![8-Chloro-6-(trifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-7-AQ |
| CAS | 478066-06-7 |
| MDL Number | MFCD01315052 |
| Molecular Formula | C7H3ClF3N3 |
| Molecular Weight | 221.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 191 ℃
TSCA: Not listed on TSCA inventory