![Butyl N-[2,2,2-trifluoro-1-(2-toluidino)-1-(trifluoromethyl)ethyl]carbamate](data:image/png;base64,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)
| Product Number | 4756-3-41 |
| CAS | 340030-49-1 |
| MDL Number | MFCD00566105 |
| Molecular Formula | C15H18F6N2O2 |
| Molecular Weight | 372.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory