ˌɛni sˈɛt nˌɑːt kəntˈeɪnɪŋ pˈiː dʌznˌɑːt hæv ɐ lˈɪmɪt pˈɔɪnt ðˈʌs ɪf ˈɛks ɪf ˈɪnfɪnət ɪɾ ɪz nˌɑːt wˈiːkli kˈaʊntəbli kəmpˈækt.
Any set not containing p does not have a limit point thus if X if infinite it is not weakly countably compact.