@keyframes rwdcur142742 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7UlEQVRYhe2WS2xcVx3Gf/fcO/cxL8+Mn0kcx60fcRIICQQoaQMhCfSVVgqgRlAW7KCoQmwoqSooQkKVYMECKtQukLpgEbEhEqrSEik0TaLiNCUJD8fUtROT+FHbmRnPzJ25954Hi7oSqhzqFBBCyid9utI5R/f76TuL84f/saxbOXzHh3eyZc9+eoYHyZTaEBZCK1v/7GuP/HcBtu/ew4FvPibSPX2FZtV8aWggejAt5PacHXTVa74+O+HP1Zr2G7YTH8t1lH/z84f2h/8xgEe/8zQf+cJD/tX4j99esE9/dxNBYVfXCOXqBprJZu7rTTF6TXNiHDQN+gbG58rV7NNapp5//tDB9wUQ/2rzy0eeYfjeR3ouLL7yu8nCL59pz0aFmnuQy407SIoZpts6GNk4wpk4j9fVBK9A+fq2ntZS6jnjjx179IUfpf8tgO6dn+8YvXrypbnuo/fQUmRNQFtbP/vWTdKfCWh2lABoFtPIzDpsDLLRQNcjsgNnHs6sv3Lsc9874n4ggP1f/4X408TZF2bufG67oxJ8y+VD6WEOlcZZn/0ovdkSH/MiAFKeDWGCFSXUbgSUpzuwb2wiFfYeiOZKP/lAAOXZ1leubTr6QGmdSyrQFDI+Jb+bdr8NbXVTdUcoeCkAjNIoAUYAlsEYi7zdxtjRXspX1OObP/vkrpvlOKstDt71hEic2lNhdopyLcA0PLq7LFrBNH+2DuB5G/CMoWJsAKQ2SG2wtEGv+OLxQXbcfx23eFlcGNdPjp/ki2tuQDiFXaqmR5JWwtJ0RFhWzLQMp2t7OSd7+Fts+EtsmAoVAK0wIYoUSayRiUYlmvmxDvo+MUGxb4GNOysPfPqpb+XX3IBWcm+zHmLqLsXRI7jbcuC6TOitFHTIgmeDZSEjBUWXqBqhQkmqpVAthYw0tlenFc1Ri6t4pZwv2qPdwPE1AiRbEhUSXBkknkkj2/pwsg7IBlEtxg0cLAtkrGEgT/1GjF1L0HWJDiVRXVLsn8XGEBtDuVmhbjJb1wwgk6iQlAXufDvJ0Ev41cPockIctZFUXRxfIIQAZd45v9SCaoypxsjlhGYlwZq3mV1uMFteZqrWorLsZdd8BUbrUGtF9Mowwb6/o/QC9Ssj5HqmoZYncnIIW2Abw+4fX8AJE3Q9Ri7HNBdjmtUY6QpOX71OWG4QxiWSiivXDIBhUqQcjDaY13fgbg6RyzUaTRtcie3VwBFYgJAaEyviRkJUiWmVI2QcoWczJKOfQRb/SuaNe6ln3pxcewOKV720j4oFKobWnEBvO0qybgLPaqfd7CAZ241WAqMMKtIkDUkSJigZY4kYRIQ5vwMYRGeUtipdZ9cMYKnw907Q8TZSdwlLY2oBS+I8reY13IxHdf052lKjpKc/TnxpJ0oajFZgSSwnwbJiLJGAkKRsGwtemzz10+nVsuzVFpcXz6n+oft8y7b3Ccsi1V6luvEE0YLGaE1cUzTELI2uS+RuDEErQDgS4UjslMT2FI5n8NKCoBCQJPrxt998eXzNAAB37zn0unHsw2lPlLKpHH63QlEhasSYGHQTjBTUe86jt1xCDE3gJ504VhY/6xDkXfKlLE7aPf6HX33j+zfLuSnA2KUXk63bH3w11uqrSiZuutELQzO4KQvbcRCewHIchJtCZG3SqS5KtbvIFDKkiwG59ixaRNNvvfbrhyvXxms3y3nfgeST+394j+O7x4ymZGcUeu9FWqJBmCxgfIOTDvD9Iu1v3U8q7iWV9ggyPstLczOnnn3iseXZqQvAIrDqlHTTBt7V9amT05WF8RNuUPpUkO7sNnYVp6TIFHM4eZvi8k7apu8mzXqynXn89jxTF0+dPv3skR+ES7PzvPPeyBUAc8sNrMgHRnKFOw93jgwcdAfUcLG3zy2lt+A0N2D5PrFu1ecnL16ePPPbl8tTYxeBGyteXPnWV/vxrUzFAsgDPVhWv+sXhh0304mwHBnVynFYnQHzbmhlxXWgtdLAqrqlsfw9MP9sAP0e39Zt3db/h/4BRpXF8TJELbwAAAAASUVORK5CYII=) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGCklEQVRYhe2WW4weZR3Gf/PO4Zv5Dvsd9tgDy9rdtlsIpSVVbC1QWqwtUhOhgagkGm8MSpQbSgkxqDExMSYkSjXh1nhRvKHgRcFKsV0a0krtIrgs1N12bffb7W77neebwzvv64VrYnBbt0RjTPokTyZ538n8f/PMZOaB/7GM6zn5E7dtZN1dO+hbM0SmlEcYCJWY6mdfe/i/C7B+y13c983HRLqvv9Cu6b2rB8PPp4VcnzO9nmbDVSfOujONtnnatKJDua7KS8/v2eH/xwC+8uSz3P7gHvd89Mcn5syRp27GK2zqGaZSW0E7XsuulTYnLyiOjIOiRf/g+Eylln1WSfuFF774wL8FMK+1+aX9P2Ltzgf73qv/7pVy76++vtzJuiF7CZM8qbzLOWsVm4oWL5ZdTKeKlHlUo5ANGv4eURi7Y93ObS//6aXX42vNENfa7N24s+vk+aOvzvQe3EqQkNUe+fwA25dNMJDxaHeV+Ek1R7uYRmaWYaKRrRaqGZIdfPMLmeXnDn32u/udj5XAjm/8QlxKzr94af0LW3MmpIXH3bnNbC1BX2aQlFMEkeOKmyEJJfqSD7UA/7JBo2zTPVBGVXtXTZ/uyJ8//dvD151ApRx8+cLNB+8vLXOwPUUh41Jye+l08yijl5ozTCFl4wrQiSIRoAVgaLQ26DDzjB1cSeVc8vjae5/edLU51mKLQ5/eJ2Kr8YyfnaTS8NCtFL09BoE3xbvGfaRSK0hpTVWbxLFEKo1UGkNp1IJHDw+xYfdFnOL74sy4enr8KA8tOQFhFTYlDTUcBzGXp0L8SsJ0oBlpbOOU7OODSPNepJn0E4JWTODHhGFCHClkrEhixexYF/2fOkuxf46bNlbvv/uZb3csOQGVyG3tpo9uOhRP7se5NQeOw1l1CwXlM5cywTCQYYLjh4S1kMSX2EFCEiTIUGGmmgThDI2oRqqUc0VnuAX4l3fhKgDxujjx8c4NEU2nkfl+rKwFskXYiHA8C8MAGSl0K0ZWI8xGjGpKlC8Jm5LiQBkTTaQ1lXaVps7csmQAGYeFuCJwZjuJV7+KW3sEVYmJwjxxzcFyBUIISDQjDw9yz8/fhVqErkXIeky7GmPMmpTrLcqVOpONgGo9lV3yI9BK+UolhL9fg7f9ryRqjua5YXJ9U9DoILRyCFNw6ju3seXHZ7D8GNWMkPWI9nxEuxYhHcHI+Yv4lRZ+VCKuOnLJAGgmhG2hlUb/YQPOWh9Zb9Bqm+BIzFSDU89tZfOTJzClQkcJUSsmrEYElRAZhahyhvjkPcjin8mc/hzNzIcTS08g4Xgq7ZJEgiSCYEagbj1IvOwsKaOTsade5s6vHoZEoBNNEiriliT2YxIZYYgIRIh+ewMwhMokyqj2nFgygJH4b1he1yWk6hGGQjc8Lou3CdoXaH6/yvJfLiO//nbSU58kemcjidRolYAhMawYw4gwRAxCYpsmBrw1cey5qcVmLfoprs+fSgZW73IN09wuDAO7s0btpiPUf1ghs69I1EhoiTKtnnfIXVkNgYewJMKSmLbETCVYKU0qLfAKHnGsHr/04Wvji97sYosADz36fHq2Fo/qSA1Zdoo3XvkWfU8MUA/qYAOWgZ21MW2bjNeNRxeZse2Ieg+2Y2A7Bl7aIRH68OsHHt19tTnX7AO79v50Q6MdHddSZ60Oxfwdh2i15glkSGzGaEsgUjZOR4YCq+ge34ttuli2Scq1CYP61AfHf7158q1D0x8LAODOHT/YarnOIa0omZkEtW2UQLTw4zm0q7HSHq5bpPMvu7GjldjpFF7GpX55ZvrYgX2P1cuTZ4B5YNGWdM1CAnBx8uhUdW78iOOVNnvp7l5t1rBKCZliDqvDpFjfSH7qM6RZTra7A7ezg8nRYyMjB/Z/z79cnuXv/xu5AKCvO4EFucBwrrDqke7hwQecwWRNcWW/U0qvw2qvwHBdIhU0ZydG35948zevVSbHRoErC55fODYXu/D1tGIBdAB9GMaA4xbWWE6mG2FYMmxUIr82DfofQ6sLbgLBQgKL6rpq+Udg/tkA6iO+oRu6of8P/Q1jiNrNvwkOzwAAAABJRU5ErkJggg==) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF60lEQVRYhe2WW4wVdx3HP/OfOXM5lz2XZS/AdruyCyw0IhjUlgJFaLE3mrQ2Nl4ejC9a0xhfrNRGa/TBFxMftJrw3gfqS1FjsKI0lDYVChZs3a6lu7CFPQsLnMucM+fMzP/ig2ti2oUuRmNM+CbfTDK/mfl+8s1k5gf/Y1k3cvFHPrqJddt2MbhmjFyliLAQWtn6p1/+3H8XYMOWbdz99cdFdnC41GmYR1ePxg9khdxQsIP+VujrV8/4c2HHPmk7yYHCstoLP9uzK/qPAXzxW8/wsUf2+OeSP39z3j767VsJSpv7x6k1VtJJ13LvUIZj5zWHJkHTZnh0cq7WyD+jZWbfvocf/FAA+3rDz+/9EWt3PzL4VvMPv64OPPeVFW7ej3mUWBXxij5nnVVsLjs8X/Wx3TpSFtFhKd8Noz2iNPHxdbt3/OovL/wxvV6GuN5wYNPuZcfOHf7d3MD+rXQVeRNQLI6wc/kUI7mAzrIKP64X6JSzyNxybAyy3Ua3YvKjrzyUW3H2wD3f3ev+Ww3s+uovxCV17vlLG/ZtLdiQFQHbC3ewtQKDuVE8twyiwFU/h4ol5lIEjS7RFYuwmqFvpIquD6yaPdlTPHfy9wdvuIFatfuF87fuv7+y3CUTaEo5n4o/QK9fRFsDNNxxSl4GX4BRGiXACMAyGGPRYxeZ2D9E7ax6Yu2nn9p8rRxnsZNjtz8pUid8OspPUwsDTNtjoN+iG8zwpnU3nrcSzxjqxiZNJVIbpDZY2qAXfOrgGBvvu4Bbflu8MamfmjzMZ5fcgHBKm1Wox9NuypWZmKimmO0ajoY7OC4H+VtieCsxTEeKbjulG6XEsSJNNDLVqFRzcWIZw588Q3l4nls21e/f/vQ3epbcgFZyR6cVYVou5WN7cW8rgOtyRq+npCPmPRssCxkr3CgmbsSoSJLpKlRXIWON7bXoxnOESQOvUvBFb7wF+MC7cA2AdF2qIoKzYySzWWRxGCfvgGwThwlu4GBZIBONaafIeoIdpuiWREeSuCUpj1SxMSTGUOvUaZnc+iUDyDQupTXBez88vNj4A7rr529CI8E0EmQzpVNPsS7aVJttqrUm02GXetPLL3bvogBG60hrxdDa7xDsfA9Xbkf44xQGQ8j0EDsFhC2wjUEkGidK0a0E2UzoXE7oNBKkKzh67gJRrU2UVEjrrlwyAIYpkXEw2mBe34i7NkI2Q9odG1yJ7YXgCCxASI1JFEk7Ja4ndGsxMonR1RzpsbuQ5b+SO/kZWrl3ppbegOJlL+ujEoFKoDsn0LftJ11+Bs/qpddsJJ3YglYCowwq1qRtSRqlKJlgiQREjDmxERhD55S26v2vLhnAUtFLTrDsElL3C0tjwoAr4gTdznncnEdjxXGKmWNkZz5BcnoTShqMVmBJLCfFshIskYKQZGwbC16bOvKTmcWyFv0UNy8fVyOr7/Ut294pLItMb4PGLYeI5zVGa5JQ0RZV2v2nKVxdDd0A4UiEI7EzEttTOJ7BywqCUkCa6icuvfPi5JIBAO7c9vDrxrEfy3qiks8U8AcUijpxO8EkoDtgpKA1eAK97jRi9Rn8tA/HyuPnHYIel55KHifrHvzTc1/73rVyrgkwcfq36foND7ycaPUlJVM32x6C1bO4GQvbcRCewHIchJtB5G2ymX4q4e3kSjmy5YBCbx4t4pl3X/vlQ/Xzk+G1cj50IfnUrh9sdXz3gNFU7JxC7zhFV7SJ0nmMb3CyAb5fpvfd+8gkQ2SyHkHOp3llbvbIs08+3qxOvwFcBhbdkq67kABcmD48U5+fPOQGlTuCbN+AsRs4FUWuXMDpsSk3N1GcuZMsK8j39eD39jB96sjRo8/u/X50pXqRf/xv5AKAueEGFuQD44XSqsf6xkcfdEfVmvLQsFvJrsPprMTyfRLdbV2cOvX21Cu/ebE2PXEKuLrgywvH1mIPvpGtWAA9wCCWNeL6pTWOm+tDWI6Mw1oSNWbB/DO0vuAW0F1oYFHd0Fr+Pph/NYB+n2/qpm7q/0N/B+C+xzKaYfvcAAAAAElFTkSuQmCC) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur142742 1.3333333333333s linear infinite forwards;
}
