![8-Bromo-4-chloro-7-(trifluoromethyl)imidazo[1,2-a]quinoxaline](data:image/png;base64,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)
| Product Number | 3H32-F-43 |
| Purity | 97 % |
| CAS | 1060674-45-4 |
| MDL Number | MFCD22666271 |
| Molecular Formula | C11H4BrClF3N3 |
| Molecular Weight | 350.52 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory