![8-Chloro-6-(trifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridine-3-thiol](data:image/png;base64,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)
| Product Number | 7H61-7-00 |
| CAS | 571917-27-6 |
| MDL Number | MFCD04610459 |
| Molecular Formula | C7H3ClF3N3S |
| Molecular Weight | 253.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory