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)
| Product Number | 2H17-9-26 |
| Synonyms | 6-Bromo-2,3-dihydrobenzo[b]furan-3-one |
| CAS | 201809-69-0 |
| MDL Number | MFCD08437617 |
| Molecular Formula | C8H5BrO2 |
| Molecular Weight | 213.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory