![Ethyl 2-[(2,2-dichloroacetyl)amino]-4-methylthiophene-3-carboxylate](data:image/png;base64,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)
| Product Number | 8H58-5-14 |
| CAS | 648859-01-2 |
| MDL Number | MFCD00122071 |
| Molecular Formula | C10H11Cl2NO3S |
| Molecular Weight | 296.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory