![8-Hydroxy-1,1,7,7-tetramethyl-2,3,6,7-tetrahydro-1H,5H-pyrido[3,2,1-ij]quinoline-9-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H15-1-0U |
| CAS | 115662-09-4 |
| MDL Number | MFCD00142785 |
| Molecular Formula | C17H23NO2 |
| Molecular Weight | 273.376 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-0U
CAS: 115662-09-4
Molecule Weight: 273.376
Formula: C17H23NO2
![2,3,6,7-Tetrahydro-8-hydroxy-1H,5H-benzo[ij]quinolizine-9-carbaldehyde](data:image/png;base64,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)
PN: 4H56-1-0KX
CAS: 105847-59-4
Molecule Weight: 217.268
Formula: C13H15NO2
![2,3,6,7-Tetrahydro-1H,5H-pyrido[3,2,1-ij]quinolin-8-ol](data:image/png;base64,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)
PN: 4H01-1-3Y
CAS: 41175-50-2
Molecule Weight: 189.258
Formula: C12H15NO
Melting Point: 74-77 ℃
TSCA: Not listed on TSCA inventory