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An 8-bit ring counter is a type of digital counter that consists of 8 flip-flops connected in a circular fashion. Initially, one flip-flop is set to '1' (high), and the rest are '0' (low). On each clock pulse, the '1' circulates through the flip-flops, shifting to the next flip-flop, while the previous one resets to '0'. The timing diagram would show a series of pulses where the '1' appears sequentially in each of the eight positions, creating a repetitive pattern over eight clock cycles.
Unfortunately, I can't create visual diagrams, but the timing diagram would illustrate the state of each flip-flop over time, with each flip-flop transitioning from '0' to '1' in turn.
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