![5-[4-(Trifluoromethyl)phenylthio]-1,2,3-thiadiazole-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H66-3-03 |
| Purity | 97 % |
| CAS | 338982-07-3 |
| MDL Number | MFCD01936015 |
| Molecular Formula | C10H5F3N2O2S2 |
| Molecular Weight | 306.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 162-166 ℃
TSCA: Not listed on TSCA inventory