@keyframes rwdcur216445 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMElEQVRYhe2WTYhcVRbHf/e+V6+qq9s2HT96YjSgokQRjBpQ40IXs4jKMCNBRCELIyjiykUQkZjOohGJEkVcuBBRCcEJLgZd+IUEZ6aFMBNbjTFiKxhN5aM/0lX9qvp93HuOi6quru70lxHd6IHHfe+ec8////7nfsGf9kc3s5RTVe3cnoEF4wbMLga0I+mSWedauJjjxc2bo7effnpTqQR3b1tjcQAXAK45qloF50jihnT1lZz77rEoFHFxrW4fv/J9pJoKsSN3Cc65BRAcBpcsSiCwdnVSrQ4GYi2mbyPYEfDrUQ/egnoHelRtcHVULBwIlTtE5aAxuunSq3rJasnkya+rh009zAJrLOKxzMqkhALB2JJi7YTywA/PRHR3/8ubwjtZdXJ3V1cE0wkUspo39gkT6M7j//7qpss2Xvw5uXnEk+8/eaJijeF02si2PnHn+5/0gW0AEdhusCkQgy2wzBwA0MM7I4rhP3y5/FalMkn/BUUiP90sQ1TKOC//gPGJl7E/7pdkXUl8Onx67PhGg82CQP/Zf9u7W5fKb5dyAhBlveTp3sCaQ2v7y8Snx9BQSRIHeR7jslfQrqeQZFhVYsieDEL5XxiammTBjuXSL0/AZpaCxo1To4O2HtN3YTciyviZekagRzDyGka3p7Hfg7peGxXf8rk8hVLRQAbPmYCqog8/HDJurBQYUfFvNx1g1MjaS3qPTdXGd1OXMt7810q6D02GxPvVGLNP8dtV+eu5KzAwEHHNmh5+6g5tED5TXlUitQ5jFYw6KfgR78xeAj8kaANcTTF71EGWq02mfaRqRpYjsOgyNLt2ZUCmlSdDknCfqBuerNU3XNR3HuLrhEGxp7fc3ahPnHm+u9i7JfdmfVhgv6hHvPaEhWCHc+nr567AjMUgdd+grIP9fcWDaCr16jeN0WNjg3lWHcb5N1HzarFgnzVBOFSbiplO8ljEP5/mfscPH999468jUG84azkSWPMg5vjfkIkDKvlhn+lDuXdb01yPYHS3l/jR0YlTW06cnhgKAhlymh9wGUdVdOdS6Q2AXHuHYm3zy4BR4JbzYWQKTuTgBfVKrcugDYGGsCrNwSnkCrcX4KMUFNDmbpfeCvZTR/hQCfNqAhi+J8cBRQz9RJUuvljbJHD5bRvU8NmcU0S1mVAU9YL1Cl7bZPCKOAVR8LPxRsChxPiOjRemcEyjhBgCYA3R7d18+Ukb0a+5+QE17J0l0EoqTRJNIG0R6uxvtdpSDpjC4zrgPUqFjFKz4pUiZveVfPNCuwTtwNUb9wDrFTa3CcyooPMApYNkB/g0QorM+ftRchIE4D8RZuI6vv37jG/OMtRUtmP4UGdGzxDoVKPzux3XbHL0LPAUoY6niwBF//IBk1s6Mc86jFy04ULg/wrr5gBo66X9Puszra4p/LzKQ4UUAbqwk0PU7t/Gyfc6/WctwzAbHsNzz0y9222nAh2kZv5gegHwGI8DSpjJz2kMbuPkx/PxFtwHQj98yAhbjTAyK/ncp7Vim6qhZPPABeUMjgKmcozsjfv46Tkgm4+15H3Acf1LwBUKdy01cP6sB5ggZxJ/1KOHN/H9vYthrOj6mHO9zg82bZ9Snyd+hnCKnBsYWTb/oodRp1nIHCZUsLZjMQJSRyTFoCA1PD3YbJxcAsxCN9FzI6BwMCbY1AIFsKY1f6ZQBGjgGcXTICvnKJdSWknqlREAXccCE7ZT9mk8ijKFZzXhymq7cgKLmwUMSo4jwSEIPQS/gMKvt1W/G9JvYT8D8s7tRmCFBI8AAAAASUVORK5CYII=) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFG0lEQVRYhe2WW2wUVRjHf2dmdrrdtiy02OViayjB4iWCiYkKJhh9UWNQo8ZAYkLgSV+IAR5ME1MfeJJE0cREjIEYefKNBzWiPBC8JipVEQilXLvb7WVbdmdvM3PO58Nul6XQZZXoi37JzJk5l+//P//zfecc+N/+66YaNWZOnoy5rktbnwY0kKoOuVTpMJEGYGf3LvakdtTG7Vz7SeUjXXmlG2A48zUMQuzzffuuoAM2v77CIVCgFBgfXBemJhGpVLVDEs9aZkzgWSqMWQsXUJ4uetLhI0GniYchaAMigFQRxCjwGyowCAsGISuT7wpdvetJDX+DZUPRB7cExtyDZZ8YXP5G6+DZHUVitFEo5ZKXL1lKUZoY9e76YNORSRusMmCDZYEVgGXRZlmI1ZDArMnMwU5K41OnT4/R398N2QxEADcGC3xPdbzZIZefzVHobRcJSaYvoMQmEmGse92hpY18W80Q4PIfUwD9qxOkTp2DFipKhj5EvISMDAihh4jB6n9fRRzBdeFm4M0TcIFEVxvTUyztiYPAmXOTgHgEkZzq261wxhMiBjn7iiTWfaZEIHl04/5bIiBU4yaquPLDUB4NGBANq1Yuhlg+wRUdysiADjPxvNGeB0Lq2JNiWTwObLkZgXmzQPbudfG8BRyw2tnitMW1k4egygqIcmD8gjfV3RObkbLbDRonMAljS75cFqxi8XtxWxtOTjUioLZv94FJYFIeGxQIuJjM0LOkE4UG27zQ3bk4SuxCl8rfcViH4X2qxc5bSlBKKEfciYiSZ+b1Xy2bigHJBrBIJ3qXtIVKQTYzBDGdKJemkoXzbk717V7f4pQSdqTFK5WKZL2AiJJtXqn06c18N0VAKcC30+SH4oTjntYlUr9kUplQVpVKxsjIQBCKnSfekTh7IYVtC9ai4FC5gDn/9dPB3yYgJwZEzg28So94CAQ4aXXnhx069AvLHtnftUiZtNZBQQQHjDc9GkzcllhVsG0pTI+Sjsed12LRVkaPbtTzTg7A3P2oYFmVPwVKgIfiMJyDVADaIFrItiqkYKBgWFgOIBQIBDZE4KtyXdpA+WGwvgtxtkVRH5UAxQgBIdCCIoGbbOXX5RUCK9avFcUvFa1npy8Vh0YQbbC0gJYaGbRgQgEjlXOq2l8ZCBE8dG3XB8gRUkRwUNjAUtwNbfx2tIaolz64WRQHrxKoOjUVEhUgqRKqr6+WUlUOyKEJ6+A1QhKfaGXFky2ot1Zy+p3aEtQ6dj7wNrBa4IkagVkVZA6gqSNZB17EUMZcM/sJAkoYgGMuKnMvZ2rpec0+IGWzC8VhqZ2YcnXjkXrQurZZtYAAuQ68jCGPphUbQZZ8yczz9ZjXnYahu3Yx8JNA7zUAUv2oP9KrVapalUPPWXlIUsYArVgz35LdtJWxL+rbr0tDxz8+iea52fWulfUK1JGanUHxBuAemhCIomaGKOzeytiRuXg33AccffxnZXhZGYavSn7tU83YimoI/hxwgzBNSASVvIj/8Utc3gP4c7EaXkhC1rwH9Ak81Wjg3KgHyBAwgz6lkd/XMfLifBhN3YgC1sjczqrWJuTniO9jSBNwP8M39T/vaVhvFvghypHKna6WjIDJY0wZhYDJomnH8qcIjI0Km/HdFAGBHz3sdVVQAEtV4yeHYIACmgk0BfxYgHA70WZcN0cApJcbBGy97EU0gpBD04nT3No2T2B+swCFEBBSIsRgaMf+CxRu3Rb+a0j/hP0JPJC3EQqh7qkAAAAASUVORK5CYII=) 0 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
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}
div.testarea{
animation:rwdcur216445 1.6s linear infinite forwards;
}
