![6-Bromo-7-fluoro-[1,2,4]triazolo[1,5-a]pyridin-2-ylamine](data:image/png;base64,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)
| Product Number | 3H30-B-17 |
| CAS | 2387072-28-6 |
| MDL Number | MFCD31672730 |
| Molecular Formula | C6H4BrFN4 |
| Molecular Weight | 231.028 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory