![2-[(3,4,4,4-Tetrafluoro-3-(trifluoromethyl)butyl)amino]phenol](data:image/png;base64,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)
| Product Number | 4656-3-9F |
| CAS | |
| MDL Number | MFCD31695295 |
| Molecular Formula | C11H10F7NO |
| Molecular Weight | 305.196 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory