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)
| Product Number | 4656-3-8Z |
| Synonyms | 2-[(2,2,3,3,4,4,5,5,6,6,7,7-Dodecafluoroheptyl)amino]phenol |
| CAS | |
| MDL Number | MFCD31695289 |
| Molecular Formula | C13H9F12NO |
| Molecular Weight | 423.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory