This quote reflects on the intriguing nature of symmetry and asymmetry in mathematics and language. It presents a paradox where symmetry can also be seen as asymmetrical, emphasizing the complexity and unexpected relationships within these concepts. The phrase "How odd it is" captures a sense of wonder about these seemingly contradictory ideas.

Additionally, the stanza's ability to retain its meaning when read backward showcases a unique form of symmetry, suggesting that mathematical principles can often be applied to linguistic structures. This connection illustrates the beauty found in both mathematics and language, inviting readers to explore the deeper meanings behind the patterns we observe.