![[1-(4-Fluorobenzenesulfonyl)-piperidin-3-yl]-methyl-amine hydrochloride](data:image/png;base64,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)
| Product Number | 8H69-7-33 |
| CAS | 1353972-68-5 |
| MDL Number | MFCD21098933 |
| Molecular Formula | C12H18ClFN2O2S |
| Molecular Weight | 308.8 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory