![2-[(5E)-5-[(4-Fluorophenyl)methylidene]-4-oxo-2-sulfanylidene-1,3-thiazolidin-3-yl]propanoic acid](data:image/png;base64,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)
| Product Number | 8H67-3-E1 |
| CAS | 1980007-27-9 |
| MDL Number | MFCD02166548 |
| Molecular Formula | C13H10FNO3S2 |
| Molecular Weight | 311.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory