"We are all primary numbers divisible only by ourselves"
About this Quote
The trick is that primes are also lonely. Their purity comes with isolation, a quiet refusal of fusion. In a century when Guitton lived through war, occupation, and the mass politics of fascism and communism, the metaphor reads like a defense against the era’s hunger to composite the individual into a collective product. You can be counted, mobilized, statistically managed; you still remain, at some level, inassimilable.
“Divisible only by ourselves” carries a sly double edge. It champions autonomy, but it also suggests self-sabotage: the only thing that can truly “divide” you is you. No outside power can fracture your inner unity unless you collaborate. That’s a distinctly philosophical, even Christian-personalist move (Guitton was a Catholic thinker): dignity is not granted by the state or the crowd, and the deepest moral drama happens inside the self.
It works because it compresses an argument about freedom, conscience, and solitude into a schoolbook fact. Cold arithmetic becomes a warm warning: resist being factored by others, and watch how easily you factor yourself.
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Citation Formats
APA Style (7th ed.)
Guitton, Jean. (2026, January 18). We are all primary numbers divisible only by ourselves. FixQuotes. https://fixquotes.com/quotes/we-are-all-primary-numbers-divisible-only-by-2738/
Chicago Style
Guitton, Jean. "We are all primary numbers divisible only by ourselves." FixQuotes. January 18, 2026. https://fixquotes.com/quotes/we-are-all-primary-numbers-divisible-only-by-2738/.
MLA Style (9th ed.)
"We are all primary numbers divisible only by ourselves." FixQuotes, 18 Jan. 2026, https://fixquotes.com/quotes/we-are-all-primary-numbers-divisible-only-by-2738/. Accessed 13 Feb. 2026.











