![1-[2-(Benzyloxy)-1-naphthyl]-3-phenylprop-2-en-1-one](data:image/png;base64,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)
| Product Number | 2917-1-56 |
| CAS | 40524-68-3 |
| MDL Number | MFCD00831266 |
| Molecular Formula | C26H20O2 |
| Molecular Weight | 364.444 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory