![(4-Methylpiperazin-1-yl)[1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]methanone](data:image/png;base64,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)
| Product Number | 4H48-3-5T |
| CAS | 477709-04-9 |
| MDL Number | MFCD02083399 |
| Molecular Formula | C11H15F3N4O |
| Molecular Weight | 276.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory