| Product Number | 3H31-7-1J |
| CAS | 1781241-45-9 |
| MDL Number | MFCD28805787 |
| Molecular Formula | C9H8ClF3N2 |
| Molecular Weight | 236.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-1J
CAS: 1781241-45-9
Molecule Weight: 236.62
Formula: C9H8ClF3N2
PN: 3H30-7-56
CAS: 658066-44-5
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-1U
CAS: 326816-37-9
Molecule Weight: 261.07
Formula: C8H9Cl2F3N2
PN: 3H31-3-2X
CAS: 1260779-70-1
Molecule Weight: 202.18
Formula: C9H9F3N2
![2-[3-Chloro-5-(trifluoromethyl)-2-pyridyl]cyclopropanamine](data:image/png;base64,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)
PN: 3H30-7-2U
CAS:
Molecule Weight: 236.62
Formula: C9H8ClF3N2
![{2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethyl}(methoxy)amine](data:image/png;base64,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)
PN: 4H56-7-69
CAS: 400078-95-7
Molecule Weight: 254.64
Formula: C9H10ClF3N2O
PN: 3H32-7-31
CAS: 303147-84-4
Molecule Weight: 209.6
Formula: C8H7ClF3N
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethanimidamide hydrochloride](data:image/png;base64,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)
PN: 3H41-7-07
CAS: 1332495-31-4
Molecule Weight: 274.07
Formula: C8H8Cl2F3N3
TSCA: Not listed on TSCA inventory