@keyframes rwdcur44473 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGWklEQVRYhcWXXWxcRxXHfzP3a9e7a8eOE8dJndiEtOEjQihtEUTqA6gKKiAEEkh8qA+8gCoBqlCkVlV5KiCgSEWiEhESL0jQ8oaIaCoUQLQlCIoAFZqmKWkdN4nX3rW99u7de/fOzOHhrne9jZ2sBIJ5unfmzJz/+Z//OXcu/J+HGtbwqe8/KHfedTvWCdYKiCAYnFIoNDjBokjihGd/91e+/t2fDnW2PyyAw0dnqC7XWWs1aa5nBCWfAHAoRgo+ppMhGnDgacO99xyTX//+pVuCGArApfNPytLSEhdenefqYgtPK5w4sswRhf0jnBPmr6+gFeghudXDGDlriFtNFhabaKXwSAlVQuhn+LRRWBQWTwu3Te0iCgO0NxyCoQAs1dZ4+eIV0sziqwSFBSDQAghZliIuJU4TjE0ZqxTYVYo4/u5D8h8DuPjck7Jaa7C61mY0NCjcwHqjDc1UsZH25zytmdo7QblUuGVwt9RAHLdYrq/STjpEYdSbX22BoHDdGJ3rhxMGPpMTY1T+GwCqy6tcrdY4WNR88syLFC5c39E2Ab7zxfuAmCgscGD/bmZn9sobC0s7CuKWKYjbMdYJn33ibM95BjwD3A880X0HKACPnv4V16prpJ0ErdVAlWw3brq68OcfyjPn/ki52DcbB0498DFE4J1asW7hW0DoCw/94Jco4NtPP89XPn43cwf3US6FNwVwUwbqGwmNZow1ZmBeetrOmQ19h6+FV+47DkAAPPWLP6GVY7Rc5G0H9+5YDTdlYKnWIut00MDpUx/l3B8u8UHXrwJjHaAQUYDwm9m9HH3LGTP7x6nW1nf0sSMDZ3/2iLxw/i+UikFv7kMfOMKd772j9+66DGxWwntqG4PRaZ9SaYRKucjM/sltWdgRwNTuXRyZ3UM7bg/MO8mdbp6mFES+4Itw4ufPA7AZr3GGUjFktFzcUYw7pqC6vEbcbuVO8dEY6s3NVcFJjv3ulQ1OPv3b3r6XgRPAY6c+TSdL8Ty4bXo3a414eAB/P/c9WVhYJEszMhcQ6AyRvPF04wbgqy/8g7GXLvf2fQ04OzXGY/efBMA6i+9BpVKkXIo4dGBS5q/WBnrCtikwmcVkKa1WjKdzsjeSLZtUPrfp/Mfk5Vn5wod5oOt86whDn0q5SLFwY0luC2BpeY3G+joo0OQlmG35BARef5vpRv7wlz/Bnt2jA+cUoxEg18jM/kn2TI4xPTU+IMYbAJz5ySPSThKWlldJpd/LRfrMxd3Wt3zXUT4D3HvPuwZA9ff0fY2PRYxWRihGwYDNDRqolDWXaiukNiIgF06zS7+TwTvcj973Dt5/4nacc1iXIlJEqb6FUgonAb5ncc5x7I59VJcbXL6ytD0D33joU7La2KBeb+HRT3piVE+Em7Xv+xpjLFr1I0o6bZzkuXLd5uBrheru8TzFsaP7mTs41aNmgIG52X20O44kVURbvvueFqxTveJ/+Mx5gjeXe+tpCR7//EmiKMBaQ8caUJpCWOjWv087zdnct6dCEHjbMzA3O01qIBOH7foXYHwkp95TgqdkwDlA1ILHTz9L3NEYaxBAxBEnMUknvz0VoxF8L2B5NWFirMyB6QkZAPDNRz8n6xtNbJoSApua2szo7nJfUPXjRwYAXNvy3M40xuUXlHamsc7hnNBOMzoWgiBkz+QYpWI0cD4PfukjMjFewhmLNULBy9BK6FhF6G1x3sy1EPqaKPBIM4exFifgeR6FwCNOO1iniAKPUiEgyQzrrQzf04gIVxdXePFvl7g8X1U9DSy8WefCqwuURyJmDuzFFAuMBumA85yJXGBaW8ASedAx0OrASOTjaU3FK9BodehkllIhwFrB8/KrfLOZUKuv02olgwwAHH37tASBz9yhaQ4fmiYKfXYVUoYZlgBhsMaNdTTbJk+DCI31FpffWOT1+SoL1+sK3lIFr7x2XQHEcUcaay0Oz+3DTYwSaMFYQ9oxeFqTZoZSwcfikzlBjJBmMU4cWntMjZcIA69LuaMVJ1xbXOH1K1X+eXFhIOhtP0b/mq8qY50Ya8nmLNY5rHH4Os+z1praaowAmXEoyblUClCK+soGvu8xuatEtd5gda3FwrUaF1+7esPl9Ka/L+NjJRkbLfWMXLe1bm2xbJWI6rYcRd58FDjraMYJK2vNoX+E/6fj32sU4VoBYAsNAAAAAElFTkSuQmCC) 33 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 33 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 33 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 33 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 33 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 33 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 33 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGVElEQVRYhcWXa4icVxnHf+e8t5md2d3sZi/ZpJtkjWmjNV5oa9GUflCKohRRSD8oKOiHakFKCYGWYj+UVha8UMGCQfCLoK0gKARqKSlSqZG2UrU1aZqaNtnmMrs7uzu7M++8t3MeP7yzM/tmL1lQ9HwZ5pznnP//+T+Xc174Pw+1XcNnfvKQ3H7HzRgrGCMggpBhlUKhwQoGRRRGPP/H13nsB7/a1tnudgkcODRJba7OUqtJcznFq7h4gEXRV3LJkhTRgAVHZ9xz92F54aU3bkhiWwTOn35aZmdnOfv2RS5fa+FohRVLmloCv3eEtcLFqwtoBXqb2urtGFmTEbaazFxropXCIcZXEb6b4tJGYVAYHC3cNL6DwPfQzvYYbIvA7PwSZ85dIk4NropQGAA8LYCQpjFiY8I4IjMxg/0ldlQCbvvIPvmPCZz709OyON9gcanNgJ+hsIX1RhuasWIl7s05WjM+Nky1UrqhczfMgTBsMVdfpB0lBH7QnV9sgaCwHR+t7bnjey4jw4P0/zcI1OYWuVybZ29Z85WTr1E6+40t7R+//x9ASOCX2LN7J/snx+S9mdlNE+KGIQjbIcYKX33q4wXw55jm60zzFNMF+8dOfJQrtSXiJEJrVaiSjcaWqzOv/kyeO/UXquWe2RDTHH/gXkTu5cNasWzgcc7gu8LDP70VgB8/exff+dKLTO3dRbXib0lgSwXqKxGNZojJssK8dHM7V9Z3La4W3vrCC12bZ37/ClpZBqplPrB3bNNq2FKB2fkWaZKggRPH3+TUn8/zGXuwu54ZCyhEFCC8uH+MQ9edMbl7iNr88qYYmyrwh18/Ki+f/iuVsted++ynD3L7J27p/rcdBVYr4WPzK0XvtEul0kd/tczk7pENVdiUwPjOHRzcP0o7bBfmreSgq6cpBYEruCIc+c1dBdvMZlTKPgPV8qbJuGkIanNLhO1WDoqLJqPeXF0VrOTcP7mwwueevbO77wzTHAGeOH4fSRrjOHDTxE6WGuGGOBsq8PdTP5IsTUjjlNR6aDJE8sbT8RuAB19+swB+jGmOjg/yxPH7ADDW4DrQ31+mWgnYt2d9GDZUIEsNWRrTaoU42gFgJVrDWglGFINv5EC/YJpjwIPf/DwP7BxYd57vu/RXy5RL60tyQwVm55ZoLC+DAk1egumaK8BzituOAY9898uMXgdeDvqAPEcmd48wOjLIxPhQQYV1BE7+8lFpRxGzc4vE0uvlIr1uGqb579wdv+Mo09xz963rSOV7elhDgwED/X2UA69gsy4E/VXN+fkFYhPgkSdOsyO/leIb7ud3fohPHbkZay3GxoiUUapnoZTCiofrGKy1HL5lF7W5BhcuzW6swJMPH5XFxgr1eguHXtCjTHWTcLX2XVeTZQateh5FSRsreaxspzm4WqE6exxHcfjQbqb2jnelKSgwtX8X7cQSxYpgzb3vaMFY1S3+R06exnv/WwXlnrz/dYLAw5iMxGSgNCW/1Kl/l3acq7lrtB/PczZWYGr/BHEGqVhMB1+Aob5cekcJjpJ14AA/PPE8YaLJTIYAIpYwComS/PVUDvpwHY+5xYjhwSp7JoalQOD73/uaLK80MXGMD6zm1GpEd1Z7CVW/7bcF8CtrruR2qsls/kBppxpjLdYK7TglMeB5PqMjg1TKQeF8Hvr2F2V4qILNDCYTSk6KVkJiFL6zBryZ54LvagLPIU4tmTFYAcdxKHkOYZxgrCLwHColjyjNWG6luI5GRLh8bYHX/naeCxdrqpsDM+/XOfv2DNW+gMk9Y2TlEgNeXADPlcgTTGsDGAIHkgxaCfQFLo7W9DslGq2EJDVUSh7GCI6TP+WbzYj5+jKtVlRUAODQByfE81ym9k1wYN8Ege+yoxSznWHwEIo1nhlLs53lYRChsdziwnvXePdijZmrdQXXVcFb71xVAGGYSGOpxYGpXdjhATwtZCYjTjIcrYnTjErJxeCSWkEyIU5DrFi0dhgfquB7TkdySyuMuHJtgXcv1fjnuZmC0xveBf+6WFOZsZIZQzplMNZiMour8zhrrZlfDBEgzSxKci2VApSivrCC6zqM7KhQqzdYXGoxc2Wec+9cXvc43fLzZWiwIoMDla6R7bTWtS2WtSmiOi1HkTcfBdZYmmHEwlJz2x/C/9Pxb/kV2012Ke5ZAAAAAElFTkSuQmCC) 33 2, auto;}
}
div.testarea{
animation:rwdcur44473 1.3333333333333s linear infinite forwards;
}
