![1-{[1-(Difluoromethyl)-5-methyl-1H-pyrazol-4-yl]sulfonyl}piperazine](data:image/png;base64,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)
| Product Number | 8H69-3-0B |
| CAS | 1006482-97-8 |
| MDL Number | MFCD04970132 |
| Molecular Formula | C9H14F2N4O2S |
| Molecular Weight | 280.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory