![2-[(5-Chloro-1,3-benzothiazol-2-yl)(methyl)amino]ethyl N-(4-chlorophenyl)carbamate](data:image/png;base64,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)
| Product Number | 8H58-5-44 |
| CAS | 680218-01-3 |
| MDL Number | MFCD02180949 |
| Molecular Formula | C17H15Cl2N3O2S |
| Molecular Weight | 396.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory