![2-[(4-Fluorobenzene)sulfonyl]-2-(furan-2-yl)ethanamine hydrochloride](data:image/png;base64,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)
| Product Number | 8H63-7-01 |
| CAS | 1094394-43-0 |
| MDL Number | MFCD09727524 |
| Molecular Formula | C12H13ClFNO3S |
| Molecular Weight | 305.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory