![2-Fluoro-[1,1-biphenyl]-4-magnesiumbromide 0.5M solution in THF](data:image/png;base64,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)
| Product Number | 9612-B-07 |
| CAS | 76699-46-2 |
| MDL Number | MFCD07698745 |
| Molecular Formula | C12H8BrFMg |
| Molecular Weight | 275.403 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory