Certificate for #2327 ⟨a, b | ababaab=bba

Completion settings:

[1] ababaab=bba

Axiom: ababaab=bba.

Referenced by [3].

[2] ba=c

Axiom: ba=c.

Defines rule #1.

Referenced by [3], [4].

[3] ababaab=bc

Simplify [1] ababaab=bba.

Reduce RHS:

[2]b(ba)
bc

Referenced by [4].

[4] bc=accab

Overlap of [3] ababaab=bc with [2] ba=c:

a babaab ba

Critical pair: acbaab=bc.

Reduce LHS:

[2]ac(ba)ab
accab

Flip LHS and RHS.

Defines rule #2.