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detect.halowerk.com/v1/F-TD2000-GEO-INDUSTRY-B025/finite-coxeter-bruhat-hecke-kazhdan-lusztig-canoni working
https://detect.halowerk.com/v1/F-TD2000-GEO-INDUSTRY-B025/finite-coxeter-bruhat-hecke-kazhdan-lusztig-canonical-basis-law
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0x2880EdfFF13100677Bf97A3CBdF3Bc34771C4E5E- Last check
- 17 min ago · 20 ms · HTTP 402
- Detail
- 402 with valid terms
Reliability
- Uptime 24 h
- 100.0%
- Uptime 7 days
- 100.0% (11 checks)
- Uptime 30 days
- 100.0% (signed daily)
- Paid calls 30 d
- 1 from 1 payers (x402 Bazaar)
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- x402-bazaar
- First seen
- 2026-11-05 22:12 UTC
Description (from the catalogue, unverified)
Reconstruct Kazhdan-Lusztig Hecke canonical-basis polynomial law over finite symmetric Coxeter groups from an anonymous supplied artifact and compare an explicit claim.
Signed history
| When | Statement | Log index |
|---|---|---|
| 2026-11-06 00:13 UTC | 5fcc7e06…1f31e6 daily summary | 51701 |
Verify any statement offline: how.
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