ðə tɹˈɪvɪəl pɑːɹtˈɪʃənz jˈiːld ðə dɪskɹˈiːt təpˈɑːlədʒi ˈiːtʃ pˈɔɪnt ʌv ɪz ɐ sˈɛt ɪn sˌoʊ ɔːɹ ˌɪndɪskɹˈiːt təpˈɑːlədʒi ðɪ ɛntˈaɪɚ sˈɛt ɪz ɪn sˈoʊ.
The trivial partitions yield the discrete topology (each point of  is a set in  so ) or indiscrete topology (the entire set  is in  so ).