![3-Bromo-7-(bromomethyl)-1,7-dimethylbicyclo[2.2.1]heptan-2-one](data:image/png;base64,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)
| Product Number | 2217-9-08 |
| CAS | 60045-89-8 |
| MDL Number | MFCD00065157 |
| Molecular Formula | C10H14Br2O |
| Molecular Weight | 310.029 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory