![2-[(2-Fluoro-6-nitrophenyl)sulfanyl]acetic acid](data:image/png;base64,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)
| Product Number | 8666-3-0B |
| CAS | 1247021-61-9 |
| MDL Number | MFCD22573544 |
| Molecular Formula | C8H6FNO4S |
| Molecular Weight | 231.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory