![2-Amino-8-bromo-[1,2,4]triazolo[1,5-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-6P |
| Synonyms | 8-Bromo-[1,2,4]triazolo[1,5-a]pyridin-2-amine |
| CAS | 1124382-72-4 |
| MDL Number | MFCD16658939 |
| 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