![2-Methyl-2-phenyl-4-[(prop-2-ynyloxy)methyl]-1,3-dioxolane](data:image/png;base64,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)
| Product Number | 2907-1-00 |
| CAS | 105922-58-5 |
| MDL Number | MFCD00099315 |
| Molecular Formula | C14H16O3 |
| Molecular Weight | 232.279 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory