![Ethyl 3-{[4-(4-chlorophenyl)piperazin-1-yl]sulfonyl}-1H-pyrazole-4-carboxylate](data:image/png;base64,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)
| Product Number | 8H69-5-0Q |
| CAS | 1261016-92-5 |
| MDL Number | MFCD18194700 |
| Molecular Formula | C16H19ClN4O4S |
| Molecular Weight | 398.86 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory