![4-[(6-Chloro-4H-1,3-benzodioxin-8-yl)methyl]-4-methyl-1,4-oxazinan-4-ium iodide](data:image/png;base64,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)
| Product Number | 4H33-M-01 |
| CAS | 646497-50-9 |
| MDL Number | MFCD00107713 |
| Molecular Formula | C14H19ClINO3 |
| Molecular Weight | 411.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory