Current library: Alpha v34, 4,223 checked-use theorems; Stable remains 432. Historical first admissions, original proof editions, and non-admitted aliases are preserved. Exact original first-admission records.
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PrimitiveFermatFourCounterexample(x, y, z)Exact expansion
(((~((x) = 0) /\ (~((y) = 0) /\ (~((z) = 0) /\ ((x) * (x) * (x) * (x) + (y) * (y) * (y) * (y) = (z) * (z)))))) /\ (forall pff_divisor_firstwave. (exists pff_left_firstwave. (x) = pff_divisor_firstwave * pff_left_firstwave) -> (exists pff_right_firstwave. (y) = pff_divisor_firstwave * pff_right_firstwave) -> pff_divisor_firstwave = 1))This node is conservative notation, not a theorem, axiom, predicate constant, or kernel rule. Its expansion remains in the unchanged first-order language.
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Grand-campaign planning vocabulary
Locate PrimitiveFermatFourCounterexample in the global campaign vocabulary →
Reviewed PrimitiveFermatFourCounterexample corresponds to blueprint PrimitiveFermatFourCounterexample with checked argument positions [0, 1, 2].
The global atlas describes planning vocabulary and does not itself certify a definition or theorem. The reviewed expansion and conservative dependency DAG on this page are the actual family-local reading definitions.