![6-Bromo-8-nitro[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 4H54-9-32 |
| CAS | 951884-20-1 |
| MDL Number | MFCD09801055 |
| Molecular Formula | C6H3BrN4O2 |
| Molecular Weight | 243.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory