![1-[2-(Trifluoromethyl)-4-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,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)
| Product Number | 3H37-3-83 |
| CAS | 1427024-70-1 |
| MDL Number | MFCD23134895 |
| Molecular Formula | C10H7F3N2 |
| Molecular Weight | 212.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-83
CAS: 1427024-70-1
Molecule Weight: 212.175
Formula: C10H7F3N2
![1-[2-(Trifluoromethyl)-4-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-0X
CAS: 2149589-68-2
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![1-[2-(Trifluoromethyl)-4-pyridyl]cyclopropanecarboxylic acid](data:image/png;base64,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)
PN: 4H58-3-9Y
CAS: 1427013-07-7
Molecule Weight: 231.174
Formula: C10H8F3NO2
TSCA: Not listed on TSCA inventory