![1-[3-(Trifluoromethyl)-2-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
| Product Number | 3H30-7-0R |
| CAS | 1384265-51-3 |
| MDL Number | MFCD30496668 |
| Molecular Formula | C9H10ClF3N2 |
| Molecular Weight | 238.64 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-7-0R
CAS: 1384265-51-3
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![1-[5-(Trifluoromethyl)-2-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-0P
CAS: 1384264-48-5
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![1-[3-(Trifluoromethyl)-2-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,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)
PN: 3H37-3-89
CAS: 1427012-98-3
Molecule Weight: 212.175
Formula: C10H7F3N2
![[1-(3-Methylpyridin-2-yl)propyl]amine](data:image/png;base64,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)
PN: 3H30-1-VL
CAS: 1015846-40-8
Molecule Weight: 150.225
Formula: C9H14N2
PN: 3H30-7-04
CAS: 1187932-68-8
Molecule Weight: 212.6
Formula: C7H8ClF3N2
PN: 3H30-3-T3
CAS: 886371-24-0
Molecule Weight: 176.142
Formula: C7H7F3N2
TSCA: Not listed on TSCA inventory