![Ethyl N-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]glycinate](data:image/png;base64,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)
| Product Number | 4H56-7-X7 |
| Synonyms | Ethyl {[3-chloro-5-(trifluoromethyl)pyridin-2-yl]amino}acetate; 3-Chloro-2-[(2-ethoxy-2-oxoethyl)amino]-5-(trifluoromethyl)pyridine |
| Purity | 97 % |
| CAS | 246022-36-6 |
| MDL Number | MFCD00141296 |
| Molecular Formula | C10H10ClF3N2O2 |
| Molecular Weight | 282.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-7-X7
CAS: 246022-36-6
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
PN: 4H31-7-07
CAS: 338406-35-2
Molecule Weight: 254.64
Formula: C9H10ClF3N2O
![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
amino}ethan-1-ol](data:image/png;base64,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)
PN: 4H56-7-Y0
CAS: 263387-09-3
Molecule Weight: 254.64
Formula: C9H10ClF3N2O
PN: 3H31-7-2M
CAS: 1042499-48-8
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]acetohydrazide](data:image/png;base64,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)
PN: 4H56-7-12
CAS: 446276-13-7
Molecule Weight: 268.62
Formula: C8H8ClF3N4O
![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-ylamino]-3-hydroxybutyronitrile](data:image/png;base64,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)
PN: 4H37-7-X4
CAS: 338966-48-6
Molecule Weight: 279.65
Formula: C10H9ClF3N3O
![N1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethane-1,2-diamine](data:image/png;base64,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)
PN: 3H30-7-03
CAS: 219478-19-0
Molecule Weight: 239.63
Formula: C8H9ClF3N3
Melting Point: 78-80 ℃
TSCA: Not listed on TSCA inventory