![Benzyl N-[2-(diethoxyphosphoryl)-1,1,1-trifluorobut-3-yn-2-yl]carbamate](data:image/png;base64,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)
| Product Number | 8977-3-05 |
| CAS | 1228473-29-7 |
| MDL Number | MFCD25563244 |
| Molecular Formula | C16H19F3NO5P |
| Molecular Weight | 393.299 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory