![2,7-Dibromo-5-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
| Product Number | 2H17-B-15 |
| CAS | 1935535-23-1 |
| MDL Number | MFCD28348491 |
| Molecular Formula | C8H3Br2FO2 |
| Molecular Weight | 309.916 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory