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20%,22.757142857143% {cursor:url(data:image/png;base64,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) 2 1, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhe2We0xbVRzHP/fSlssbSkUGa5l0S8esIGwiQqZZdM5FM6fxGQnJEl2ibhqNf+h/JD4Tl/1hiC6amEjQbNM/TBY3XVyWuWXqiItgl8EIIBS2lkLlUcjlUu7xj9sKLa/SzfiH+yUn93Ee38/ve86598B/HNK8e5FoJyHmmkqSFD9O8gCqH2ZzYBIIApd6Uzh2MhdffwEBq0bu5ixKqj0MpYfxAz7gURWacheMlSTAAKg6tL5/G9lPjiPKR5jOhEAYvm8tpuVXJ5lb7FSXn2A0O4gX2DUFoavwhTs5CDnmKQTHXjOTevZ1pCtOusdKePkTM01NQGCQp3f6qXSmYDLPAmABhA56GB4/biRxXQ60fw4Hn4eGj2Qs5XDLJhmXLQzAl0PQFUjFr9sYtw8yqIAX2BGC8X6Y6Deup19ZnRMxDvx+Bh7aDxP5qWRIUlRcAqTnCmCyt5L2rw8ycs7InqgDGoRVCE/BnftW54QphkaHTRvgnd/yOfrsQHwm0oeP/CLsO77F5QZpCCwFBsBXNYnKLYwYB2rWw1QAJtOyluzg2vAHMyHQfcbzoUKioPFl9QBrBThSoM4u2H1mK8RaKVr9ElW1/XRfgQyrMQ0v9BPfblURuwv8MBPIobfvVVxda2h7LyU6uDi1+260Hgt98jhyARQVGV30MOxsSR4iFuAvCF5TaJu9nR8+zqZoEoIH4Oe30lizvY2xrDSsdffwxBbIlw0HdA3UILieSg7in7kSQojpOgkyoT1cyD7/fVybVmkobqfENsK2mgny3ILOEgu3rtP4UYbDQLEHur6BP0/CqAc0LXbclSJmF+A3XCi3+Pgp5wjDJhOjkoxD0bAMADOwWdWYMkGZA6wY2Q97YPwSuLUC1pPHUTpFohALAcDw1gw2SxibxYAiA0PRC+lecN0PZU443wHBs/DAdClubBSRwS5KqedEQhCx/wJeBLR5r2YAUGhGjYJlAnlAGVzYC280Qv3FbWzEihWFTCxYkDEh4+CzeI1lAQDEMC8BoCPQERRyKNpOdLCHEBpBVDoI0lJ1mgONUP0pcDniVGh+Dg0oNC8LsViFuEg9Gjoas9zLkfntxJtU42GYczk9VL4NtXthfzfknopAeDH+5ZNzMIp3Sa24NRCBqqJFHOZhpggvqPuAC0JJhaKtYN1oaHY64Q4zpNsjEP4IRMQR1Q7KeRZdE3L8i6jQM3xHD2OL1qnTYHODYjV0LgOjDtAqgLuACqAMcEaKYwmVxYjiIvphWXSq9nSAZx08CNRGtNN9YOrDOC5FnFAal9ZK+iwXhahQ58TLMRI2+8B01QBQHlteZ6kpSDSkNmXuDOmPFKkQ9LUri98IAACpWTHWm39eSXesLH6jAACkdxVj1wWBUiUx8X8jBNdxNrgZN+P/GX8DiYBok+zc/tQAAAAASUVORK5CYII=) 2 1, auto;}
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31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhe2WX0xbVRjAf7e0l8ulJVBYKBaUKE5qYJkRUNEwXBYJanzYEjMj+mAi2SJBozPqEn3wwQedWZYs2YIPvqhZMJmJ/5bMxLgom8qCiBWKwJiU8W9NIabUy+1tjw+3BVraUboli8m+5EvOPec73/c73znnuwduskjr2iKdgRBr3ZIkpTNJ9ZM7wDcaLAIhYPCMm4nehxDKUzheeZvFe/5mHpgHgshAOeCiUutnujh3CMv6DxkoAc6+cTe/fljPypKOfhXyZR05CBy3oF4E0OMKxKDCay7gugEKgYEv7WxvCHD06AQd8jiNj76EcT5AbLqJgqZnUPeruHsTM3SIgTBg27e5QSRtgU+D/j/yMGQL+SosFxu8uM30uXdOYeGch5HPltjlneT0hUIoqqEy9DvGFESnwJiCxe4NfrPLgBACJ9BYH2W6r5RSdyQRXAKk0y6NoscGQdWp1BTK+zRzYsxMhNBAhMHRlVsmEEKItuEGcfi7AtHxbLPI4ER4Ol1iePdu0f5BhUDzCPccCdtUzUqs6z/ODXgpXl7BEXVmnFD0xCJHxGXON1wFirniAq7jGq5ugSRJtI9rDE8K9j05SnfXSUheiXhtopC6thW8900SLTMAHfcUqXa5AQB89ADMzkBpyRjvv3oA35+rzsW9n+fjdgjy/TYYyceeoDKg9JPcIZIA7P/A0OPQ8xVc/Bmqo6BNw+SsjY8fjrD0m4MfT9ZQ16JRAoCO0CEWBPXp3CCSzgB+cNrheBNcCkDoLxhUdtJVc4yxT7+g/t8hXj/Qx4IFpoERlhEhiM6AMQ42GSI6gi2ciWSAecxabIM77cAM3FHgZ9eVU7xV9T37mkeJVMFPYfCrcJYgsSBEvMAw1MtQUwS9gewhkgqR9ly8JadoIWAHnEAV4IEzVjhcDHM9EHkHWi1Qp8JtMjht0DG6wX8WAK3xgAmJt5WvQdu7DsZpQvTUwIlDcDAAtSo4rWDPA1kCqwS3928OkTooAg+ajZgwi5zrl1U74bsfQlEIGuALw4kyOHgEOseBESAILLP6n0I34a8FkW5ADOwEXZjaMpRkJ96sBG8YfoiB7V1wdcJ7S9BuxCH8cZDQGoxyLDNEJjJxqhbCUXhhbIOdkBXI2wOOblhogZeBPWF4RIWCyyQeDWuPCx2UQ+njWVI7EmD7fXBJSz+ma2CrA4sTwMkIMKrCBR0C1cAOwAPcFdeqDFHSEaVIorCk3aoKH8xWV+HBTzPQCFQbsN1qvpfyAkAQlB2ZY1nTdWYJKM3WItBkFjGz7gdkK2CAboXyMiipvLafzQA2EwllQoQ0c8vnMG+pbAUpZl7NTRaR8QxsCSKksJqF+ThIWxbBb7SIVg3xvLa1B8kNh7iZwW/JLfl/yn+YynqMIfGKOwAAAABJRU5ErkJggg==) 2 1, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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}
div.testarea{
animation:rwdcur74324 1.1666666666667s linear infinite forwards;
}
