@keyframes rwdcur175318 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGeElEQVRYheWXf2wT5xnHv+/57JwdL05ijPMLJxRiSlogFCTuDW1Ygf5Qu1GKUraiTbTTNrH+samtWm0tULFSdXTQaZPaaQw1VOq6KVoZFVPVKqRtaNkhJVqANVDyYyQsyXy2E2LHOf+6u2d/hHmc8QzdpPHHXun+uOe+93w/et57Hr8GD7We5yrfiZu0BLDsrQBe5Crfc3MAAOhTdwPA7psBwbjKaerYL2Ari8OzbicA/FjxKy8UEvMQbwZwZ4NA60TQYhNwCYCmgw2NmKwbwKdKlXL6PwK48O3VaOr4sCAED/GWeoEORInJLWLW3OyKC15bCg5mIkMCJg0JBxMV+meGINYJdGrUZE8rVcqfbgRAvPrm3Nb1aOrYC8+6nbu5ygHCy7WMfu1k5panvjTlmjbtOJ4sxUppwJIkYAdSM2uE9ooQEqYovzpT2VmrykfGiX1HqVJSRQm4ymnJoR4CKHc1dXQRVzltUWX18PSKZIacRATKkkgPqpxmDB8RIXeFsnW0WZXJJBsRgTLkpMPTK5JtqtzPQ7yymL9QKDi8rxW+VBDfciXmb/eckexIXimXjttsun4+bc35vjYPW6SkzmAAAOxIYrvnjPSYK7G4ltEnPMSlLwTQcuhnqHQO457SkWue3SvNir9KlJu9ySC6taXoTQbxQVoyuRQX87XrXBMOB8Ot1Yy6bhhgwbPjqPF3IyAA34suw0S2LvdsPLsAx5JuLUpM35+ofHtvovyV/YnKt6eJ6a/Ffdp4dkFO25cKYns0aG6WZlHKqJmHuFyQIP8beOjMT6gv2UhEoM7EbbRJbaGPE8uoL9lIm1Q5zUO8rWCeEG/bpMqxvmTQeG36DqMtLNNAeiERgfqSjfRoWFauW4H5j8Zh853AcmkEALCxtB8HKy/h9dkyPBGbhwiYAwzLCiVSqpTfR4it+lHcK/Rm7EK7dxiNjosAgOXSCDKEZh7igaIAFRsu4KESHQKyuZhfHEPA9CJ65HXEuvcCRSamUqUMxQiP+wQz4RYiV5lk8bCUNAF8pSjAoiWfYZnrokUQ0WswlJ6HoeebcW7r+utCADg8bNi0iF5jCTY5kq4Gge4uClBaOQqvLW0RjGbd0EbWgy7P3V8PQqlSYGM4Ppp1W+JeWwoiaHG+3tI6puccvj5VC6DWIjLs1mGWPzHzfzvCxNzfj3uBOLe8V8volnwASxc80v8CjWYClinXowXp3o/fskzK/ImZX4mtYfk3PVrQkmc0E6Bvhtf05ftbtmB2qh6TRolFUG9PwNXwIVjFNewFt4OHOAzCxnp7wqKdNCToYEP5OSxbMHzhdvylaSFWSoO5mE+cwOKSKJYe7ILnzldMCDMFp+cViJMg1CyyGS6fOGGFzTi1EZN9VBTgctcSvPuAiG/AnmvFhOlD1BZFoHUXYiQKAI4DeKcAgA5CGMAHvekaU9Xr4BfHAAAm7PhDyikA+GNRgPBvy2D8sBVnKwbRLA1iMHMLnpv2Y4PDgCwlsHu6ClGIy8FS9yj+fw02HuIA0Ea6r3vy2B5TLI9hS+t+7PF4sLG0H2dTDXAwnFb8yqWiAADQ3/0ADlS/i69mJHSkSrHTE0VzydyW/NIbx09j1fMHTFv2a2G5Y5LYmJdR3SzZ2sLxVfrfDz3j+tu+uQ6qe6YRu57Yhc7ZOnOCTadGTPZkgapZu6B6R4TkS9uym9S1s9vCsjFjVFi+ZCLQYHohbQvL1KMFqXt2KfVoQXo8LBtNHV3XdIn7y2mSRx4z7lf5yYLmuKoLqndEUf/cD3TmUP8agbkkQ/i8W6s18184qc3DfSUprHYOoNV1HqudA9jhviwsWvWOnq9teKozA1vi8xhhQ1EAR+1YzhxMW6v4lbFxYne1a+6x9lgzsnACAEyIOJoRcb8rYknSVDIFw31atDXP8Tpbslhx4s2Ue+XhIWYfv6vYsYxxlRMAgFwDV8yjue0JcZeX2SLlEF1Pl43DLeh4KVaHdt8n1yR6fnKNebRzn5C97EHlgwc0JqSOMPv4dc+EjKtrDZA0lG+eg1D5syDp5fmRDcKk7z3czkR8tyyE/FPxUa1M/1R3iFo6cIo5Rp9UqpRTxYz/uUTAvA9M+7PiV6b+jeYNwHjpYmShkO59Fb3ye2aIdQou0BQDRa3/C+jEqcDvzt6Ica4CNyKaq4LjRbCMA6ZrCIL2cwBvKH5F+yJm/9XiKi/nKr/jf2b4f7P+AXW9VjgBsbbVAAAAAElFTkSuQmCC) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur175318 1s linear infinite forwards;
}
