![1-[2-(Trifluoromethyl)-3-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
| Product Number | 3H30-7-0V |
| CAS | 2149601-93-2 |
| MDL Number | MFCD30496631 |
| Molecular Formula | C9H10ClF3N2 |
| Molecular Weight | 238.64 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-7-0V
CAS: 2149601-93-2
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![1-[6-(Trifluoromethyl)-3-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-0U
CAS: 2149589-66-0
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![1-[2-(Trifluoromethyl)-3-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,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)
PN: 3H37-3-84
CAS: 1427012-75-6
Molecule Weight: 212.175
Formula: C10H7F3N2
![1-[4-(Trifluoromethyl)-3-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-0S
CAS: 2149601-91-0
Molecule Weight: 238.64
Formula: C9H10ClF3N2
PN: 3H30-3-A3
CAS: 1784794-66-6
Molecule Weight: 158.152
Formula: C7H8F2N2
PN: 3H30-3-4X
CAS: 566158-78-9
Molecule Weight: 204.196
Formula: C9H11F3N2
TSCA: Not listed on TSCA inventory