![3-[(4,4,5,5,6,6,6-Heptafluorohexyl)amino]phenol](data:image/png;base64,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)
| Product Number | 4656-3-BM |
| CAS | |
| MDL Number | MFCD31695362 |
| 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