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)
| Product Number | 4H02-3-02 |
| CAS | 502625-49-2 |
| MDL Number | MFCD03424485 |
| Molecular Formula | C16H12F3NO2 |
| Molecular Weight | 307.272 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 132-135 ℃
TSCA: Not listed on TSCA inventory