![N-[(2,6-Dichloro-4-pyridyl)methyl]-N,N-diethylamine hydrochloride](data:image/png;base64,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)
| Product Number | 3H32-5-9H |
| CAS | 849060-78-2 |
| MDL Number | MFCD00207319 |
| Molecular Formula | C10H15Cl3N2 |
| Molecular Weight | 269.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory