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so far we talked about was like an introduction to finance state machines to explain what we mean by finance that machine and the design process of a finite state machine and we finished with a simple example we will do more examples today for a binary and modulo encounter which are basically finite state machines as well and this will help you as well to design any type of final state machines in in future so that is you know what we mean by a binary counter so it counts and modulo n counters is they count as well but not necessarily they follow a the normal counting sequence 0 1 2 3 and then it doesnamp;#39;t necessarily go to the if we say 2-bit it doesnamp;#39;t mean it will have all possible states which are 0 0 0 1 1 0 1 1 and counts so this was this is the difference between the normal binary counters and the modulo encounter so modulo and this means they have n and valid state so we can say for example we come from 0 to 2 3 notes from zero sorry from zero to two not from zero