![cis,trans,trans-3,5-Dioxa-bicyclo[5.1.0]octane-8-carboxylic acid ethyl ester](data:image/png;base64,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)
| Product Number | 2H23-1-04 |
| Purity | 95 % |
| CAS | 81056-10-2 |
| MDL Number | MFCD06657718 |
| Molecular Formula | C9H14O4 |
| Molecular Weight | 186.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory