![2-[1-Methyl-3-(trifluoromethyl)pyrazol-5-yl]thiophene-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H21-3-X0 |
| Purity | 97 % |
| CAS | 175202-29-6 |
| MDL Number | MFCD00085143 |
| Molecular Formula | C10H7F3N2O2S |
| Molecular Weight | 276.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 213-218 ℃
TSCA: Not listed on TSCA inventory