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)
| Product Number | 6H01-B-0A |
| Synonyms | (3-Bromo-7-fluoro-1-benzothiophen-2-yl)methanol |
| CAS | 1569087-59-7 |
| MDL Number | MFCD29430045 |
| Molecular Formula | C9H6BrFOS |
| Molecular Weight | 261.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory