bˌʌt ɪf ɐ ænd bˈiː ɑːɹ ɪn ˈɛks sˈʌtʃ ðæt pˈiː, ˈeɪ, ænd bˈiː ɑːɹ θɹˈiː dɪstˈɪŋkt pˈɔɪnts, ðˈɛn ɐ ænd bˈiː ɑːɹ dɪsdʒˈɔɪnt klˈoʊzd sˈɛts ænd ðˈʌs ˈɛks ɪz nˌɑːt ˌʊltɹɐkˈɑːnɛktᵻd.
But if a and b are in X such that p, a, and b are three distinct points, then {a} and {b} are disjoint closed sets and thus X is not ultraconnected.