@keyframes rwdcur70896 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhe2WW2wUVRjHf+fM7MzsBdqlSyktNdBSoS2YEG/g3RgvIeiD8RJvT5qKCQkkvJiaaB98UNMQY2xUUoJK1ISkBoEEITGgIRaELFoQGoLFaiGs0O62sO3udnc+H5qu3XYtu0LjC/9kXs6Z///8vpMz3xy4oRv6n6WmjKy8RWiohfApGBgEx4LTvVPfu07SU0YOdSm9eBEkHTBLwOeFumXC4gaZCYB/r+y2xrEFTQOGE5AOQCoBlgMnw9dtR6YPeuB2wbEgdhlcF6KAPw1XNDg+OHH0mkGuHvD8amFgELX3xzGDUrh1y6DKAVfgklwTSGHGDS8KJ85gHjhKOp0GQGuN+8iqsYM6O4C5tJ70h1uLBincsOZ+ITYEB4+Ne0QpNbYjTz6EcfdKdCzOaHwAWj8tOLc44qceFh0K4n68faJPtNYopaD5VQgFyQzG4M22grKL3rLAgX2S6O4kvfatXG/LOiGVQM8ppWLTlziOQ09Pz8z0j1mHf5D6zcncvvB+s+i3N4jWWizLuraeUdneLUtbh8TYtklY+0zesFWvJ6Us/OvEOdE7PxLv/h1FLZ7TCdVn7wrrnpPh4AXKUh6syoVQORdz9xbxHfo2J7jzHVvZF4OEjp8eH1fuE69hzJpLyS/HCobIATBKgmAaKNtm1kVFmfcesDy4sQG0VUJdZ1yampqy4ecfrVRGysC/qyMLMXzHvVQdqaO2o78giCzAgoMXhOERVH0NvlQAj1J4hgT6IrhDg0gmidaaSCSSExC5tVZBGppfEQDXdVV302yW/OSntOvnq0JkAUbNOOL3oG+qIVkq7PnAz9nH5mE0LkGXBtGmw2Wrn3A4PCUk/vizylixHHN7WxZiz3teAvFyGrdGpoXIAri+NGIYZKIRUuYASikWbgvjr7uL4LI1aG0THe4iGo3mDco8vV5Z5QtYtDkqACKi+lZV4ugAy9sHCz4TMv7ctzEh9V/1yrx9v0nVkXNif/e1mKYpWutpw+5sScrq9Ymcr+PmHTEx9m7J65t8H1CACu0M43Mh1Bei/I8QHm2T+v0UIoLrutM2l8MttoqnFQ+uy/YJlShPYQdr8r4/9ULSulEyOol2YfY5k/KTDqrbg7z8BiKF7eT3bbbqHxVqOmMCYOChjIbCAHRFBYmR04z4FB5T8AFnXygBuGr1E9X1iaNSzhWqj0VEZzR6wCkMwFrYAKV+Mu5Ytbs22eNTRff1vhULlOgMaUnhveQt1v7PgSzaOUlVx/+U2s9H8+aYkwdq9g/JyJwoi76Zjz7vUjPchGVZ0t7e/p//bOeWV6vF29KFAQQ6HNyG+ZgXXC7N1Zz/4iC2befzFqUzL5l5C5gCUG0KPd0wxwd/eaG3t3fssnFDM6S/Ad7diDJ7y/0FAAAAAElFTkSuQmCC) 4 5, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+klEQVRYhe2Vb0hddRjHP79zzj333Ovxqsvmn/kvkf3D3KQlm40asaUvWqyIiBHSYsjeRDUkYsRe9KYIo5a9iBI0mbEXFatFmZGDoWObTdB8s7jKlLbh2nKb/+6u+nt6cfHi3b3Tq0164xcOHJ7feZ7f53l+z+85sKpV/c9ScZaCHMH2QHEe/DUCt2fhyuX471YMAKC0RFhfBJNTcP2fiO3OBASHHziIkdDaH1SU5ENBDqxdA44XtIbCEqGiVFYeAODDJmWWl0aOIpAC2g/KANsDm7YKO8sfCMjiJa17VQgOo74/HXFQCr1tMwRcWF8YAaz7aNlHc/8KzKm+WRGeRso3YpomWmu40I/RcQG0YBUUwLNPCc9ULqsiyZNvL4vcjjMX53xEKRWpyL6nYXwSHBtCYWg/m3TcxSswp3N9CtcPL+yey1SJiNJaY5zswPztPGRngqGwTjQkXY2ln93RQ4Jjw5FPY313bxeK8+DOOLln+nAch8HBwZWZH05bq9g/NcVmWf2EULNXDMMQ27b/2w0xm94Xzy8twsvV4utqTxjMPfuruL93zV8Tjh4S3j6wpM1jesDT+pmsOXNOfJsqsMIm3Brjblcbad2dwmvPxwQer9yjZkevUdYQjvYE730eeVsCRAyA4abg+DNJ8RWRGtgAtgcdHMbAh1qXA8/tktra2mjwqT0vqok0RUb3xSiEUf9VZHwfOZgURBQgq3dAtGPinXgItz8XZXohPRVyH8b2BCAvG9JTGRkZiQkwUONRomaxTnwsAFprZbScgskQvPnKohBRgDvjl3Czy8ns8OMGLW7uKoeWUxhOgNSrGTglpRBw6enpiQtya1uFUlNg/vxlFEIda40svlS1IEQUwHHzcQjghiHzpkYpBe/WYhdtxHvDhyctC7RmdHQ0YaDpA2+pQF4Fzo8tAiAiik+OQ3oq1skvku4JmXtKvr0qRnO9ZJzvluLvJiWj9w+xLEsMw1gwWE7vkFhfH4u5HYWnb8qON+4m9Lt3EipA7asLYYVs/KU7SLFzsLI1lrIREbTWCw6Xa1sKlVv0GByuiTamE7JJuw933CjefPy6AIS9ELDzsWddJvy3+btsAyLJVfJW5U7lqarG/qFZAEJOGFMSc8cBjAXGALBMA3cqHeNPhytb1wEsmv18TVftVymPlJPdNygzGSFuTCT+Lg5AezVhATfoZ/aSj+B+Z25pyXN99NEtyjubgjPtx+8u1XteQy7dNValH4Rl7+HETWjda1h7blge/yaLUBgGwoonJw9i27Y0NjYu+8/W/46t8l4PJQcgM1MwA9qEsA2d7Z14vd7l7h1VW4OTMIE4AEPZiCl4NfgUXB4aigylVa2Q/gWMC2atMQzzvAAAAABJRU5ErkJggg==) 4 5, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
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}
div.testarea{
animation:rwdcur70896 0.83333333333333s linear infinite forwards;
}
