![1-Methyl-2-[(1-methyl-1,2,4a,8a-tetrahydroquinolin-2-yliden)methyl]quinolinium chloride](data:image/png;base64,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)
| Product Number | 3H32-5-7L |
| CAS | |
| MDL Number | MFCD00204400 |
| Molecular Formula | C21H21ClN2 |
| Molecular Weight | 336.86 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory