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)
| Product Number | 4H07-3-Y2 |
| Synonyms | 1-(Piperidin-4-yl)-4-(trifluoromethoxy)benzene |
| CAS | 180160-91-2 |
| MDL Number | MFCD15474952 |
| Molecular Formula | C12H14F3NO |
| Molecular Weight | 245.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory