![Methyl 4-acetyl-5-methyl-3a,6a-dihydrofuro[2,3-b]furan-2-carboxylate](data:image/png;base64,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)
| Product Number | 2H29-1-25 |
| CAS | 142506-41-0 |
| MDL Number | MFCD00816767 |
| Molecular Formula | C11H12O5 |
| Molecular Weight | 224.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory