The Enigma - 2

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Chef came up with another Enigma encryption machine and has challenged Alan to break it. There are $M$ messages to be decrypted. The Enigma is so difficult that each of these messages require a certain number of **connected** Turing Machines to break it. And after each message is broken, these machines break as well. Each message $i$ ( 1 <= $i$ <= $M$ ) requires a minimum of $X[i]$ machines

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L1 Observation

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L4 Pseudo-code

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solution.cppC++17

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