![2-[(4-Fluoro-3-methylbenzene)sulfonyl]-2-(pyridin-3-yl)ethanamine dihydrochloride](data:image/png;base64,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)
| Product Number | 8H63-7-05 |
| CAS | 1094417-26-1 |
| MDL Number | MFCD09904854 |
| Molecular Formula | C14H17Cl2FN2O2S |
| Molecular Weight | 367.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory