![Methyl 4,5-dimethoxy-2-[(2,3,3-trichloroallanoyl)amino]benzoate](data:image/png;base64,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)
| Product Number | 4958-5-02 |
| CAS | 648859-98-7 |
| MDL Number | MFCD01566317 |
| Molecular Formula | C13H12Cl3NO5 |
| Molecular Weight | 368.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory