![1-Methyl-3-(trifluoromethyl)-1H-thieno[2,3-c]pyrazole-5-carbohydrazide](data:image/png;base64,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)
| Product Number | 8H39-3-10 |
| CAS | 886360-63-0 |
| MDL Number | MFCD04973722 |
| Molecular Formula | C8H7F3N4OS |
| Molecular Weight | 264.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 218-220 ℃
TSCA: Not listed on TSCA inventory