| Product Number | 4H48-5-HG |
| Purity | 98 % |
| CAS | 160115-16-2 |
| MDL Number | MFCD08713015 |
| Molecular Formula | C8H9ClN2O |
| Molecular Weight | 184.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-HG
CAS: 160115-16-2
Molecule Weight: 184.62
Formula: C8H9ClN2O
PN: 4H48-1-38
CAS: 5327-33-3
Molecule Weight: 150.181
Formula: C8H10N2O
PN: 4H37-1-05
CAS: 135450-61-2
Molecule Weight: 161.164
Formula: C8H7N3O
PN: 4H48-1-FT
CAS: 86847-79-2
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H48-5-AX
CAS: 148612-16-2
Molecule Weight: 184.62
Formula: C8H9ClN2O
PN: 4H48-5-F5
CAS: 339014-78-7
Molecule Weight: 233.09
Formula: C9H10Cl2N2O
![[(5-Chloropyridin-2-yl)carbamoyl]formic acid](data:image/png;base64,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)
PN: 4H48-5-BK
CAS: 552850-73-4
Molecule Weight: 200.58
Formula: C7H5ClN2O3
TSCA: Not listed on TSCA inventory