| Product Number | 3H32-1-KR |
| Purity | 95 % |
| CAS | 2617-98-3 |
| MDL Number | MFCD00191581 |
| Molecular Formula | C10H13N |
| Molecular Weight | 147.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-GW
CAS: 1351972-02-5
Molecule Weight: 162.236
Formula: C10H14N2
![6,7,8,9-Tetrahydro-5H-cyclohepta[b]pyridine-2-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-12
CAS: 150459-79-3
Molecule Weight: 172.231
Formula: C11H12N2
PN: 4H56-1-281
CAS: 18004-75-6
Molecule Weight: 163.22
Formula: C10H13NO
![9-Amino-2,3,5,6,7,8-hexahydro-1H-cyclopenta[b]quinoline](data:image/png;base64,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)
PN: 3H30-1-1S
CAS: 62732-44-9
Molecule Weight: 188.274
Formula: C12H16N2
PN: 4H17-1-15
CAS: 56826-69-8
Molecule Weight: 147.177
Formula: C9H9NO
PN: 4H45-1-32
CAS: 14631-48-2
Molecule Weight: 149.193
Formula: C9H11NO
TSCA: Not listed on TSCA inventory
