![8-Bromo-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-86 |
| Synonyms | 8-Bromo[1,2,4]triazolo[4,3-a]pyridine |
| CAS | 1126824-74-5 |
| MDL Number | MFCD00498951 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory