![3-[(Trifluoromethyl)sulfanyl]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H66-3-36 |
| Synonyms | 3-(Trifluoromethyl)sulfanylpyridine-2-carboxylic acid |
| CAS | 1204234-50-3 |
| MDL Number | MFCD23382197 |
| Molecular Formula | C7H4F3NO2S |
| Molecular Weight | 223.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory