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)
| Product Number | 2917-9-02 |
| CAS | 24477-78-9 |
| MDL Number | MFCD00204688 |
| Molecular Formula | C18H12Br2O3 |
| Molecular Weight | 436.099 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory