![Dimethyl [1-[(ethoxycarbonyl)amino]-2,2,2-trifluoro-1-(trifluoromethyl)ethyl]phosphonate](data:image/png;base64,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)
| Product Number | 8174-3-03 |
| CAS | 126912-07-0 |
| MDL Number | MFCD00418698 |
| Molecular Formula | C8H12F6NO5P |
| Molecular Weight | 347.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory