![2-[(4,4,5,5,6,6,6-Heptafluorohexyl)amino]phenol](data:image/png;base64,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)
| Product Number | 4656-3-BN |
| CAS | |
| MDL Number | MFCD31695363 |
| Molecular Formula | C12H12F7NO |
| Molecular Weight | 319.223 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory