Prove the theorem.
1. (x)(y)Fxy
2. (y)Fmy
3. Fmr
4. (∃y)Fmy
5. (∃x)(∃y)Fxy
6. (x)(y)Fxy ⊃ (∃x)(∃y)Fxy
/(x)(y)Fxy ⊃ (∃x)(∃y)Fxy
ACP
1 UI
2 UI
3 EG
4 EG
1-5 CP
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