![4-({[(2,6-Dichloro-4-pyridyl)methyl]imino}methyl)phenyl N-isopropylcarbamate](data:image/png;base64,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)
| Product Number | 4H51-5-56 |
| CAS | 287917-85-5 |
| MDL Number | MFCD00179735 |
| Molecular Formula | C17H17Cl2N3O2 |
| Molecular Weight | 366.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory