![1,1,1,3,3,3-Hexafluoropropan-2-yl N-[3-(trimethoxysilyl)propyl]carbamate](data:image/png;base64,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)
| Product Number | 8183-3-04 |
| CAS | 1421688-35-8 |
| MDL Number | MFCD29067252 |
| Molecular Formula | C10H17F6NO5Si |
| Molecular Weight | 373.323 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory