![3,3-Dibromo-7-(bromomethyl)-1,7-dimethylbicyclo[2.2.1]heptan-2-one](data:image/png;base64,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)
| Product Number | 2217-9-05 |
| CAS | 649572-84-9 |
| MDL Number | MFCD00702845 |
| Molecular Formula | C10H13Br3O |
| Molecular Weight | 388.925 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory