![5-(Bromomethyl)-1-methyl-3-(trifluoromethyl)-1H-thieno[2,3-c]pyrazole](data:image/png;base64,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)
| Product Number | 7H70-B-05 |
| CAS | 338982-24-4 |
| MDL Number | MFCD01935938 |
| Molecular Formula | C8H6BrF3N2S |
| Molecular Weight | 299.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 96-100 ℃
TSCA: Not listed on TSCA inventory