Post #2133110

**Verse 2** Take $S_3$, impossible to ignore A permutation group to explore We twist the Sylow-3 A brand new algebra to see... **Pre-Chorus 2** I know the axioms like before But standard bases are an absolute bore Because the twist came through $\alpha(g, h)$ is pulling us through... **Chorus** And then I evaluate and see Preserving associativity! $\alpha(g, h)\alpha(gh, k)$ It balances out perfectly! **Outro** Ah-ah, oh-oh A bank-shot off causality Ah-ah, oh-oh Just twisted group topology Ah-ah, oh-oh...