@keyframes rwdcur135328 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhd2XP2gjRxTGf6ucDpUqDjwYBC6si4vATZFCRQS6bt2puGKL6NhGsKVKlXtN2NJFAoJrdHYKlVfKzeHgK1wdkyMQYV+hcHDMQRKUwqDYiSfFale7+mPt+tIkDxZm38y87817b783C/8Hadcrpl2vmLvsLfwb4La4+/5PcuBTwQGsvBu+3r1nAEpCUNZQk6H+TMFEwFRrAL5/91cm2/fygktRZkeUABgzBcKxEFNqogRCMNZTLOsPc3RxvdGJzBFYBN8kv3z8E6UnbHJiKQJPH95PVfPh+ZWVBN9zfYQIE6+UQvUPAJBuBynDfGitsV48A8rAxBxdXFutajG2a1kWh+dX1pIDTx/eN025WFXa3NzcAFC2vRgcQEqJ6AYAKb0Qgo+2BzPnWtViyq5lWYA2h+dXVuxABN7o9lLw447Lmw+/x++FQgE9KzQhBNvb23NXE/qkSFFO2bUsCwIP0CYVgUa3h1KK4fBkrhQSPrxiPJkiZyC9bgcvOIgBkxLNAYwn09AxIQlmOoD9/cc0uj1eOs10CrTWKDXCdZ2U0W/evEq9e8FBCmgVeFIW7R0f/xBHaS0R9fsD+v3Byrlet7Nu29q5dfbW8oDrOulUEBZdoVCg2ekCy7lO6re2tniZmBNCYNuN2x3QWmPbjRRwlOedRhOlFG/fni+FNOkghKd99OjzcM9wENuI7O7vP451n0Wbf/zt72fm51N/V36JEA/ipx/4GGMQu18gxAOOX3yH2N1Da03Q8VaOh/1vkV810PpX9LufUK9PsJ88iW1eXl7SD3xSnyGEpEPgrySi+JS2Qz/wAXC7/sqxtNMROrq4TtlNElFmKm5Vi0baDlLuZVqv1Ag1HGyk4lzdMKLTxRMugQ/Das/SjHJ1QwhZLQK4dY2eZLKXKwWeFPSURopyCOR2Us0oGis9obTwiT4/fb8SK1cEeir8dGqihPR8qDnUnDnx1HYEquczW4bjekgpUUoBPbPKiUxXsna9YkpCzE++U4KaA2cD8GX4nA2g5oRzM1FqhFIq5odVsjEC7XrFOK6HUiNG6iQ0PJ4i/QWjwwCGAWo8jVXR+tskdxHCLBXq9jXPT99b7XrFjNQJI3WytgYyFWHyzj9NtODFy8tYh6fPchXL5UAkrWrRHAzmLabjNNeuzepA7hSEFb0MFDElsJEnkpLrx+To4tqK+H6VSLmXmaojuVMRKjVa0iUbTtbw31la1aJJXrP/0/IP/Oup5JFIUlAAAAAASUVORK5CYII=) 16 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeElEQVRYhdWWP2gjRxTGf/KdHHVRcfgGg4kLy3ER7qZIYQgmW26p4goVJ0eNYcstt8um29JFAgtpNucUW7q7TRWFI+ByDIHTna8QpJkiARUuxDlhUqx2tav/sgiXPFiYeW/mfd97b/bNwP9Zzk72zNnJntnEx9amJGyREvlgBDYlUVl3w/ODhwagJgR1Dccy1V8pGAgYag3Aj+/+Wsn3w3XA242qefr4Y/ZFDYA+QyAdCzHkWNRACPp6CAzMKiRWzkC7UTVS1Pnk8Ucrre/rIUoPlmZiKgOnh9vGmHE5L27uKhn4vqjx6VdfI4QAQCmFis4BkB0XKdN6aK0h8oE6WSZOD7dLZ+TF2/eVKQKnh9umKQVFAqDzSd12cnAAKSXCCwBKeiEE2nZgRC7zWxZtXrx9X8kJZIssLywR6LsdlB7k862trTTCEdDu7u7YZUFfFCnqWF5Yxg8cQJtSBiwvRCnFy5c/j5VCgu7SHwyRI5DQc3GC8xywKJkNoD8YpsSEJBjpAGzbwvJCLlvNcgm01ijVo9Nplcm63dLcCc5LQLPAizLpL0m6eZbmNqIoiomieKYt9Nx52+ba5vmb2wc6nRZJ0i3ppJRUKhWargdM17qo39nZ4bJgE0Jg29ZiAlprbNsqnYGszvtWE6UU19dvplJaJAhptE+eHKZ7kjj3kQVk21aue5Btvv7z72/M61f+gfwcIR7lXxT4aQQHnyHEI3764TvEwRFaawLXmTlOom95+sWXaP0H+t1vXP/6C/azZ7nP29tbosCn9BvCqDkE/sxGlEdpt3JSHc+fOZZ2OUOZ3ykd67Ziu4WURyutV6qHSmIubu4WYqx1G2aZmIxwCjxJT/sycFjzNoS0q2UAC9cUuudGBCYfGkprpKinQB23dBllY6UHOFIA2mxUgrOTPdPqOEgpUUoRRyFDrXGkQDo+HE+U4ipGhT6hGrfoZQSWPskycKV6Y91+LQW/isGX6XcVw3ErtZGWoSbE0qfa0hJk4D3VHev6Q6QvywuTAJIA1U8voB41jqQ1+mtC8/2r32dmYiGBdFNoivN2o2pCpUEto76arP0ozV5HQP42zOSyUPta4Z6YF/29Ccyzncfj68dtNf+dPgDjRlTsdO1G1Si1fl3uR2DUjlUy2x4F/krR34vAxc1dfrFMghR/1Q8i7UbVLDoj/0n5B8StsByCFol3AAAAAElFTkSuQmCC) 16 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhdWWMWzbRhSGP6lJpK1CETgHA4E9OJaHIjkUHQwUgTVy9JBBQxNxCcytGrWVXRpu9dAC7BTa7SB08sh2SBygBTwFZ6CD7GZQl+CGttDgQXZbXweaNClSClUPTR9A4Pju7v//e4987+D/bI/v3zaP7982V8GoXlWEJSIh/5mAq4qozLvh45VrBqAuBA0N6zLyHygYCRhrDcC3r/4qhX1tHvKHd66be7feZVnUARgyBqKxEGPWRR2EYKjHwMiUEVE6Ag/vXDdSNFi6VSu1fqjHKD16YyRyEeg0a5lc7hydVmLyZVGn2fkUIQQASilUsA2AtLtIGeVDaw2BCzSII/Fo9UYGd/f4rJIT0GnWzKYUE5K0OT8/B6BhOQk5gJQS0fMAMn4hBNpy4ELco9Ubhbi7x2eVREBM3ur5mWXDrs3L138k79VqNTrhBdHi4uIlZMqfNikaOVw8B9AmE4FWz0cpRRjuXzqFhNfPGI7GyAsSv9fF8bYTwrTFcwDD0TgSJiTehQ/Aslq0ej577c1sCrTWKDXAttsZ0M9fPsu8O952hqiIPG2TeGG4n0RpaiEKgj5B0C+c83vdadumzk3Dm1oHbLudTQXRR1epVNjs9oB8rtP+hYUF9lJzQggsqzVbgNYay2pliOM8L7c2UUpxeHiUC2laIESnvXt3NdoT9hOMGNeyWonvnXjz4e9/f8bgR3dFfogQN5Mn8FyMMYiV9xHiJt/vfIVYWUNrjdd1Csdh8CX3PtpA69/Qr37m8KcXWA8eJJgnJycEnkvmN4So6OC5hYUoOaXVJvBcAOyeWziWVjZCu8dnOdy4EM1Xiq02Uq6VWq/UABX2+eaXP2dyzNUN40hMnjBHHkZf+5vIYc5uWK1WkaKB+uG7mes+WHwPpUflMMuSd5o140iB0iOkaCBFA7vnFo6VHuFIkWtsRTYzRFsbSwnAGuPkVI4USMeF9YlUHPRRvouvLkv0ztHpTI6pEdjaWDJt28Hb9mnbDoOLiweAXK5H5Ad9cGX0HPRhvR3NETWgMjbzG5BSopTKnKbTrBk1HCNdmV0cehB6qGHUgOJU1UU9ieLXL37NRWOmAKUUSg0YqP2M31caVPGetNi6qJu27aR3mkkRUwVEC/2c+jgK8Q0pbfE17E15LyUgTTppEcHIqPx1IGf9wGdNtkoXsFLWadbMF590TPo36zRr5vnTJ+b50ycZ/9bGkomfIqy5ClFMZPdcAFSYnYu74XZ/D9qbZufotDItiv9KQJq8yKZdYGbZXL2g6Mo+z/xbaf8ARuzJmSNvbvcAAAAASUVORK5CYII=) 16 1, auto;}
}
div.testarea{
animation:rwdcur135328 0.26666666666667s linear infinite forwards;
}
