![5H,6H,7H-Benzo[6,7]cyclohepta[b]quinolizinium perchlorate](data:image/png;base64,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)
| Product Number | 4H33-5-33 |
| CAS | 279691-54-2 |
| MDL Number | MFCD00179535 |
| Molecular Formula | C18H16ClNO4 |
| Molecular Weight | 345.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory