![Diethyl 2-[1-[(ethoxycarbonyl)amino]-2,2,2-trifluoro-1-(trifluoromethyl)ethyl]malonate](data:image/png;base64,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)
| Product Number | 4158-3-12 |
| CAS | 256333-21-8 |
| MDL Number | MFCD00566170 |
| Molecular Formula | C13H17F6NO6 |
| Molecular Weight | 397.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory