![5-Bromo[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-6J |
| Synonyms | 5-Bromo-[1,2,4]triazolo[4,3-a]pyridine |
| CAS | 1172085-67-4 |
| MDL Number | MFCD11043995 |
| 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