@keyframes rwdcur117486 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGsUlEQVRYhc2XW29cVxXH/2vtfS5zZub4NuN4YltyjOXcTBySQtIQSEvVpJCiFipAJagIAS9IPPHIJ+ANPgFvSEgUgSAoUktTQHVCW5HihMYkURw7cTK2J3O/nMu+8EB5qLAdO1DBej1nr/Xba6/133sB/2Ojx1oliMHIYUgGIACpraOmI2j7EQMIAgAXGXoC/eIk8uIgGApV/XuyeNuuq9vQ1uzI5U5+pl1egRjP0rj7fTnqfUXsck/woPwE+sQslM0RUxUdc/8jAZB9/jAJfprGvB/mxvqPHNg7M3Bi/3HMjB9AbNPBWKZj2kNRxHSTA9kxXZX+1wBczwvcMDidGQu/zSPOk58/ftb75plX8Mrpl3Hm6NOmFI7YThLlys1KIRNkC5zQTY5RVUo98ji2BVCa3HPKHw2/0ben+Ny+PQf5O89/156aPUGjhSIGciHtn9hLgRugFXVzq9w42IdsdWBoaPXhytr6o3zzVh+JmYk5cAczXxSD/qeCMHSfP/Zls39yH/eHeTARiAgZz8fxg5/ks08+J8lyEE4WXohNfMLzfP8/ysD00dmhMNf3rDeW/1auNDj98X2Hce7M1zEyNECeFGBrDRMRAITZPDJ+BvfWV9Hizi6yiIfCwfLa3Qd3HisDjufxg8WlEWco+FI1qQy7rsDU6AQmRkc447n/1r9EQF+QwxNThxDFHW5S+4AZ5M8WikW3UCzuHMDPZ4fJE0e6Tu9zPROFVinjGjYefyAeRADzh9Y7LFEIBoDUoIveREu3P0O+OCQH/dyOASgQ+xDwM420PpKo2E/imKOoh1QbYwwAu7GKkQWM1uiqTq5J7Wmxy3/JFkRhszgb1gAxu8baZ+DziymrgrWWmBi+l6Xx4iQRMchaaKWgtYa2FnGqcXe9jNfeuYiry1fRaDVhEk3QNtu533jLdnTZ/hP9QyY3I7MWRrUSg5QAl1CLK3jHzOHHcYpj+49havcECmE/XMeBFQ4Wy0u4dO0SLsz9FpX6OkykgNiYbjuKbKIVgA01YUMAa0yi2/E8Cf4jd8UMeQyjNaq8jLlkFTeW/oxS3ziGsyV45KPSrmOpvIR75WV0mx0gNbDKwCa6otvq1zC2bNONRWmry0gCNMFCfFV44tP+KE31TWG4OEWhBNBpMTfWgd5DC4oZjgOwY1WSmKRzzy6kDfOuSc1FK/FLAIntqc2CbGwUSIAQWYkbJi+Gkgy7TUO+TTgIQ5bkSZPNSfZ3E6RQkJ4yBto0qqbbY3MHD+zfocQy2h8E7m0SZ9PtFzOHLdmvccn9HmVEQC5L4Qlk8zlMj+/F7OQMPlaagCskrt69jr+tLGBxdRG1Zh1GGWNj3TV19Z650/sJ97lvqludyrYzwEK6UDgiC95p63MISRCuxEhhN07OPoUXTp7F0ekZlAYKEEyoNKq4cmser/3lIn719nlTaa0jFlGOydnHKZ1DZG6w5KpR2+wCY4wvQIMMMagTC2st+nL9OLh7Fi+dehmjhQKSSON+eQ2OFJCui0OTh5FxQlTLdbz+/htYiyOwIVd63rBuxv7GFbBpDdg2W3HLtu0CARPWNcgNhSgGJUjrY2V5BQ+MgmSG4zhwPA+ZXB6Ab/aPz/Lce5eApgEZboo63hbWq/ZUY/ttCGsNK1yjxF50EDwV28QVJBkk0OvGUN0eyCpIIeBqg0QZGHIRGQWwA4IwnvUiNxW304fdV6Ht2iYJ2PI6vpPJh2862rnsQDZJChgBKKXBwoF0fLhuBo6bgeP6kNKFscT1qAVIhs/+ciBzc9D2MoDmjgF67ZZCYu7ZSL+a4aCSxAnKlftYW11DL0pgDEGDYSBgDCNONKqNBq4vXgezA99mFqhh/tCs1VSzVtt0l1u+B1SSxEkc3XW8zIFIx7u6SSfjwLX5TJY814cQAkQMrTVWK6u48v675sKl31i01EKy3v5FY2X9fJLE0VYxtgQwWmmt0qZg6WqjSqlJJupJXQxk+xH4WbiOA4DQ7rQxf/MK5v76J3vv/mJk1ns/S2rdC61a7fZW/h8J8C8jcEUnqZ8mye56Uh2JVQyyMILY9qKunb95hS5fewsLt64+NLXkYlJr/9T00nmVpo98GW9/MGGeIk98gULnB95wMFwaHfNHiiVIKbG0sojK2lq1V2nN4aH6kUnUPLTdtPAeDwAkwTQBSS9SKM6J0J0WWRlYttCddM001eu2pX+OSP8OgMI2p7SdjWbMErA5MJ2GS2fI5RkIJDYy55HaN2BxDanp7sTl4w2nTC6MDUHwKS+VtbaJno2wgdb/39s/AJIiJuQ+KZN9AAAAAElFTkSuQmCC) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6ElEQVRYhcWXy29V1xXGv/0659xzz336Yt9rsDHEgKENEJFSUaEICFErBumDNlWjDFAHlTpo/5V20EEnrapOOmglqiIlg6ahREkVRSGEN3EgpDF2beP7Ove896uDphVKbGJSpKzp3nt9v6W91t5rAV+ykS90qMoCMLSwVVTBiEFhlrGkQjvUxaP64o8kXGYOgCZK9BSa7FmU6RwYMUjNqxjnfyUW79hQh4/ik216JyUcBDtIXfyYT3lnSpPB0XKrOuVV/Uldxj6rbBsWBSIzD0o07GMG8Mars7TCnyfT7s+mnpiZOv70Cff00e/i5IFjAEgpRjYZm2yCZrjHm27PDGX22ABaE+222yifLk3Vznhbgp0/PPEj9uKzL+DU10/i8O6DmO08AWWMuxJ166zu7vCN91HAy2txOMofC0BnbuZ522Q/qGxtHj564Bh56Zsv4uDsV1DzfbhCoDPWRuAGSIvCvbxya7opanm91Vxe/XBx4f8C8IOKIxy3U5sZ/zkd846MtyfLL508g6/u2o1GpQxG/lNGjFLUylW4jmsv3r7KK2O18WQ17PIMN+MoSr4wwPan9k6Ug8ppPUa+05jcsu3wgSN44eT30Qh8CEr/BwAAnuOCMWb7o6FdiBfrsshlrVbvrny4ePNhGnSjhVpjjA/u3d9Gavzbw2LQYoyYTr1lWlUfnH2WmxCCsuvTPZ1ZKrMMIyRzWUUdH9/WqY5v62yos+EC8diM5uaZEY0OFzYPrJQgylD+QNSfrjRGKSqOD1NojNRosp8NDsOjx0hT1B8ZwLh2n3LM8VEeBlJKniQJHQz7iNICUmkYY2Gthf0ExALQxiDOEhijkKvMiW08bVv0dJLHbS7Eulrr5gChzDfanLACp4zVTWgLqRSUsXB5FdYAqpBI0xRREiHOM6wM+rhy5wbOXjiHDxY/QBLFsJmFLYybLUQXbGGWrDH601obPcWZVXpVhfkyUXQWgiBKB7gSX8QvV9ZwaO/T2DW1A61mFXAKRLrAP1c/xvU7N3D15lXEgxgmlbCpzVSobltqBwDUekLrAlijjXXsDcLJ34nL9zNOfMo0V7KLfy0N8PLibQSVKqpjPkQdSDBCZiJkWQppFWwMoGtDM9Lv6UT+Bgb3oIzZNAAEHDgmE21y1dmif+fW6JzfJNsqDdtqNEygoyFX6ZBqa6F9wHFgXAHj5zaBY9dk116Thfmbic3rsLixkfi6ADQAAHhOmTT9JmmV2uDMR8QqGKgy4UOHIthKvJqgDqeUZtbCuEZxbpQubGEdk5jEDkxs16whPT3cUBvAOkloC4A4ECzgO0WVPeM0xfcUEU/mKd8edUVruFgqq96466S7ua/2MiGn2SjmosiNa4wKwEjblvmTRvBDMqPbdagXyBYRYbR+r7D+FSSsUAM2HrvO/tTSthUUhFFUKnXsnp7Dc0dO4mtzT2FqogPKNK7ffw+Xll7D1YV/4G5vGdHI8pxjFm3h84IZVha/yBeL+c0DAB4Bm4Tm0zoB4ACVShX7Ovtx5tRPMLdzJ5qVChxKIRjBni374LgWHq0gX3oX/d5dyDAGAQmcGj9o14om55wrpT5TCesDECQUbJnE9p6lmLaORb3ewExjF7Y2ZhCuhoiW++CUgHKChMRw3Q72+MchWxO4++4f0OtHoJpkbISPTIYIwOarwGitSIFrhNg3hOd8Q1IFDgcUAuEwRhH3QIwCZwxCCBBO4FWqqJgANdEFlw54IYyQbNl2s7NMs2Wl1LoAGz7FeRLf1pk876F0TUBEhDFjOTXGWDDmQAgXwvHgOCV4TgBPBODERVzkAKMosdJySbnvpL3Rq0k/HGyksyGANSaqjW2Zp5K87BKvZy1olEU0DEMoZWAJA6EchAmAcGgNRGmKxe4iCKdwrTvvE/+8LGRvvbv/rz20H+CUS63kqlPyDxVWTqQyFYGowXccOMIBZRwgFMZYhHGE9+++j1fe/At0UqyafnEuXQ7PxtFow+g/FyDP0oIJZwkGzULnnVylk4lM0CjX4Xs+OBMghKLIc9y6exNvXrpgrsxf1KZXnFPD9E/3FxYvPcz/5wIAgMwzUMpDJVVDKjnTLdYqjDC43EXJ8WCtwZ3F23jr2hu4dPPtWA2zW2qQ/tqm6u0sTh7ajm0K4BOIrpEq1IUkhcr39fMeG8mQDtMBFu5/jNcvv4Zr85eT7tLKdb2S/iofxuezMF7djO9Nj2aEUg+M7IegPyV1/q1Sq9z2aj4sLKJBqOQgfwsj/Ucb698DiCDNhon3oG1+MrJWEUa7MPYicm1kIivZKKmlwzg1/eIVxPq30PgzMt2HsQ//gR4MbNMADx5yWGCV2Q2CGRAUsLhCPLps40cfTr90+zd6w3fL9WAtkAAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHg0lEQVRYha2X25NdRRXGv7W6d+9z9rnO/ZIzuTlJCMRAoWKClgYKKeRicbGk1FJ5sHyxLP8G/wTLB33TFx8pUbRKSkVKFFKgKUKSESYh5EZmyOScOXMu+9q92oeEB5KZSQZZb3v3qu/79epVa/dW+ARBo9pAYwKMWQTUwO7QEcghEdmqlt6ScU1pAHUE9DhNma+jwQfAlGLF/hmT+iXyeMt37GArmur2M0kD2Ek1/T01V/pRpVX/Um2iOVtuRNOugrslk2kIpRi6M1DkcJu1uG2A0lRtniL9GO0o/XRufteOI59/IHzy/m/gK/sPk/e+FCOdiW06rXNaMpNR23ay9FMDmJyZnTXNytPl7Y3noqnGnm8eeVZ9+8FvyROHHqbDd34B89O74YDSStwZobrZWebS2QqV28PeIPtUAKb37XxCRviZ6uzIfV+++wh/52vP4p75u6hRiRAGAWbGplAxFSRZGp648m6rLpWsMT6ytPL+0qX/C6AxMmZK5Whbbfv4T/REdP/Mtu3V7z70HA7u2YfRWgWKCQRAKYVmtQFjQvrP4gkdjVYm8m7SDjO12O/3h58YYG7f/FSlUXvSjuGp0W2TrfvuOYxnH3oGzWqEQDGYALqeGwZGiMi111bl4vCDZpZmrl6uX71y/vJ/N/PgjRaaY2O627nakio91c1Wxwkek7URjFRLUIrhbxRi5npU03fN7dO+cJyo7I5iCg/M7GpFM7taG/psuIAS73bKHxnq+FDu86ovrHAhoggAPLz3kBsoFDNqYQQpLIYybPWS3v0I6GGM6NEtAZAincbxARu4r3bjTikvMh7GA25327zaHyLNChROICIQ7yEicCKwzmGQxHDikBSxXnO9WTfOz8Q2njahWddr3R4gTVUy6kFv+BGQjMGDrC1QOAutIjjr4AqLLEsRJwkGWYKlThtvnT4lf/jXH/17l09TEg/hU4HkYtLz/X+43C555+2NXjeNYgqvl9jZnk+yjiIABSPJVnEqPoZfrbRx9957ZO+2PTzTnEQpNOgWMc5cfg9vnz7Op86+hSQdAJmFJJLmQ7kgRZ4Cbt0juBlAgb0HiOw7iv3LoeadBG5KRiZPuzjXGeDDc+f5aLWBelSTQAfopwNeG64hjntwLgPEg3LfQ+reQWZ/D7gONBjrjCX62JOBBmDYoKpC1E2EVqnG9yrD+8E06z01vScDDyaAFUEbQ5oVRClYwNuskF6aYDlL/GKRyAnJZMGl6HhBT4aIN60A8fV3ChoK7AkDIX9SBe5CGFHdlBFpgwgEJgBagatlVBSDvYPNE98f9NBxDh1nMRDre5Lho3NnMDQEdkMACASAJQ8hD3gA4gHWKGmDyASoagVjAThAFQQdCxmtoJkhoiGskML7rssRuwQ9cci9h/UOTBoleFgwLATiC8h69wEGAO8BL1QS4lbm1R6xNJ0V1NQg4zwZAJqYOPFgdp7Jw4r1A6t8LyvJpaInx4vc9STzMV3rLe0JAsFHU8wC6wNYXyAV5hagD/kw+IEL9WxhqK40aaUZ4yPTmB3dhvH6OLTWWO4tYXntMjr9q7BhIS7yOZXlApWK1/BB9mtk7qwXDCDXtOEh8NduDB8D8DmEQ5V6J5pVcCdF5gkfqgOOCACjUq5jfm4fHj38GL64717smNgGowNcaF/E0Xdfxysn/443T7/Jlm3JN2QvE1chbN3F5BfI3VUQ7OY9AEAyBw6UIVKzxHq3t4BXQLlcxR0zn8X3H/khDs7vx1R9FGWtoZiwv7UfU6PTaE3sRN4XnLh0Cl3XBytV1XV1MFdF1XuIK9ytB9G1oB57fQl9uQSiluQejfoottc/g6n6nKwsXUV3aYWN0gi0hg+AICpjvDKHQ7sewNkzF9FZXYNynOoBn+PRSi8d9PL1nNYFkMJayrFAwGsc6kMWDoE3UD6UYS9GEa8ye4dABQiCAKQZ5ZogF6ASjELlBkFhYKy64jvZ8yy8bIubNr9ZBYA8Hi5qZ/5SbtQfB2ct1jqiIGDFISioQMEh0BrGhGClUDJVuCJDYvNrQFxa1jn9e7Xd/iuA3kY+G36OxblBVKkvUo4XjA+vOhH00h663S6KwsFDAaThSQOkYK1gbTCUC1cuigCiCrWgUv5blqadLE3X3z5ucSMqlSsFvL9iwuhzOexEZjNdDeo+CkMygQErDWYF8UBvOMTpc4v+pdf/xDbOP8TAvpi34xeG/X53M49NAdJkmKvALIt1I7nNpjPJWolNaCRqIgojBIEGQMjzDO++/468dvxVnDx9zEs7e9H2st9dOX/p2Gb6twQAgCJNvCuKjndSt67Y0c5XGpoYYRCibMoQ8Xjv4hkcPflPOrbwRj/vxgtFP/0lZ/6NpD+46eOzZQAAEJFVsW7NZQXleXawk7V13/ZoLV3FueWzePX4y1hYfDtuL324YJeHP8/Whq/Eq/2V29GmW6dcT1TKQNEBKPoxNdWj0WRtutSMYMUh7g5gu9lRP7C/xdD9BkDs863/qN5OGADTCPlnNBIcp9nQ0VyY0FjwPDX001TX1a0K3nYFbgiGor0A5kHIAbwB6zft9o3if8tryi0E2juUAAAAAElFTkSuQmCC) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur117486 1.6s linear infinite forwards;
}
