![alpha-[(4-Methylphenyl)sulfonyl]-4-fluorobenzylisonitrile](data:image/png;base64,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)
| Product Number | 8763-3-X0 |
| CAS | 165806-95-1 |
| MDL Number | MFCD03787932 |
| Molecular Formula | C15H12FNO2S |
| Molecular Weight | 289.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory