![6-Bromo-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-P1 |
| Purity | 98 % |
| CAS | 108281-79-4 |
| MDL Number | MFCD08689506 |
| 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 |
Melting Point: 151-153 ℃
TSCA: Not listed on TSCA inventory