![6-Chloro-8-fluoro-3-(trifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-7-BM |
| CAS | |
| MDL Number | MFCD31922790 |
| Molecular Formula | C7H2ClF4N3 |
| Molecular Weight | 239.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory