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)
| Product Number | 6H17-9-06 |
| Synonyms | 1-(5-Bromo-1-benzothien-3-yl)ethan-1-one |
| CAS | 1423-63-8 |
| MDL Number | MFCD06411546 |
| Molecular Formula | C10H7BrOS |
| Molecular Weight | 255.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory