| Product Number | 3H32-5-R8 |
| Synonyms | (8R)-5,6,7,8-Tetrahydroquinolin-8-amine;dihydrochloride |
| CAS | 369655-84-5 |
| MDL Number | MFCD22573642 |
| Molecular Formula | C9H14Cl2N2 |
| Molecular Weight | 221.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-PP
CAS: 298181-83-6
Molecule Weight: 148.209
Formula: C9H12N2
PN: 3H30-5-S8
CAS: 865303-57-7
Molecule Weight: 221.13
Formula: C9H14Cl2N2
PN: 3H32-5-R8
CAS: 369655-84-5
Molecule Weight: 221.13
Formula: C9H14Cl2N2
PN: 3H33-5-R1
CAS: 1431726-92-9
Molecule Weight: 184.67
Formula: C9H13ClN2
![6,7,8,9-Tetrahydro-5H-cyclohepta[b]pyridin-9-amine](data:image/png;base64,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)
PN: 3H30-1-FQ
CAS: 298181-76-7
Molecule Weight: 162.236
Formula: C10H14N2
![6,7-Dihydro-5H-cyclopenta[b]pyridin-7-amine](data:image/png;base64,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)
PN: 3H30-1-VW
CAS: 185122-75-2
Molecule Weight: 134.182
Formula: C8H10N2
![6,7-Dihydro-5H-cyclopenta[b]pyridin-7-amine hydrochloride](data:image/png;base64,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)
PN: 3H30-5-1N
CAS: 1187930-42-2
Molecule Weight: 170.64
Formula: C8H11ClN2
TSCA: Not listed on TSCA inventory
