![Butyl 3,3-di(trifluoromethyl)-2-azabicyclo[2.2.1]hept-5-ene-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H51-3-41 |
| CAS | 340033-51-4 |
| MDL Number | MFCD09259021 |
| Molecular Formula | C13H15F6NO2 |
| Molecular Weight | 331.258 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory