![8-Chloro-6-(trifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridin-3-amine hydrobromide](data:image/png;base64,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)
| Product Number | 3H30-F-00 |
| CAS | 2379918-43-9 |
| MDL Number | MFCD12546141 |
| Molecular Formula | C7H5BrClF3N4 |
| Molecular Weight | 317.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory