![4-(benzoyloxy)-2-[(benzoyloxy)methyl]-6-Bromo-5-oxotetrahydro-2H-pyran-3-yl benzoate](data:image/png;base64,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)
| Product Number | 2H29-1-19 |
| CAS | 82469-69-0 |
| MDL Number | MFCD00831426 |
| Molecular Formula | C27H21BrO8 |
| Molecular Weight | 553.361 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory