![2-[2,8-Bis(trifluoromethyl)-4-quinolyl]oxirane](data:image/png;base64,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)
| Product Number | 4H56-3-4W |
| CAS | 57120-54-4 |
| MDL Number | MFCD09260425 |
| Molecular Formula | C13H7F6NO |
| Molecular Weight | 307.195 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory