![3,7-Dibromobicyclo[3.3.1]nonane-2,6-dione](data:image/png;base64,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)
| Product Number | 2218-9-04 |
| CAS | 56813-61-7 |
| MDL Number | MFCD00690729 |
| Molecular Formula | C9H10Br2O2 |
| Molecular Weight | 309.985 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory