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  1. \begin{logicproof}{1}
  2. p \imp q & \prem \\
  3. \neg p \vee p & $\LEM$ \\
  4. \begin{subproof}
  5. \neg p & \assum \\
  6. \neg p \lor q & $\ori{1} 3$
  7. \end{subproof}
  8. \begin{subproof}
  9. p & \assum \\
  10. q & $\imp$e 1,5 \\
  11. \neg p \lor q & $\ori{2} 6$
  12. \end{subproof}
  13. \neg p \lor q & $\ore 2,3-5,5-7$
  14. \end{logicproof}