Demo of a very small project to draw random JS filled circles.data:image/png;base64,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Demo of a very small project to draw random JS filled circles.

This command takes a series of numbers to specify the dash style, and future "pen down" ... "move" commands will thereafter use that style. To reset to a solid line, just pass in no inputs. Otherwise, the format is SOLID1 GAP1 SOLID2 GAP2 etc. If the number of input numbers is odd, it'll flip SOLID with GAP every other iteration.

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