| Product Number | 3H31-1-9F |
| CAS | 128802-98-2 |
| MDL Number | MFCD00980823 |
| Molecular Formula | C12H18N2 |
| Molecular Weight | 190.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-9F
CAS: 128802-98-2
Molecule Weight: 190.29
Formula: C12H18N2
![N-[(4-Pyridyl)methyl]cyclopropanamine](data:image/png;base64,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)
PN: 3H31-1-9Z
CAS: 193153-60-5
Molecule Weight: 148.209
Formula: C9H12N2
![N-[(4-Pyridyl)methyl]-2-propanamine](data:image/png;base64,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)
PN: 3H31-1-A1
CAS: 70065-82-6
Molecule Weight: 150.225
Formula: C9H14N2
![(3S)-3-{[(Pyridin-4-yl)methyl]amino}piperidine trihydrochloride](data:image/png;base64,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)
PN: 3H31-5-S4
CAS: 1338222-11-9
Molecule Weight: 300.65
Formula: C11H20Cl3N3
PN: 3H31-1-8F
CAS: 143924-51-0
Molecule Weight: 162.236
Formula: C10H14N2
TSCA: Not listed on TSCA inventory
