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AIR's one constraint is bound to one frame of trace.
Plonkish flattens the frame and makes one constraint is bound to one raw of trace, just like R1CS does.
e.g. Fibonacci Constraints
Each Plonkish constraint is bound to a single row. That makes thing simple!
Plonkish's Copy Constraints and Permutation
In order to enforce that $X_i = Y_{i-1} = Z_{i-2} \quad \text{ when } i \gt 2$ , Plonkish introduces Copy Constraints. Here is a simplified problem below.