![3-Bromo-8-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-F-0C |
| CAS | 900019-65-0 |
| MDL Number | MFCD07021357 |
| Molecular Formula | C8H3BrClF3N2 |
| Molecular Weight | 299.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory