![4-{[1,3-Dimethyl-4-(trifluoromethyl)-1H-pyrazolo[3,4-b]pyridin-6-yl]oxy}benzaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-69 |
| CAS | 1031928-98-9 |
| MDL Number | MFCD09998164 |
| Molecular Formula | C16H12F3N3O2 |
| Molecular Weight | 335.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory