![3-[3,5-Di(trifluoromethyl)phenyl]prop-2-ynyl 2-chloroacetate](data:image/png;base64,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)
| Product Number | 4923-7-01 |
| CAS | 680579-65-1 |
| MDL Number | MFCD00119512 |
| Molecular Formula | C13H7ClF6O2 |
| Molecular Weight | 344.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory