![(3,3-Dimethyloxiran-2-yl)(5-hydroxybenzo[b]furan-3-yl)methanone](data:image/png;base64,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)
| Product Number | 2H20-1-29 |
| CAS | 680214-22-6 |
| MDL Number | MFCD00220515 |
| Molecular Formula | C13H12O4 |
| Molecular Weight | 232.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory