![Methyl 3-{[(benzoylamino)carbothioyl]amino}thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H67-1-51 |
| CAS | 178675-17-7 |
| MDL Number | MFCD00955295 |
| Molecular Formula | C14H12N2O3S2 |
| Molecular Weight | 320.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 144-146 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory