| Product Number | 8H64-1-73 |
| Synonyms | 2-Methyl-1-(piperidin-4-yl)-3,4-dihydro-1H-isoquinoline; sulfuric acid |
| CAS | 1170812-84-6 |
| MDL Number | MFCD02323213 |
| Molecular Formula | C15H24N2O4S |
| Molecular Weight | 328.43 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H64-1-73
CAS: 1170812-84-6
Molecule Weight: 328.43
Formula: C15H24N2O4S
![1H,2H,3H,5H,6H,10bH-Pyrrolo[2,1-a]isoquinoline](data:image/png;base64,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)
PN: 3H32-1-7Z
CAS: 3327-29-5
Molecule Weight: 173.259
Formula: C12H15N
![1-[(Piperidin-4-yl)methyl]-1,2,3,4-tetrahydroisoquinoline](data:image/png;base64,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)
PN: 3H31-1-Y6
CAS: 886503-85-1
Molecule Weight: 230.355
Formula: C15H22N2
TSCA: Not listed on TSCA inventory