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)
| Product Number | 4H17-1-28 |
| Synonyms | 1-[2-(4-Benzoylphenoxy)ethyl]piperidine |
| Purity | 95 % |
| CAS | 102156-42-3 |
| MDL Number | MFCD16465355 |
| Molecular Formula | C20H23NO2 |
| Molecular Weight | 309.409 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory