![1-Benzyl-4-[(3,5-dimethyl-1H-pyrazol-1-yl)methyl]piperazine](data:image/png;base64,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)
| Product Number | 3H32-1-00 |
| CAS | 278782-31-3 |
| MDL Number | MFCD01764172 |
| Molecular Formula | C17H24N4 |
| Molecular Weight | 284.407 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory