![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]-3-hydroxybutyronitrile](data:image/png;base64,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)
| Product Number | 4H37-7-X4 |
| Purity | 97 % |
| CAS | 338966-48-6 |
| MDL Number | MFCD01315213 |
| Molecular Formula | C10H9ClF3N3O |
| Molecular Weight | 279.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-7-X4
CAS: 338966-48-6
Molecule Weight: 279.65
Formula: C10H9ClF3N3O
PN: 3H31-7-00
CAS: 1041535-26-5
Molecule Weight: 252.67
Formula: C10H12ClF3N2
![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]butyric acid](data:image/png;base64,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)
PN: 4H57-7-05
CAS: 338770-18-6
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
PN: 4H56-7-S2
CAS: 1311776-29-0
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]pyrrolidin-3-ol](data:image/png;base64,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)
PN: 4H56-7-4J
CAS: 1219980-80-9
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
![3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-3-ol](data:image/png;base64,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)
PN: 4H56-7-0P
CAS: 1292498-24-8
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
![2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]amino}ethanol](data:image/png;base64,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)
PN: 4H56-7-6J
CAS: 1053656-91-9
Molecule Weight: 240.61
Formula: C8H8ClF3N2O
PN: 3H31-7-2L
CAS: 1041557-60-1
Molecule Weight: 238.64
Formula: C9H10ClF3N2
Melting Point: 107-109 ℃
TSCA: Not listed on TSCA inventory