![2-Amino-6-bromo-[1,2,4]triazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-6Q |
| Synonyms | 6-Bromo-[1,2,4]triazolo[1,5-a]pyridin-2-amine |
| Purity | 97.0 % |
| CAS | 947248-68-2 |
| MDL Number | MFCD11656619 |
| Molecular Formula | C6H5BrN4 |
| Molecular Weight | 213.038 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory