![{3-[3,5-Di(trifluoromethyl)phenyl]prop-2-ynyl}(triethyl)ammonium bromide](data:image/png;base64,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)
| Product Number | 3933-B-02 |
| CAS | 646497-93-0 |
| MDL Number | MFCD00208531 |
| Molecular Formula | C17H20BrF6N |
| Molecular Weight | 432.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory