![Dimethyl-{6-[3-(1H-pyrazol-3-yl)-phenyl]-4-trifluoromethyl-pyridin-2-yl}-amine](data:image/png;base64,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)
| Product Number | 3H32-3-CW |
| CAS | 1311280-41-7 |
| MDL Number | MFCD19981384 |
| Molecular Formula | C17H15F3N4 |
| Molecular Weight | 332.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory