![(2E)-3-[5-(Hydroxymethyl)furan-2-yl]-1-phenylprop-2-en-1-one](data:image/png;base64,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)
| Product Number | 2H17-1-0Q |
| CAS | 132391-04-9 |
| MDL Number | MFCD01315260 |
| Molecular Formula | C14H12O3 |
| Molecular Weight | 228.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory