![4-[3,5-bis(trifluoromethyl)phenoxy]-1,3-benzenediamine](data:image/png;base64,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)
| Product Number | 4856-3-11 |
| CAS | 302899-84-9 |
| MDL Number | MFCD25460303 |
| Molecular Formula | C14H10F6N2O |
| Molecular Weight | 336.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory