@keyframes rwdcur208910 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 8 4, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
16%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtklEQVRYhe2VWWxVVRSGv3Pu6URvL6V0wEINBaXctmkRW6wyCIQikyjIGKsRi0ET4oNoBGJ8Uh8kQeMQgUTxxfjAgwmYEIJVRIRADFMisULbRA1DKRewpe09e1g+nEuByC20FOKD/+Pe+c/+1vr32gf+139VCxcsuH/xokUz7/Y5oWQb5eXl0ZDnfV9aWpo2evToPY2NjXI3ANxkGwIRsdZFZL0XCv0wb+7cwnsKoLWOaK3RxmCsnSJwpLa2dsAj6Q0gWymFUgqtFFrrfGvtzimTJ79bXV2d1DdgAEqpyFWAHgilXGPMetdxGsaPHz8gkfTWgbBSCuX7lPt/81j8Elb5AYzWU0XkSGVFxYw7BUg6BUVFRfOtyKNiDGvz/2TRtBYK/nA5eCXEFW2wxmQK1OXn56fk5OT82NbW1q8pSdoBY0xwCbVP5uA4Xo3PvNUtfDLmNMWmEz/ohmuMect13YZoNDpswAGM1hit8VI1ZAFlUPFKG5tnnGW204n2g0iMMVOBY9FotM+RJI2gsLCw3oo8gFYsL75IpDoOuUAEwqMUj2d3kd7ocrDTRVkByHQcpy4vNzc0ZMiQvbFY7LYiSf4QiUSsMYgxpKQYcIA0IAcYARmzFS+/doGPiy+TZXx8PxGJtW+HQqHdJSUltxVJ7wAiONYQ8mwAEAIGJSAKwK2yPFF/mRVpnSi/BwKt9XTgSHlJyS0j6e1BiVhrca3BS7HXVq92IgvIBFKhW2v8BIDv+6gAZJhv7a41Y0dN6HcHRISQtXheAuA6DhxAgzoNDe0GXyl832f55G5mPRRH+T6DlW/fSD3v9wbg3WyxqqrKFZGwiOCK4IhAHOgMKiYVUEAXnGl2Od6pUSJYa3lqvqW6RFG1LULL116sIK+9tc8AwCBEPBEhZoTDhzKYeJ/CqaBnErBABzSdsFyMa8SxuI4lWmZIi2hWzrrA+aMZx2UkbTT0HSAigIjQZYQVRzNYdsKw/JFuxk43uGVAGDgDx5pBGYuLpW6pw9B8gS7gHOR1dO1yNtH3CIBsEUGsxYrQYYQPLzhs3u7wwj54rgZKJ4G+DLtigcECM6eHwLVBPM34pPNdb4cnB0hcQJvI1VqLiBBTwobT8PkOWLIXIh783HHNVlHmgBXoAJr4TYZz6lYAN50CgYiIICKsWaLY8Vmc558OIgGIKdjUBu+fhXYTeCZVu4wsMqAstAJN7DHVdPYLICySLYnqhxVYaiZ28ekHHr/+NJT31mUTzvy3Z+mT4Dk6mJYmLJadKatvGNzbB3hROvcvNvHthWJtJGSgS+PIFcaWdrPuzVR+P5jH1o1hyh68Zq+usEH17cApzjKUX251eFLJMyCTyD0zLuvVv+rCJ2UrIocQaXFFzqWItKWLtKbL5ROefLsFmTcNuXQMkZOI7EZkNtvM2qQX/AY5vW3qjRA6QC6tzKGIl5hADZV4FAAZCbcFHQfPIWj/AeBL6p39fHHHANfLrmSQ00wNmaziYeYwjjDDCX5ObgBCO/ANHRym0tlN84AC9IC8juccZww+KyhnGZWMYBTBw3QJ2MI+iVDrbqX7rgBclXkH1z1APjEWUsyzVDGCEC5fsUHV81Hqqv5++R7rHy4ldd5Is8IiAAAAAElFTkSuQmCC) 8 4, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhe2VzW8VVRiHnzPT+9HeUlp7+8EtbZVAW0opAoYSUoihBKjBkEiNRlGjRKM7NvwBbNmQuNGFG0NcuDDBmLAgUWOMhEQEa0oDFREaoYC0vW2nt/fO+XhdTCm0QLg0QWLim5zMJHPOb57z/t73HPg//gvR19e3v2/fvvInoe0VM8n3/TdLYrGLfX19bzwVAHFuUpzLAF/s3bv3+97e3o5/FUAbE2hjsMbgnHsRkXM9PT1Hu7u7K/4VAKN1YLRGG4MxBmNtibX2ICIXN23atH9Ne/uTBdBaB6HWaK0xWmNnn8aYeufcsUQi8UNnZ+eibCnWggmtNToMSYUzvJ0YoUVPY+9AGbNNRM51dHQcbW9vfyxb/GImNTU2rnUie6y11JkZDnT+wZblWapGhQuBIrAO65wnIpuVUu/W1NTcrKio+G18fPyR2sXVgLWBMQajNdPGYhWUNhd4adcNjqy7wXYC0CE6DNFa1zvnjsXj8R9Xt7V1Pkq7qAw0NDSsEJHXrbX4RrMrkyVWZ6FMqKjRdGVyrAgcl8YV41ZwIgBNyvPeT6fT6erq6tOjo6P5RQNkMpmMiLxjrQWj2V0/SWmdQVIgMcErE55tLNC9JERuKgbzCuMEEfGALqXUe+l0+lZ7VUX/8Fh2nnZxB5FI4JzDOUfeOvKhQiyIL0hKkCWCVEJ6TciBHVlW2jxhGM4NrXWtc+7zUS/27fn1sXn/LCkWABFEhNA58gWFOEGcQDxSEU9Ag+c7jNGEVvB9n/K4T2h9fN+n3vcyMafjwJwdRQEAkxKBYJyQLyiwgAXBgQ/KjxKay8FIQRM6h+/7HN5j8KSET04lWZ5TN1jQpMUCBLOZwIqQuwMQAgUgBmIB65gMPMZCjRaHtZZMnaFxaUB7OsHQicQgGcLFAOQAB3hO4PqEz/opohIOgQSgooxkpxyBBiOORMwjXWnBgxQF1kvhl5YvcYsBCIEQkaQgfDYcI3u8lK7WPE1NjpLqWQgNtyegYBwG2NkJpUkVrc4REmNwoXBRAGfOnGHjhg2BQFIERpziyHWf5BWPrhjsXgnrVkFtNVy+BWZ23brnFCiJcjfNbUr5a1EAABLVQRqiWnAijFn4egZOnIXMALQl4OI9DjfXACJRvUwzTBnZhbpFAwBzrbiqUujP3f2ggathNO6NZUsdWBelJMsFqrjvNCweQCSQ2dcjrwbkPcfAtRJO9iu++bnwwCU1KRftPg/c5LysnnPn8QHUPa0oomh4pkBDbZydGxMceiXB+SuG7/pDvjptcEDrMqhKEgFM4XAMtH58v27RAM87c3jGmdwFZKeZUklSDhJ5VImmfolP/VpFzxrFwd0wOAwj47MXjQammCTO5YdsrLgY2grkKL+dT7WVpezLZc35HdTQSZpyyma3ogAhqno7+ywAgwxyna0tpxhbNMA8mLfwuEY5E6wEttPMLtK8QBWVlHL3ihMi/89yHOG1lpOEC7UepwvmouUYDpgEzg59wK/8yadcpQnNNpbTSzWbqaSWMiIL/maA1vsLEBaZgYfF0IfAJZKMkWGGLdTTy1KaGORQyxCnnzjAPJiPgN+JM06SJLmWnx6cgace/wANCGSGmcOoRgAAAABJRU5ErkJggg==) 8 4, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
48%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEn0lEQVRYhe2VbWiVZRjHf8/L2ZlzO9vcZqTDl7k2z3HTzVCnnZVJmC+1DSWmmKAQ0tuXJBEjeiUs+lAQ+sEIjSCisJQ+iRXJTMQypRk50pib6VzN5t7Pc9/PdffhOQf3YXp0bfvUH24eeHju6/7x/9/X9cD/SqP6urqs8azvpPtgwfz5+yoqK6P3lZaeON/SYsYawE73gWVZmZZl7Q6FQk0N9fWlEw7g+77ra42ILDNwZvXq1c/W1tZOHIDS2lZao4OVLSJ7QqHQkXg8XjwxAEq5SimUUmil0Frja73SiDQvXrToyYkAsJXnoZRishoiWw2itUJpneeLfFJdXX2wsrKycNwAdCoC5fFCdjv75p2nzu/GqABKa70O+LWioqJuvABcnbS/MG+IqQ3X2b71Am9O6SRPD6UgporI4Vgstj8ajUbGFMDX2ta+j9IaYwnkgRtXPLr9CgdqOniIflIR+b6/BWiORqMr7hQg7SCaNn36FhGZ7WtNQ+ENipYNQBEwBfLLE6zIGyJyweJUv4UnBiDXsqzNRYWFRQUFBce6urrU7eqndUBEXPF9tPYxIsHLMFAAzISstR5P7fiL/RXdzJIEnufheZ7tizxvWdaZuXPn1vwnAGOMLcYg4iNiwCR3TQ5c4F6wFsKSbT3sKOlDex4qgEApVSYiTdHy8rderpydMVJ9Nx0A4BoRRARjkgACWEknLMADcsHyNAnPw3EcHBFcx0Fc1xXHecnzrGbgs7t2ALANBABigsOH/5JSt+gG/H5NUhHw+OIhdjUO4nkeeB7bQtd7Ru+AMRgDogEFDCVXGPADB0wnnLrh4ylwRHh4uaFx1QBLqyJ8/kHYmxPubh0VgDHGNsYgRvijw6G6BQglAXKSFRLQewV+HPDR2iAiRGMGsmBBeQ8VVU6r6ebyqB3AGMTAa5fDtL+dw9qlg8x5QGNHgXxgEK61wZ8JQWshkuMwa1Yy3T5wWv2fZQl9owNIOmBE6NKG13ts3jnosOGoZkMVVNVCuBgu/gYDOtiyod4mkmvDIHAVGOCY8wYyKgADrgmeBFEYrmvD+x3w4VF45CSsKoBDncF1AHiwxgFLB93RjkcmJ25VP30XDHPgla2KWIkJ2hHo9+FwNzxzEY703twSLRPwBQaANtpMEa2jBjCpLsCwdVMv331l+P7LHF58OoIzwiDPzICSYg1KoBu4yE9SPnL+aQFMHDvfSIcxBhuDi8+krCGWxRXv7p7EpbP38OneXJbX3EzyiTWQN1kgAVwG+mhyXx05f0hzB6zjSGJ+y/rjFOw8nSFbnBY/ggby+yEzwfRpLhsbLdavcfnlrPD1UWH2DILLMAhcQhO+df4QDNK0ks1kWFcow2cjMdaxgDJi2BQBkwimoQAalAchC/gb+JgL5h/ut79gxCl4xwAp6T3Yzg9EuEqcbDZTxUrmkcdMIJvAT0PgQBvwHp/JIjY5u28dwV0BDJfsxLXOMYNeGphBIxUspAyXIoJJ2Qx8xHPWSfbers6oAVJSB8D9liwusRCLTcR4jFKKaaeP0yy1mjg3rgDDJbuwrbNMpZM4igFK+MY6hDeWZ4y5/gVyn05RQ6kRzgAAAABJRU5ErkJggg==) 8 4, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
86%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEo0lEQVRYhd2XW2xUVRSGv3OmHaadsa2VItaKchmYzpAiVrFAqQV1YhAswUoiGgFvxBcTH3whkEg0ITGpibwYHkxDjEYj8fJgYjRoaIEoQQtYCYlaEWrLzbbYmWnn7Mvy4UwpD3RoakuMK9nJyVl7r/Xt/6yzL/BftqamprLm5uaGqcwRyOdMJBIzCwsLf0zE44XRaLT91KlTdrIB3HxOx3FCIuIKbHddt33tmjVzbiiAMaZYa43RGmtMnYh0JJPJp28YgFYqpJRCKYXWGm1MiTXmvQcaGt5fWldXMuUASusrAEoptFIoH2SjFemora2tm1IAnQPwlOIWL8MGdYEyNYT2FZljrW1ftGjR9urq6rxx/jWAVorl2ctsWn2SllgXS/Qg2vNQShUYY14PBAIHEonErKkAKDZao5QiJAoqoWp9HzvXnub5wgEclUUphdG6XkSOx+PxDZMKYIwJaWPQWuMajQQFpkPxyizPvdjDW7P6mGGG8fwaKbPWflRdXd0ai8UikwJgrQ1Za9FG41jt954GTAe3RljxQj/v1l+ikQxaeb4axmwGOmKx2L3jAci7ElZWVjaISFJrw3InQ6J+ECqAEiBoodihdLamsTSL/iXA0WEH8YeWO46zuaKiQpeWlh7u7++XCSkgIiGxFmstrlhwcu+DFikBudkit1rCSzXr61KgPTzPb0qpoDFmV0FBwf5kLFo1IQAgLIC1lgA2B5UDCQJhIARSYBnoEzLZXPJRCLTWjSXW7kg/OjGAkIgg1uLmALCAyXmd3HMafv1NGPIUnucRCXrs2ZpiRlEWz/NYbTNnGUODgnEBiKANMAxkgMtXQXjARfjhL4NSvlrNqzSNq9Ikoll2742wvDfTGd4zMYBiEcGK8EUqQO2XQWYtG8aZDZQBRT7UUC8cTGm0Fqy1LFkMBKFi+hA7Y9kB17PHxkqQF0BErijQ7rk0fVXExnZh3f1Z5tWBOxdwofcMdGXBGIOIsGBuwP88WXDP2hNSxbmxcoyvBsSf2Xkl7LoAD30O296Ejj0wfBCOdcKg8gfU1ThUVbp+rfQBf9KmaxmeqALFI8ltDkQELnrw9nlo/RribdCjRkui6cEAgYD166UbS4D9ZS+PnWPcCnywbYg3XrLcOXN0Tflbw3dpOOONDlgcFzAGhoBueiinM1+C/EeynAIiwoKox7NPKto+DPPZO+U8niy6ZrBolQFtYRDo4ojcxcCEANIroNF4exdYc0nEEtQalMdNkQwPNxpaW8J8v6+UHVunEc6xrFsJFWXW/zV7gT6+jexG551kPme6gaB3OXj3oWzJqw809T3i1tgIlUAkAEEXHBeM5UKv4cARiwAbkkAa+AaPQ9wXbuPEhAFGLLWFoHOaGJqnWEgzC5nDbPxNqTDXyVzVBoB9dJJhafgTUvliX28hAiDSigecGHyNTreDFo6T5Da2sJBlzCdEOf7eMAIyAHRx2NaTuV7scSlwLUs/Q4jfqcFhE3HWMZ9Kbsc/L/wMfMoT4aPsmzKAEUu9guv8xEwGeIw72MQ87uEcPfzBinAb3VMOMGKDLeC2E6GbGJphopwMf8ykX+X+f/YPEXuBD1WV2UoAAAAASUVORK5CYII=) 8 4, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 8 4, auto;}
}
div.testarea{
animation:rwdcur208910 1.6666666666667s linear infinite forwards;
}
