAdptQAYDuP1+X9Dvf6/TfNcAYW/vz6QoQq1SAYRhIMsyPMznIZ3PA4Fhly/MzLCaAvYJgvO43aqeIKBZq8FfuRzs5nIgVatgDQQGxlyuC4fNd/0OOAYHC6enpysWimJb5bK12W5DtdEAVVUBGQygL5d9/WbzjfVkUtQEwPN86/OlpTvVVmsZFYsFVZaHSJK06ggCKIoChJCpls8/+mFj4xdNAAdxPK98H49Hq0bjMl2vF5CqDplI0oosFjAh5NOp6o2NdPpfp/DYAAelUillLR6P4iS53NNsFlSEhhin02toNkvfxWI/aw44iE+llNVYLNpW1eU2honPORwTFE3f3kwkDv0vaNb8/LxjdnaWfCqbP+s/3d+tElKFGJ97pwAAAABJRU5ErkJggg==) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27597 5.3333333333333s linear infinite forwards;
}
