![2-[(1-Benzylpiperidin-4-yl)amino]-3-chloro-5-(trifluoromethyl)pyridine](data:image/png;base64,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)
| Product Number | 3H31-7-48 |
| Synonyms | N-(1-Benzylpiperidin-4-yl)-3-chloro-5-(trifluoromethyl)pyridin-2-amine |
| Purity | 95.0 % |
| CAS | 1242267-94-2 |
| MDL Number | MFCD16890147 |
| Molecular Formula | C18H19ClF3N3 |
| Molecular Weight | 369.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-48
CAS: 1242267-94-2
Molecule Weight: 369.82
Formula: C18H19ClF3N3
PN: 3H31-7-75
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Molecule Weight: 316.15
Formula: C11H14Cl2F3N3
PN: 3H31-7-2K
CAS: 1036594-37-2
Molecule Weight: 252.67
Formula: C10H12ClF3N2
PN: 3H31-7-Y2
CAS: 1031619-96-1
Molecule Weight: 236.62
Formula: C9H8ClF3N2
PN: 3H31-7-00
CAS: 1041535-26-5
Molecule Weight: 252.67
Formula: C10H12ClF3N2
![tert-Butyl 4-{[3-chloro-5-(trifluoromethyl)-2-pyridinyl]amino}tetrahydro-1(2H)-pyridinecarboxylate](data:image/png;base64,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)
PN: 4H56-7-4G
CAS: 1092352-86-7
Molecule Weight: 379.81
Formula: C16H21ClF3N3O2
PN: 3H31-7-2L
CAS: 1041557-60-1
Molecule Weight: 238.64
Formula: C9H10ClF3N2
![[1-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-pyrrolidin-2-yl]-methanol](data:image/png;base64,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)
PN: 4H56-7-0L
CAS: 1306120-26-2
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
Melting Point: 63-65 ℃
TSCA: Not listed on TSCA inventory