![N-[(4-Chloro-1,3-dimethyl-1H-pyrazolo[3,4-b]pyridin-5-yl)carbonyl]-N'-[3,5-di(trifluoromethyl)phenyl]urea](data:image/png;base64,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)
| Product Number | 4H53-7-18 |
| CAS | 650615-81-9 |
| MDL Number | MFCD00113255 |
| Molecular Formula | C18H12ClF6N5O2 |
| Molecular Weight | 479.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory