@keyframes rwdcur215557 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQklEQVRYhcWXP0gbURzHPxeOXFrCJRSExCnQOhWhAS11cUtVMFMDBfGgILgEFaHt0LWbYAIaEJzEpQUxUBpFkg4lk4uUZhCLwQZTspVAWkKtgdehTWnUu8tLbO47HY/vj+/n/d4f3sFvCRySCxArK2uOQgghhHASAEDMz79wBMLV/AgGw73ObpHIZoUYHY30vAt/OxAOg67rbG6+opcQTQClr0+hvz9ALveuV9ktAACcn9+gXv/R0y60AKiqh1qtRqXyjUgkeh0QtnuqBWBs7Ama5sbjucXU1OMusxGRSNR2Iv8CKLHYHQAGBu6zu/ue2dm4ZbGdvN6baJrb0qNeNVgsfsTvDzA0dJv19U7jIZ1+DYCiKKYe18UBTfNQrX7FMF6ytZVmfPxa9kL7AMFggOPjfdxu0DQ3e3tvAcynYKFoNMbc3FNLz8UlUFKpZQHg92sATE4+IpPZFp1AnJ39pFAoSAHwJ0goypXbQ0oTEw8ByOdzpp5LS9CESKWWCYVCaJqnY4CTkxLlctnSY9VWsbj4HF3XOTj4QCazbee/VC+EaJ4A0zqzDgAoyeQS5XKZwcG7ErlysgIAwOfzcXT0CcOYAcnjmEi86R4AYGTkAeHwPZlsAKrVStcASjK5xOnpF1RVJZFYhfa6IKann1Eqfe4aAIB6/TuNRqMda4sOD/ela8wkDGNG9rl27c87qfBsVoidnaLce8BGUldxPr8GBG19MgBScrk0NjYWnAPwemsMD/+/C6wdiXh8wflfPifD29Iv6d2wuuVlvhAAAAAASUVORK5CYII=) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkElEQVRYhcWWPU/bUBSGHxu7NkqQupUyVgiVofwFipQOUaNKWaoMyQQLWOqQTDBUVX8CC6qUigHUhaFShcrAxMzCSLpUSBUsEVFIrV7HIbeDiet82ykh73SvfT7ee84951zwIJkQVEBms6sTI6ECOM6fSfhug8xmVyUTiILaWkxNPXpo3+0EACZxF3wCsdhjTDPG2tq7ByWhDhcZL5TAWlpWHgDHaVAsbnf+Hwu04EZKAwBVbd6X/VYq+x6kLQWK4lCv2wBsbGwGDYziWGYyORKJpL8fSgDAMLyg1Os2hcLHUUjIVCpNIpFE0x5hmiaWlSeVSve01UbAcRq4bpNms4kQNtVqOaJvzznA0tILZmZiHB5+5fLyF/F4nEwm10UiSEApFrfRdRUhvDQIYVMobPVkPghCCObn59nZ2b6LhEa5XGZu7mmXrNb5oVqt+mvbrlEqXUfxjRACgOvrf3qVSgXwIjyMgLK//1lK6R04l1vDtmuRCJimiRCCSuWm7bvrNlhYeNYl36sRKYriVc3eXtE/UVR06um6xvn5j9D6soV0+q1MJt9EmZQykUjKzc33cmvrgwTk8vKrlv7gKgjAj0KtVsN13dDMAXRd5/T01N+fnByD14y6GtLQWXB8/B0g2FBCQ0q/o4brhPcE5ejoG6ZpcnPzm/X1wdN1EAE/Da0oRMH09DQXFz8plwc3s0gRiJAG5eDgC6nUa1ZWXg4U7GpEnYYURZG2PdpMcpzRSrgT8upKylJJRn209i29IMI+OIbO9U55y8rjOA1ubx12dz/11Q17B3rW8DDoOszOPuHupdUzEsPuwH9BVTXOzs6Ix+N9ZcZKwDA0FhefYxjmON30hbSsfKiLOFYSk3IcGn8BD9D5NocF/R0AAAAASUVORK5CYII=) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhdWWP0gbURzHP+dLvEsTNVgqDiJIh1oKdRFEKE51cqqIgw5OdrDo0CItRQRxKFiqJbEuBbdiEalbhyoK1qLUEjppbHGRaohTQg6S01xfh9TzT83lVEzoFw7u3f1+9/2873t3HGQkKZCKADkxsVwwiCKASGS9EN5HALr+EyklFHAp5OxsVMoMRV4hig5PwuHFDEmBkpDNzS0yHJZSSinX1vKXhJWAaR4wP/8RgIODfFifAgDY29sCoLERhobGIQ8pWADp9G8ikU1WVjLjRCJOU9P9y0LkXMpDAGVpaZ5IZJf19S8AeDw3qKu7S3Nzy0UgJJl9RW/vY9v+E0tgGPtEIpssLEBVVTXRaBTDMOjo6DkPhOzvf0539yNqa28B2EKcADDNA7a3Q4RCMwjho6zMj6qqtLX1OvRGjoy8BkDTVACSSQgEXmVtOAEghBuAaPQHOzvfSaWSALS23gZQnBDMzc2xsbGBaaYxzTQNDffo63tCT08fnJGC6/hAVYuJx2OkUknicQ9+vx/DMJz4WjqM3TTTACwuzuP1Krjd4sz607OSwCEtQriIxWIYhsH09Luz6k9LhsOSkZGH1gWf7ya6vsXk5Nsz+4tOjRVAmZgInJiFz3cth++RxseHqK/vQohiAAKBZ7b1rmw3hMjc8vv9FogTVVZ60PVvpFJJK/Zss4d/E7B03DSR0Ons7ILcr6IyMPAUXU/gdgs0zWNdz9aQDcBaBsikUF5+PYf3kZaXP1NVVY2qqjlrsyYA4HJlItQ0DdNM5/yq/ZWysPCJUChEPB5jcHDYtscOQBkbe4mmaQB4vT4LyIlqamrwektIJpO2dbYJAHg8HutIp02n/kowOEpFxR1KS0vsCx08TA4Pv2B7+5f1eQ0GRx33nsMn54OOH4562ts78/6PaZkHAh9kKBSTweAbW4ice+Ciam19wOrqe4Sw37hXBjA1NYMQonAAu7tfMU2T/f1927pL704bHV/3q/T5z/UHbCIhgzIuq78AAAAASUVORK5CYII=) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACT0lEQVRYhdWXv0sbYRzGPxcS7i5gbSRBW5E2JUlR6NCaVjKYQbJERCxUh24i7ZYh1CB07OCmS1w6OIi4uAghmKGTdSjpPxBciliUECnSOtizvb4d8oPGkLvcGRP6TMfd973nc8+97/feg7IEXZIDEGtr77sKIYQQopsAAGJx8V1XIBzVg+HhqU571wN4PPcZH49Bh1OoAUSjHgYH77KxsdVRiCqA5PVK6Ppv9vc/dcq7DgAARXGjqnJHU6gD8PlCFAoFDg5OSCTetAPCdGXVAfj9j1AUGbf7HuHwk2t6I2KxSWKxySqIKYCUSMRRVZXR0SiZzAeSyZThYDN5PLdxuZyGNQ1XLy4uKBa/4PX6GRrqs+sNwPb2FgCSJDWtcVw94XS6KJWOmZh4y+5ujnh8GmymsLcHh4fGNQ0JjIw85fS0wNzcCzY3ZbLZHYDmj2Cg9fVXyLJiCUBaXk4JAE37DsDU1HOy2R1hB0KWFTTtpyUAKkZt6QGqKtPf7zOsaZgDVYh0egW//wFQTsEOlK7/4uTk2LDGeI0AqqqiKG6r3gAcHX1F13XDmmYJQCWFgYE7nJ//sAUwNvaMXC4DBvPHCKCmYDDA7OxLsPga8vnPpjVmAFI6vUKxWCIUemjFGyj3lOsCANDT4+bs7Burq2mwkEIkEmkPwOXlHwKBYKu+NS0tJcFmE7sqMT//2sqmVcTj02JmZs50jBU6K92wstOvfYiajjPtA//IUpQLCyn6+m6Z1rU0B+yot1cin//YPQBN0wiHH9/U7VtS13/3/g/9BQp4ofLhkBpDAAAAAElFTkSuQmCC) 1 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZUlEQVRYhdWXsUsbURzHP3ccJGoGUQsKrTVRbGsmydROdQkH4iQ0baOihCKOHTqoQ13sVDenCkIgplbJUikEh0JVsFP9A6RFrGAzCNoYLselvA5pQmM0uRfThH6m4+537/t933v3fneQRVAnVEDMzs7VzYQKkMm01UO7ADEz81JQhxTU3MHu7udaaxcacLlcTEw8gxqnkDfQ3u6mpeUGw8NPa2oiZ0BZWnrNwcEBDQ3OWmkXGAAgkxEYRhq/fxBqlEKBAU1T6O9/AFAtE2XfLO3iCYfDTTptXFM3K/5nEmxufhCAclnR3wkosViUxkYVp7MBAF0fgspSEOFwlGAwiKqqJQuLrjY13aS1tRvLynB2dlaBdpaxsSesrKwQibxHCAFXTKToEeztvcPne8zJyVcsK4OuDxGPb1wZYSkCgQDLy2ucnyevrClK4OjoG+Pj91FVFZfLRTy+QSXio6MhAPb3P3F8/MW2ASUWi9LWpuDz+ejtvSOrm8frvQeAYaRJJn/aNgDZ2Srz83MkEj9YXHwD8gtRmZ5+gaZpdHbewuPpljKQZ2DgoaRuMYeH3zFNqyIDSig0hmEYlabAzs4OqVSShYVXYGMfuJSOjg5Z3Twej5u+Pm/JmrIGUqkkzc3NsikIv3+Q1dW3bG9vXcuAMjkZwjTT0l0yEAjQ03OXra2PUOI1LpsAgMMh36LX19ersohziHA4KiKRNZnvRlu1thLIMTLyCOztisLvH6z6d4XMQELXh4TIdqGS98kkINUPurpuMzX1vGxdUTesFqZpcnqaKFsntQZksKxf/2po29TlT+v/4zevq8MC8JGliQAAAABJRU5ErkJggg==) 1 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur215557 1.3333333333333s linear infinite forwards;
}
