![3-[(1H,1H,2H,2H-Perfluorohexyl)amino]phenol](data:image/png;base64,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)
| Product Number | 4656-3-8G |
| Synonyms | 3-[(3,3,4,4,5,5,6,6-Octafluorohexyl)amino]phenol |
| CAS | |
| MDL Number | MFCD31695273 |
| Molecular Formula | C12H11F8NO |
| Molecular Weight | 337.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory