@keyframes rwdcur192861 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPklEQVRYhcXW62vWZRgH8M/ztB7XWEutRsYoZyaBhxc5M8UEWRAWIhGVUEYHKgieRfSiP6A30YFwD0H1IjpIFEFaEVEYkq9WanSQEJMOJstU5pxrzLm2Xlz3b/vt2aaPM+iCH9d9uO7r+v6u030zMxqd4blJVJyJ8c7/GMT5Gh/N8//N+L2MVhhdeIEgag3BaCc6kNxvDX7Gk5gfYFZfCJBzGa92++i65IG70vqGGXqiUCuIbJB5oIAu/IYePMFlqMcABsqM1KL4fKqgUD24GJtYf11M7xeRWY2WSo26awUwpaeagy27jTdRQkP6WtA0UwDTxvKmKiR/BxvA3GQ401d6lRMzAZBvMpOAzK6a9wXrF2kwgMFdbNvOzsfH9dQMYKzUEk1y+6mq+R/BfsEW7MPxtSw/iqeMJexohcYKCypThCUzMqHOO6qlEl2El3PzDszC6cSvwCVYjPacvi6sYl069k05vDUGYJLxrNRqoYKp/Zzp+RbLsQdtAeJAme5Mrng2o+dqEoUqPhUtFzFqw2fsxPH8frHa7XfXoLRQA7hrk8xuLMA3WE9rmaGpfmJCGPaKmPbhT3yVhGbhxdzh3SIxT4oMPJrW5+Np7MJafIo74troxvYyw2MAKtE0jpQ504kPRBIt5r0EvoKtaNzCqY4c6k+wgUI5zSvBml7h5DLcgo+wkcvRiMH09WVniiI8y1DoECE4gR42pf1GXC0azQTai/LEpZavObkyGT8Rxp/HNeJuGEo6S9mBrA/UZR55AWtYMZdH8JqoohIa6qsAXDn+1xlvXsmjbTyzB3OiRS9MAGaLyypvVx1+QE8lBPtFKd+AA+gVcWsiciCffK3BllTiUhzAIVyFhrZwZtaeG0Wb6BchGMuBOlElq9NfZkj7cTjtDyflxeq+PTKuo6XM/kq4+Lu0XRLz+qQjAzOUT8JiEiiJODdjXlpbkGQaE4CRf0xsOmfGh1lMB5PR4QRsKHmxP+nozXdBKJbj0HHjWfp74qUEsH8Lx9CXWclAJI/UvcX3lZBvTj+SAci80I+DCcwEGgtphUUJREmUZlG4s/s5TvXidlHXGX2RtB/DQyw1/h4gbsgM8xEcrqqYQJ8bHxA50JQMH0pda7QTbyTjO3CpaFAbRYN4EF/yY3tUX54OJj4ylfEJAJLAoWqBCrPe5vTDeEe8uzK3dWFzGNcew3yeDk5jM697UmKPbVSoS++6hgdo3ZqMb00y+3Cz8ER7OOYlEToi5vlLZ7oHav0kAJWIYZPIhyYppptzIN7HEvyKeXxcx62lSMClItEO5oyOqMr8HE30QMrkUpXQULa2mevfxT14Fq2swP5hdgzxoei+C9KZwWS47yxP9OG6qoVq40RJ9YhLbtF93Pk6245GKjQlh/yVzq4SnfNGdOUbzjQ0WOuzfFg0p270PhbvDOW4sY/gJ8zB58Y76NxzKS3jX2LQOe+OlFXyAAAAAElFTkSuQmCC) 13 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQUlEQVRYhcXXW4iVVRQH8N+ZpnEaJrVhCDO7SBcjzCuoGWQgROlDaRI9JCG99HJGw6foJQmiCCLngFD0lG9dtJfKim50l9CpTFSmtHGyHE2nYZBpmOb0sPY355szp/HMELRhs7/vO3uv9d9r/dd/78P0Wnma6ya0huk47/yPQUzVeTk//q/OOykvolyicbpGC1NwrgOduY/fYQmO4BZuEyk9VGS0XgD1cGCc83exC3uS85/DuS5+wOO4sl7nTCEC2UMWgQI+Qwv6sZb7MA+7ilMAMJUqmAC2BcvZ0huv+/AKWkrR6+JFvQAKtV7OxHDqEeajDXPS2I62Es3TAVB3ac2J4VYsS07n4Vq07eF0AjHpJqt/zIvMOCAlGlYZH4qrYmjGMBaiaR9f7OXgRuzhVxdJRR7AGNtTq855e0vVh19i6MIQWuEe1sB72Ihn+GsyAJmTcaXWUWPicszChty3T4T1AmYkFCOYjTvS72uwA09xk+DtIE5kWlGo5TwvNrXQUslPoeo5awewNGfvrQC/NP3cX+QENEzmtDoHZRPJUf2c9a/St06hFxvwDQdF2sey2VAd9tkXAVFvm5vG13GnUMyVodpLRBoQDC10pDTswNP4FL+JnHfjWM5wPlIfCA6MiF1342Ru3pt4EEexgNewTlRvbx6APIiP0YSHIl8Nac7v6C3yd7awIKK1gs0J4zD6ipxC+R1sEgfW4jgjVqb9HUk2h6GhFMqVgXAXBvB15Gu1cLAKKy7JOc+1RhUbQykY1ic7i3lZlOpzojC+Lybn2eJFpUB+GIUXKG8Pp424ATPTZvvmj3ecJXI09QFcKLEA3uboeh7A9Smo3cVc7rOWCVF7JpnbuRRnRWpPi5COYvhk1eLWGA7g82Lw7EbBv7nrWZx23CNkelktWc4+9GfCUAzHPYIoh/EhvsX+aklLFdOTwJIrLxWJHk0RGERr9SnZKEhxrhTIW3BB5DJb2C+Ua0RVS+jboBRrelIUiMg14qMEZkhFAwbGbBSD4fPETaZdEO/mZOAY+l7lfKnauyg72M3x5OQCvkz9XG7qUB53PhWN6aVVkK0t1wcFuJECnqW8zvgKOFNxnrUMRLN6LyQp99kZIhkYTgZm7ub4wyI896atdeGQKJXL0/hGAGkR0WxPm6h1PxzJX1qzUPSqfDwreAFNm7lmB7aII3a10NKF+An3Yy82BevzSp7ZyxNzJG1wrI1FNEfCjGwNGCgGIDMoP48XsQ0/JhAHsZSioERzAp/P+aAg8mit63o+T31CpxtzC88mcDBrJ39uw0t4TJx4t/Okyj1wrbiS7Rf8gaFaFTQBQJrUW4rSG61a1ISGrVyxk/MdeB938yiuE2fSE5IIpR1nejJB/f4tAhmQ4cnmZSC2crWIWH/adasovW6ViHRd7D9CXcd9ul5nfaYA2S9FRnBzrSDYH7hMnMJd4gyotSnwD3P2SaEvN9xsAAAAAElFTkSuQmCC) 13 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 13 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 13 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhbXWX2jVZRgH8M85zjmWLXNiq0ZlWFmEUAQVWGrJrCRJyC4iTboIKs4iuikIIvKimyj2o4vwoj9GQV4spELLcEpUV2ZioyQtrWDOZUPGWGvtdPG8Z/ud7Wxtq144vOf3/nm+3/d5nvf7Psytlee4b1IrzgW84z8mMVvwcr7PaM1Yk3HZXAzOxgPlDrQj33/Gz1iE6/5PAlXgciTuxFE6cWouBGYKPub2hyivpXxx+p6Xm5+L8cJMSRB+fjE3WMK89P+vnK2MeoyWGPknw3UzJACF/gmnvBaPc/nbnNwaSViPFvRjIGMIvSVG/xWBjAW4/i3VDM6PrriVq7ASTRjEYvyQli3C2dkQKJscmquxfNnUNhamfnEiUPyIbzdwDVoqIUlzg3mPTLwFeZHJH3aAyX5cHd0LWCVOP3yQzoN0bsBuvk/jDWhMBJuyHG6ewNhVS23MCyV+wr5PVU9eGX/vwLIEMHA7jxH3ciOO8SUuyeE1pF8VyCSRqdWasD333SuS4w/8jq8xX/h7Iz7GPYnMpiAJwxgoca5CoNyRDD+Hp/DKFATyjKdqlbh9gPvwDrbgc6yKqB0TIR1AsdBBeRceSBu/ws1zBK8QKOB9bE5jh3EDfkErzfJJ2J7AD6aB4RmcbrpWIdmc+tcT+OEAfxg34oqq9SsoP4E3sA2vYbnw0YGc8duMewq+QI+4WwuFKi4QorAMXcLnO/Ao68VVrU/bD6M/79WxRGzDvWxK43tKoWhWU74/t2EP7gqsNuG8D9G0l+PNuElcgVt50rhAHUvbu9Gbv4aFyi04E+w7hYwOZbRltB0wLhBlkS+S3Ar5XfQyx+sTeE+AvylcDyfE+9CX9kxSwkJ7yqNHxGOTWs3U+C26nmS4BcWnuQgtR/hmJc+LF7sbp0p8klSxQdKgWlJcUA2uRFdGXfPERWldFiSKQowasXRl5N4SkfEjOJq2NKTvURRn+hg1ov7CCeCX4tf4u3iKrX0iLwYxkrFO5OtZdJfo+0cCWTCuJ3ybz9rleCbmh+XkVVz5ngRGeKcJrem7LpHom7YkS4/Gwh2htHWnJ8ynYqRlO8eN58moiPfZUpRpg2l8RHrUhEfPZdOFIAuWjWhswE7ONNVY9x4/nkaJ7uSt4QkFSP6QR0SyDgoP1U3ngUYUd3JySxrYht3YKx6aTfgzyEK5xFCN6mcg939YeKVXeqJryns2XmS0YkkX+9fgXTyYW/eqUJj22DM/nXZSLZhF/JvS/IjxsNR+X1Lsl2JFZWwf+9cJ8blFqOB6PIuXuNuYLoGRUvXJK3aZUA/UDEGtInIda3cl8K4E3h7g5+G7CcvrsupbUbE7qU2XA32qTzGymQtK4oFJRUtBhKu/xv6pErxKVackkOJ4SDweJ3AoVTGFHPisW/LuUOV7TkbyraKSNaaGSjmgGvuKqPsbThsygBtGWcMAAAAASUVORK5CYII=) 13 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 13 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhcXXW4hVVRgH8N85Ho6ncZLxknYXKQe1sRTJisoxjOgCQWTWQ0IvvQjHt3qowKfooQI5G3qIHqrpwaJIg6IILM0yw+gmFqldBrMppxhlmobjOKeHtfbMnuO2OSNhCxYfe+1vff//+vZ3WZuzG42z3HfaKJ4NeO0/JjFV8EZW/q/g55LEBNDaOSYxAewmGgtorJyERBJmaTLjhVZJwBxszmzai+N4B6cythJmokMI8hH0VxnOM9xSFkwPRi871bS+DLfxyrzMWkIbZmdslzAvOYPtSV0Ez7AAty7Pf11+jCsE4MW4FCfwU0aniIocL+R5IC+g+nCg3LT4ZxBHBHcvF1wPl2/lxyb1kTz2zQSyRWaMSJU69vU1Kf8cxEfCyYrwPtv38NL96BknMVQ9A4FsEDZq2JT/DkyjsSXzvBPdXIffI4Ei2p/ni7+jrS34oYVgb9RorJiYUqfNZTSSzFyVmZ1Nuq3WiUJ68k9xA6qo/QvT9CiTVZ5N0U5WopBQrDKa6hVreBXXt2A0Bc7TK2Qm3BJllkR32Hp1QmdapIo78ADeawG81VHAiiifjeCvY11YJtSJroSOQsKaXXyw2rj79+IvbMsYnS8UgwczIHsEXxZxgZCD58fn6XgLd+M1rGdlVG/HXAzhSAm7VzP/cX6r4QVcibUs2sahlMATlHo4mQ3nDizhRSFN56ITS09R7I/gbwbwFUKhGorbRN2LS1VGEvqf5JIefnkY3+A5DibMQlpp+5rL5owgytHwIfiVrmEsjOD30B3Ve6NzUnuDKKaFqB3lDSzciWXct5GrojPa4lw82EQgBmMF/VHnu4u4YyHXvhvA78C9WCo0pF7sj2RH0ZZtGKA7kN8XSWUPXTqvicCxIIaiO4eEalfEzNvDyQeFkPqwynCM/JLwuUZQTgnktcqhzHoZ8zpMTMHIbnY8fT3qVeLphiOBHeiL3fDCSHAgvustQjWADWRsj0Y3peV/Lo7W5dbUXqEvHY9EKpFMPb5vyxBLPTo79dhYM6oGAr04it4qw9VA4FAPb6M/Dd90RPcc/pyHItk/IpmhpsO0x5mSSC8q9QmBHUtkXc7YzuFZTWvHsJWny1jJ10JTau56xQiadsy2qFPCiUm71AwaTwnXrruwC9NwUoiyT3AjerCBRcZrUz3KUeGCkpLpiJ6otEQA5tDYLLTfNZn1jyP4l1geiuVABCxHsHb5AT4iBGGl1UspsWvuxs1CMncJnrmTQjVnQ7yc5t26xj71VH7NCm9E8G8j+FcBfG0WPKGcBA+QH08V41lRmdK/4Tq6D2AJDuIaHsH3GfBObMSjCavjVXxYpv8L7h8L1Kl8AgmrsGo/SVeIwYE4j0aQ9ZEfISVfjuktFqKykAVjY6p/x/vxWVeI9l4huotoiymcLWaDMgEYP1PWE+AfTyFbEGkrhQ8AAAAASUVORK5CYII=) 13 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 13 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 13 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 13 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur192861 1.3333333333333s linear infinite forwards;
}
