![4-[(Benzyloxy)methyl]-1,3-dioxolan-2-one](data:image/png;base64,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)
| Product Number | 2H28-1-02 |
| Synonyms | 1-Benzylglycerol-2,3-carbonate; 4-[(Benzyloxy)methyl]-2-oxo-1,3-dioxolane |
| CAS | 949-97-3 |
| MDL Number | MFCD00269930 |
| Molecular Formula | C11H12O4 |
| Molecular Weight | 208.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory