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Proof step 30 from proof NEWPARTS-example (previous step)

Pdone = pe(0, 0, 0) ' + pe(3, 4, 0) ', Pnew = pe(1, 2, 0) ' + pe(5, 5, 0) ', F0 = (∅)[0, 0][1, 0][2, 0][3, 1][4, 1][5, 1][1, 2, 2][5, 5, 3], P0 = [], length_of_P = 2, Pdone + Pnew ≠ pe(0, 0, 0) ' + pe(3, 4, 0) ' + pe(1, 2, 0) ' + pe(5, 5, 0) ' ∨ F0 ≠ (∅)[0, 0][1, 2][2, 2][3, 1][4, 1][5, 3] ⊦

Heuristic simplifier applied rule simplifier

And obtained the following new goals

Proof step 29:
⊦ (∅)[0, 0][1, 0][2, 0][3, 1][4, 1][5, 1][1, 2, 2][5, 5, 3] = (∅)[0, 0][1, 2][2, 2][3, 1][4, 1][5, 3]

Rule argument

Additional information

[Concretesimprules((Csimpnamedseq(list,partition,a, ⊦ (P + P0) + P1 = P + P0 + P1)))]