@keyframes rwdcur242489 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC90lEQVRYhe2VS2gTURSGv0laG/sSaUQRKmpbuytCERShVVG66M5sjIpUKLjQrAUVxN2ILo0u7UK0UES3WpQ+doKbbhy1SDQq6SOdqZlnczPXRZo0rbbUGClC/93cuXO+n3Pu/Qc2WApAL1G5jz200E4DjTQRRmlTSHz8NGliJm4QO/VPDVzhqrwrVQIGCANEEl51jaK0KQDIaglAWkvz3U+OBQm614n1VMJAFUAL7QQMkOSAIACdA90IK7/Jy8K3SQMlO0GYcJesljxjRKa1NP1+RPlrAw00IgyAIFndw7YFdc1BrGQIy8hvDDXUQE8HjuXgCRchBFUHtjP0blhOvZ/mCufKMhIAaCKMSOZbb08LAGwdlHoXamxs0wdYBncdB8eymd5Vg+zezQMGZdkdUNoUXnWN0jnQTWiHgucEkBJs2wevFvBxMx5AEV71PEUDcJ4eF7gIDJZtIPHx0+Tetv2twgKXWpR6F9v22WLWops+jpWHe8JFn00RGJ6hj0ihRtlwWByBiZkoLFgGuLoPRi26vgQ35nX0uTRiIcelJXj0b+BFAzeInZLVEi+bX/wxFcLKLMFTX1OYmQwAW8fnKgaHxREU9G3SyJ92KM7cmNcxMxns9A98coQqCIfFDkA+ZMwXE7gZDz1l4FhOse3Z7AI+OeT4Ajkf4jx+Ugk4lHTgu58cCxPuKr1q+mwKsZBj6/gcISAHCDwuc7ZS/KUOBAm6slouu+eB4Rlio8fp9yP0+5GowGPnhSgsRvhqivN53ZlQNFDI9tJ7vvK010d7ORqD+3xZFRDns2ynjpuMrMtEoPQhraWLCVei4oE7crAxcu/QS07ebo7wGxXg2waa6GA3l3n05+k41D4s491jEnCAMyvfa6p8u9b3NxmRT/kg1wsPrFyYej+NTw5WT7jEWgVvcUx5zRvinC//L7nWj0VT5UNNlXfKLl4Jaaq8Vqlav4xgnTI0VfZVykRZ0lR5WlPliY02cVhTZcdGm2jdUAOb2tSm/nv9BD4yjt3dN+QMAAAAAElFTkSuQmCC) 2 2, auto;}
}
div.testarea{
animation:rwdcur242489 0.66666666666667s linear infinite forwards;
}
