@keyframes rwdcur216257 {
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28.571428571429%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAC3FBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9PT2IiIh7e3u/v7/p6ent7e1ubm5AQED5+fl3d3fNzc1JSUmNjY22traFhYXJyckMDAzg4OD9/f1xcXGlpaUqKiqXl5eioqLj4+Pf3981NTXx8fHn5+fOzs6goKDh4eGrq6unp6eTk5OxsbG9vb3Dw8Pz8/OQkJDHx8dwcHDFxcXW1tb8/PxjY2P7+/uqqqrm5ubPz8/19fVdXV12dnYmJibU1NT09PR0dHQAAADk5ORYWFiDg4Pv7++6urq4uLj6+vrb29tqampNTU34+Pja2tqBgYEuLi6hoaHd3d3u7u68vLxiYmJCQkLKysro6Oj+/v7////y8vLX19ewsLBtbW0hISFsbGyRkZGoqKi1tbW+vr7CwsLAwMC5ubmurq6bm5t+fn5FRUUAAABr49dsAAAAkHRSTlMAAA4WGgwMQnalyef9/eXHoXI+CCZ4xfu/HmLBWAQIdOnjaARW5dtItQ486d8uWPVGXkr3OCTzAsmzZk7XYEjBqRAwcItwkXiHblIkBuevl0oy071Gp4/dzSjvHDbxKNsiGMW1EAJ6+WwmHGCxIvs0iRr59xLPOvXd36NACvEgi+2N7a9MrT7hXJGp4bEwo6eo7LD0AAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC+ElEQVRYhe3W+VsMcQDH8Uk5ancjpVzRId1FkZvkChWRQhKSCLlCruS+7yO3nEWOXDkrJWqEogtFTZIjqXz+AbMyO7vbHjM9j+fxQ+8f99nXZ5/dmf3uEkRjjf3zNJpoamk2bRBt1ryFto5ACHEi3Zat9Frr89AGbQxFwK/amuqfVT8qv3/7+qUCMGqr146T1m+vA3wu/1RGSVVa8rHmA9Cho7E63qmzCYqL3lMKKn33thCmZuYqfRcLFOQr0nXlVeaiq6VyrmmFN6+Vc3E52YXQtlbibWwrXpWq9nQvX8DOXqF3MMp6rpaLy4ZjNwW+O5mZwclT1LOnRk71vJMwPY+jp6j8Cucecr6ny5M0zp6iUiHQlPG9elc85uEpKgV9ZAb6IpuXp5KT0E/K6wuyHvEboB6ivwY7MAAPeHqKuo+B7MCgQu5XgOkeXCV+sPAub08lwkXy1bREleTxO5l0t7ksJMGNGRgC9ht4S3wGpXAZuAkHZmAo2JuA+8ANDGMGhqOkAQMJGMEMuON6AwauYSQzYIarkofLrtDFcxkowChmwAYJXIRspZcxmhnwcC7mP3AJnuyd6IU43gOxGMMOjMVFvj7jArzZAY1x4HYcsp3HeOnzwAfnzvLyZ2JIb+kBYgK3a8+UlgVfGU9Y+/E5EpJrMdFDdoCYNDnmNGd/Chb+hHxTAnCSm09Mh2BqPU8Q9ro4weVoz89F4DQFniCmz8DxY+p4WiwQNFOhJ4jgWSE4qvLn+UhRNBxnayjxdHOCgMNK+aHyaMA1VDkXN1cIxfrggf0AOc9bNSfmh7kskJM58XGp1fv20ueM7kLFH55UixYvCZd/6T9/9UAudV+m4r3/LXx5iJYMjggII0nSaMXKVavVYrpma8IMWBy5NoLWUVYO8jet0jyiRMz791/nF0YK12/YqPpPnWzmAqGPGIf62tHYZNPmYB6YzniLaCsRuc2Uxrbb+dE6Hygy3EHjkJ27GqDpvEhS6LnbTf0TleW+R9091tj/22/7pUQPq4rOTAAAAABJRU5ErkJggg==) 8 57, auto;}
50%,71.328571428571% {cursor:url(data:image/png;base64,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) 8 57, auto;}
71.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 8 57, auto;}
}
div.testarea{
animation:rwdcur216257 2.3333333333333s linear infinite forwards;
}