![Decahydro-1H,5H-pyrido[3,2,1-ij]quinoline picrate](data:image/png;base64,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)
| Product Number | 4H55-1-50 |
| CAS | 1195225-68-3 |
| MDL Number | MFCD01571012 |
| Molecular Formula | C18H24N4O7 |
| Molecular Weight | 408.411 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory