![2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}acetohydrazide](data:image/png;base64,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)
| Product Number | 8H66-7-07 |
| Purity | 97 % |
| CAS | 338422-76-7 |
| MDL Number | MFCD00664272 |
| Molecular Formula | C8H7ClF3N3OS |
| Molecular Weight | 285.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 150 ℃
TSCA: Not listed on TSCA inventory