tˈeɪk ˈɛn vˈɜːɾɪsˌiːz, ænd bᵻtwˌiːn ˈiːtʃ pˈɛɹ ʌv vˈɜːɾɪsˌiːz, vˈiː ænd dˈʌbəljˌuː, tˈeɪk ɐ sˈɛt ʌv dʒˈiː pˈæɹəlˌɛl ˈɛdʒᵻz lˈeɪbəld baɪ ˈiːtʃ əv ðɪ ˈɛlɪmənts ʌvðə ɡɹˈuːp dʒˈiː.
Take n vertices, and between each pair of vertices, v and w, take a set of |G| parallel edges labelled by each of the elements of the group G.