![N-[2-(tert-Butyldimethylsiloxy)ethyl]-N-ethylperfluorooctanesulfonamide](data:image/png;base64,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)
| Product Number | 8183-3-08 |
| CAS | 1017593-64-4 |
| MDL Number | MFCD32200815 |
| Molecular Formula | C18H24F17NO3SSi |
| Molecular Weight | 685.51 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory