![6-Bromo-3-(trifluoromethyl)[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-1C |
| Purity | 97 % |
| CAS | 1166819-53-9 |
| MDL Number | MFCD11111700 |
| Molecular Formula | C7H3BrF3N3 |
| Molecular Weight | 266.021 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory