![2-[(1H,1H,5H-Octafluoropentyl)amino]phenol](data:image/png;base64,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)
| Product Number | 4656-3-BF |
| CAS | |
| MDL Number | MFCD31695356 |
| Molecular Formula | C11H9F8NO |
| Molecular Weight | 323.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory