![Diethyl [1-{[(2-ethoxyethoxy)carbonyl]amino}-2,2,2-trifluoro-1-(trifluoromethyl)ethyl]phosphonate](data:image/png;base64,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)
| Product Number | 8177-3-04 |
| CAS | 340031-52-9 |
| MDL Number | MFCD00369221 |
| Molecular Formula | C12H20F6NO6P |
| Molecular Weight | 419.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory