[{"type":"thinking","thinking":"Build GREEN (8762 jobs, LiTrivialZeros root-imported). And Zeta23 HAS the full Weierstrass digamma series: `Zeta23.digamma_series` (in namespace Zeta23, subnamespace DigammaSeries? the end shows `end DigammaSeries / end Zeta23` — so it's `Zeta23.DigammaSeries.digamma_series`): ψ(z) = −γ − 1/z + Σ'_n (1/(n+1) − 1/(z+n+1)) for z ∈ Complex.integerComplement. That's exactly what the near-axis bound needs.\n\nNow run the axiom audit for LiTrivialZeros.","signature":""},{"type":"text","text":"Build GREEN (8762 jobs). Running the axiom audit."},{"type":"tool_use","id":"Bash_200","name":"Bash","input":{"command":"export PATH=\"$HOME/.elan/bin:$PATH\" && lake -d /d/Python/Quantum/research/lean/NguyenRH1 env lean /d/Python/Quantum/research/lean/NguyenRH1/Scratch.lean > /d/Python/Quantum/research/lean/NguyenRH1/audit-session026-axioms.txt 2>&1; grep -c \"propext\" /d/Python/Quantum/research/lean/NguyenRH1/audit-session026-axioms.txt; grep -c \"sorryAx\" /d/Python/Quantum/research/lean/NguyenRH1/audit-session026-axioms.txt; cat /d/Python/Quantum/research/lean/NguyenRH1/audit-session026-axioms.txt","description":"Run LiTrivialZeros axiom audit","timeout":300000},"extra_content":null}]