![4-[(1H,1H,9H-Perfluorononyl)amino]phenol](data:image/png;base64,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)
| Product Number | 4656-3-4J |
| Synonyms | 4-[(2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9-Hexadecafluorononyl)amino]phenol |
| CAS | 1980086-19-8 |
| MDL Number | MFCD30062936 |
| Molecular Formula | C15H9F16NO |
| Molecular Weight | 523.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory