![4-[(5Z)-5-[(4-Fluorophenyl)methylidene]-4-oxo-2-sulfanylidene-1,3-thiazolidin-3-yl]butanoic acid](data:image/png;base64,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)
| Product Number | 8H29-3-Z1 |
| CAS | 306324-33-4 |
| MDL Number | MFCD01911188 |
| Molecular Formula | C14H12FNO3S2 |
| Molecular Weight | 325.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory