![2,3,4,5,6,7-Hexachlorobenzo[b]thiophene](data:image/png;base64,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)
| Product Number | 5H66-4-01 |
| CAS | 54087-24-0 |
| MDL Number | MFCD01312168 |
| Molecular Formula | C8Cl6S |
| Molecular Weight | 340.85 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory