![Benzyl 3,6-diazabicyclo[3.2.0]heptane-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-823 |
| Purity | 97.0 % |
| CAS | 370880-87-8 |
| MDL Number | MFCD09991639 |
| Molecular Formula | C13H16N2O2 |
| Molecular Weight | 232.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory