I am currently reading this paper, where the author classifies the pretzel links up to link homotopy using a quasi-trivial quandle $\mathbb{Z}_{k}[t^{\pm 1}]\diagup_{(t-1)^{2}}$, and I find it difficult to understand the proof of lemma 5.6. Can anyone provide some help for me to understand this proof?
Classification of pretzel links up to link homotopy using alexander quandle
Suki
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