![Diisopropyl [1-[(ethoxycarbonyl)amino]-2,2,2-trifluoro-1-(trifluoromethyl)ethyl]phosphonate](data:image/png;base64,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)
| Product Number | 8175-3-03 |
| CAS | 126912-09-2 |
| MDL Number | MFCD00379441 |
| Molecular Formula | C12H20F6NO5P |
| Molecular Weight | 403.258 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 50-52 ℃
TSCA: Not listed on TSCA inventory