![3-(Bromodifluoromethyl)-6-chloro-8-fluoro-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-F-0Z |
| CAS | |
| MDL Number | MFCD31922781 |
| Molecular Formula | C7H2BrClF3N3 |
| Molecular Weight | 300.46 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory