| Product Number | 4H17-5-2K |
| Purity | 95 % |
| CAS | 53062-98-9 |
| MDL Number | MFCD00454210 |
| Molecular Formula | C10H11ClN2O2 |
| Molecular Weight | 226.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-5-2K
CAS: 53062-98-9
Molecule Weight: 226.66
Formula: C10H11ClN2O2
![Methyl 2-{[(2-chloro-3-pyridyl)carbonyl]amino}acetate](data:image/png;base64,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)
PN: 4H58-5-63
CAS: 245083-04-9
Molecule Weight: 228.63
Formula: C9H9ClN2O3
![4-[(2,6-Dichloro-5-fluoropyridin-3-yl)carbonyl]morpholine](data:image/png;base64,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)
PN: 4H48-7-04
CAS: 680217-88-3
Molecule Weight: 279.09
Formula: C10H9Cl2FN2O2
PN: 4H48-5-HM
CAS: 52943-22-3
Molecule Weight: 184.62
Formula: C8H9ClN2O
![Diethyl 2-{[(2-chloro-3-pyridyl)carbonyl]amino}malonate](data:image/png;base64,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)
PN: 4H58-5-60
CAS: 219793-85-8
Molecule Weight: 314.72
Formula: C13H15ClN2O5
PN: 4H48-5-GA
CAS: 52943-21-2
Molecule Weight: 184.62
Formula: C8H9ClN2O
PN: 4H48-5-6V
CAS: 65423-28-1
Molecule Weight: 246.69
Formula: C13H11ClN2O
![4-[(6-Chloropyridin-3-yl)methyl]morpholine](data:image/png;base64,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)
PN: 4H32-5-0C
CAS: 311774-34-2
Molecule Weight: 212.68
Formula: C10H13ClN2O
TSCA: Not listed on TSCA inventory