![N3-[3-(4-Bromo-1-methyl-1H-pyrazol-3-yl)phenyl]-2-chloronicotinamide](data:image/png;base64,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)
| Product Number | 4H48-D-17 |
| CAS | 649664-37-9 |
| MDL Number | MFCD00103417 |
| Molecular Formula | C16H12BrClN4O |
| Molecular Weight | 391.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory