Metamath Proof Explorer


Theorem aprilfools2025

Description: An abuse of notation. (Contributed by Prof. Loof Lirpa, 1-Apr-2025) (New usage is discouraged.) (Proof modification is discouraged.)

Ref Expression
Assertion aprilfools2025 ⟨“April”⟩⟨“fools!”⟩V

Proof

Step Hyp Ref Expression
1 s4cli ⟨“⟨“⟨“Never”⟩⟨“gonna”⟩⟨“give”⟩⟨“you”⟩⟨“up”⟩”⟩⟨“⟨“Never”⟩⟨“gonna”⟩⟨“let”⟩⟨“you”⟩⟨“down”⟩”⟩⟨“⟨“Never”⟩⟨“gonna”⟩⟨“turn”⟩⟨“around”⟩⟨“and”⟩”⟩⟨“⟨“desert”⟩⟨“you!”⟩”⟩”⟩WordV
2 prex ⟨“April”⟩⟨“fools!”⟩V
3 1 2 iddii ⟨“April”⟩⟨“fools!”⟩V