![Ethyl 3-benzyl-2,4-dioxo-3-azabicyclo[3.1.0]hexane-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-LJ |
| Synonyms | Ethyl (1S,5R,6R)-3-benzyl-2,4-dioxo-3-azabicyclo[3.1.0]hexane-6-carboxylate |
| CAS | 134575-06-7 |
| MDL Number | |
| Molecular Formula | C15H15NO4 |
| Molecular Weight | 273.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory