![1-(8-Chloro-6-(trifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridin-3-yl)ethanol](data:image/png;base64,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)
| Product Number | 4H02-7-06 |
| CAS | 1823182-85-9 |
| MDL Number | MFCD30726053 |
| Molecular Formula | C9H7ClF3N3O |
| Molecular Weight | 265.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory