"Meertenstal"@sv . . . . . . . . "Inom matematisk logik \u00E4r ett Meertenstal ett heltal som \u00E4r sitt eget . G\u00F6delkodning av ett decimaltal med n siffror \u00E4r produkten av de f\u00F6rsta n primtal upp till v\u00E4rdet av deras motsvarande siffror i talf\u00F6ljden. Det enda k\u00E4nda Meertenstalet \u00E4r = 28315371112130170190. Det var \"givet\" till av som present under firandet av hans 25-\u00E5rsdag p\u00E5 , Amsterdam."@sv . . "In number theory and mathematical logic, a Meertens number in a given number base is a natural number that is its own G\u00F6del number. It was named after Lambert Meertens by Richard S. Bird as a present during the celebration of his 25 years at the CWI, Amsterdam."@en . . . "27666612"^^ . . . . . "Inom matematisk logik \u00E4r ett Meertenstal ett heltal som \u00E4r sitt eget . G\u00F6delkodning av ett decimaltal med n siffror \u00E4r produkten av de f\u00F6rsta n primtal upp till v\u00E4rdet av deras motsvarande siffror i talf\u00F6ljden. Det enda k\u00E4nda Meertenstalet \u00E4r = 28315371112130170190. Det var \"givet\" till av som present under firandet av hans 25-\u00E5rsdag p\u00E5 , Amsterdam."@sv . . . . . . . . . . . . . "1122574938"^^ . . "Smallest Meertens number in base n, or -1 if none exists."@en . . . . "A246532"@en . . "In number theory and mathematical logic, a Meertens number in a given number base is a natural number that is its own G\u00F6del number. It was named after Lambert Meertens by Richard S. Bird as a present during the celebration of his 25 years at the CWI, Amsterdam."@en . . . . . . . . . . . . . . "Meertens number"@en . . . . . . . . . "4507"^^ . . . . .