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)
| Product Number | 5H66-B-0A |
| CAS | 1427437-51-1 |
| MDL Number | MFCD23705326 |
| Molecular Formula | C8H4BrFS |
| Molecular Weight | 231.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory