← Session 35 — ii′-6-R: Lagarias 6.1 right-tail re-proof (E-032/D-073)
Now the `Bn_FAlt_100000_le` patch.
tool: Read ok
input
{
"file_path": "D:\\Python\\Quantum\\research\\lean\\NguyenRH1\\NguyenRH1\\LiBasePoints.lean",
"offset": 481,
"limit": 14
}
result 2026-08-26 12:30:38Z → 2026-08-26 12:30:38Z
{
"type": "text",
"file": {
"filePath": "D:\\Python\\Quantum\\research\\lean\\NguyenRH1\\NguyenRH1\\LiBasePoints.lean",
"content": " have hsq : (5.3248 : \u211d) ^ 2 \u2264 C0hat (Real.sqrt 80000 + 1) ^ 2 :=\n pow_le_pow_left\u2080 (by norm_num) hC0lo 2\n linarith [hsq, hlogT2ge]\n -- e\u2074 \u2265 54.5978\n have he4 : (54.5978 : \u211d) \u2264 Real.exp 4 := by\n rw [exp_four]\n exact le_trans (by norm_num) (exp_one_pow_ge 4)\n -- assemble\n simp only [Bn]\n -- Z\u2082 T \u2265 6.06 (0.6\u00b75.6 + 0 + 2.7; log log \u2265 0; the corrected count, D-071)\n have hZ2lo : (6.06 : \u211d) \u2264 Z2hat (Real.sqrt 80000 + 1) := by\n unfold Z2hat\n linarith [hlogT2ge, hloglogT2nn]\n have hbrlo : (110.84 : \u211d) \u2264 (2 / 3 : \u211d) * Z2hat (Real.sqrt 80000 + 1) +",
"numLines": 14,
"startLine": 481,
"totalLines": 701
}
}
raw content_json (database row)
[{"type":"text","text":"Now the `Bn_FAlt_100000_le` patch."},{"type":"tool_use","id":"Read_632","name":"Read","input":{"file_path":"D:\\Python\\Quantum\\research\\lean\\NguyenRH1\\NguyenRH1\\LiBasePoints.lean","offset":481,"limit":14},"extra_content":null}]