data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAFyklEQVR4Xu2aXUzVdRjHHwhQ6OR6UdrsRdo4msxbajJtswvKabbSTQUnkC5tFeMmzbgm024Y1dKmAU5QN61lOo2L3NLhjFuH2WELe3GLtBcjkfd2/uuw4xnQ//zfnj/n9zlXDJ7n+f5+n+czzv5nJ2t8fHxceEFAiUAWAiqRJ9YigICIoEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSgABVfETjoA4oEoAAVXxE46AOKBKAAFV8ROOgDigSmDGC/jBRx/Km6+/oQpRKzwT7j7jBUws//65D8lr27bL7oYGLR8Cyd1VXy8f798nf964GUie3yEZI2AyqPmPPybPlZdL84GDfvMLZH7N1i3yVUeHXP/xp0DyggzJSAGTAS4qKZFotFhOfXEySK6us1a/uEZisR652t3telaYB2S8gMnwny4rk+zsbLl44UIod7J02TIZGxuTS52doTyfH4cySsBkgCtXr5Le3mty5fJlP7janrl4yRIpKlogZ06dtt2TSYXGCpi8xM011fL1uXPyc++1QHb7aNECeXbFCjnU3BJIXphDEDBlO2/t3CkHPj0of/x2w9O9PTBvrmx9ZYu8v2ePp3Nn+jAEnGaDjU1Nsqv+HRn4u9/RnvPvi8juhnelrrbWUb8JTQhoc8vHPzshGyoqZOTO4LQdObNnydH2dln38lqbk80uQ0AH++/q6pKnypbKXzd/l9HRUXmwcJ5823lRSktLHUwzuwUBXex/cHDQErCgoMDFFLNbEdDh/uOf1y1/ZrnVff6b89bni7zSJ4CA6TOzOvZ9sl9q6+qsn5saG2X7q9scTjK7DQEd7D/+oBF/GMnKzbG6x4dHJPE7B+OMbkHANNf/0rq18vnxExKLxWRhyWKr+/vuKxKNRiXxtzRHGl2OgA7XH5kzR/4ZuG1135tfIP23bjmcZHYbAqax/1VrXpDTJ7+0OhJvv4n2+Ntw/JVck8ZoY0sR0Obqc/Nny/DAnYnqqQSMF6TW2owwsgwBbay9ubVFaqqqJyrb2tpkU3WV9fCR+G94uKVVKisrJ2pSe2zEGFmCgDbW3t/fL5FIZKIyJy9PRoaG7upM/V1qj40YI0sQ8H/WHv96v9OvwrvpNcVGBJxm009Ei+WHWI8rF7yY4eoAIW9GwJAvKNOPh4BTbDj+XUCvvsfn5axMExIBJ9noPbPyZHTw7ocMt4v3Y6bbM4WhHwFTtrC+YqMcaz/iy278nO3LgQMYioABQCZiagIImMSmfOXz0nHmrK++BJHh6wU8Ho6A/wHNK8iXodsDHuOdfFyQWYFcyEUIAorIkWNHZeP6DS4wpt+qkZn+Kf3vQEAR6evrk8LCQv9pJyVoZAZ6QZthxgv48CPz5ddfrtvE5W2ZZra3N3E+zWgBi59cJD3fXXVOz4POMJzBg2s4HmG0gI6p0egZAWMFfG/vXnl7xw7PQLoZFKazuLmHk14jBczOy5WxoWEnvHzrCeOZfLts0mDjBNxUtVkOtx4Kgm3aGWE+W9qXsdlgnIA2uVAWEAEEDAg0MZMTQEDMUCWAgKr4CUdAHFAlgICq+AlHQBxQJYCAqvgJR0AcUCWAgKr4CUdAHFAlgICq+AlHQBxQJYCAqvgJR0AcUCWAgKr4CUdAHFAlgICq+AlHQBxQJYCAqvgJR0AcUCWAgKr4CUdAHFAlgICq+AlHQBxQJYCAqvgJR0AcUCWAgKr4CUdAHFAlgICq+AlHQBxQJYCAqvgJR0AcUCXwLz2t77dTlKVnAAAAAElFTkSuQmCCdata:image/png;base64,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 B.
The second hand on a clock must make 60 small turns to make a full rotation.Project notes
Project name
User
Presentation mode
Language
Zoom blocks
Stage size
Stage scale
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Table support
Table lines
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance supportPresentation mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Table support
Table lines
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance supportProject notes
Project name
Language
Zoom blocks
Stage size
Stage scale